<?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" xmlns="http://www.w3.org/1999/xhtml"><!--Consolia XBRL Tools v2.11.6.0--><head><title>ALTA_2023-12-31_pl.xhtml</title><style type="text/css">/*<![CDATA[*/
/* vim: set shiftwidth=2 tabstop=2 autoindent cindent expandtab filetype=css: */
/*! 
 * Base CSS for pdf2htmlEX
 * Copyright 2012,2013 Lu Wang <coolwanglu@gmail.com> 
 * https://github.com/coolwanglu/pdf2htmlEX/blob/master/share/LICENSE
 */
/* Part 1: Web Page Layout: Free to modify, except for a few of them which are required by pdf2htmlEX.js, see the comments */
span[class*='ff'] {
  z-index: 999;
}
div[class*='ff'] {
  z-index: 999;
}
a {
  z-index: 999;
}
a > span {
  z-index: 999;
}
#sidebar { /* Sidebar */
  position:absolute;
  top:0;
  left:0;
  bottom:0;
  width:250px;
  padding:0;
  margin:0px;
  overflow:auto;
}
#page-container { /* PDF container */
  position:absolute; /* required for calculating relative positions of pages in pdf2htmlEX.js */
  top:0;
  left:0px;
  margin:0; 
  padding:0;
  border:0; /* required for lazy page loading in pdf2htmlEX.js (page visibility test) */
}
@media screen {
  /* for sidebar */
  #sidebar.opened + #page-container { left:250px; }
  #page-container {
    /* `bottom' and `right' are required for lazy page loading in pdf2htmlEX.js (page visibility test)
     * alternatively you may set width and height
     */
    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; /* enable printing background images for WebKit */
  }
  #sidebar { display:none; }
  #page-container {
    width:auto;
    height:auto;
    overflow:visible;
    background-color:transparent;
  }
  .d { display:none; }
}
/* Part 2: Page Elements: Modify with caution
 * The followings are base classes, some of which are meant to be override by PDF specific classes
 * So do not increase the specificity (e.g. ".classname" -> "#page-container .classname")
 */
.pf { /* page */
  position:relative;
  background-color:white;
  overflow: hidden;
  margin:0; 
  border:0; /* required by pdf2htmlEX.js for page visibility test */
}
.pc { /* content of a page */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  top:0;
  left:0;
  width:100%;
  height:100%;
  overflow:hidden;
  display:block;
  /* set transform-origin for scaling */
  transform-origin:0% 0%;
  -ms-transform-origin:0% 0%;
  -webkit-transform-origin:0% 0%;
}
.pc.opened { /* used by pdf2htmlEX.js, to show/hide pages */
  display:block;
}
.bf { /* images that occupies the whole page */
  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 { /* images that cover only a part of the page */
  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() {
    /* fix page truncation for FireFox */
    .pf {
      overflow:visible;
      border:1px solid #FFFFFF;
    }
    .pc {overflow:visible;}
  }
}
.c { /* clip box */
  position:absolute;
  border:0;
  padding:0;
  margin:0;
  overflow:hidden;
  display:block;
}
.t { /* text line */
  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;/* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
  -moz-font-feature-settings:"liga" 0;/* We don't want Firefox to recognize ligatures */
}
.t:after { /* webkit #35443 */
  content: '';
}
.t:before { /* Workaround Blink(up to 41)/Webkit bug of word-spacing with leading spaces (chromium #404444 and pdf2htmlEX #412) */
  content: '';
  display: inline-block;
}
.t span { /* text blocks within a line */
  /* Blink(up to 41)/Webkit have bug with negative word-spacing and inline-block (pdf2htmlEX #416), so keep normal span inline. */
  position:relative;
  unicode-bidi:bidi-override; /* For rtl languages, e.g. Hebrew, we don't want the default Unicode behaviour */
}
._ { /* text shift */
  /* Blink(up to 41)/Webkit have bug with inline element, continuous spaces and word-spacing. Workaround by inline-block. */
  display: inline-block;
  color: transparent;
  z-index: -1;
}
/* selection background should not be opaque, for fallback mode */
::selection{
  background: rgba(127,255,255,0.4);
}
::-moz-selection{
  background: rgba(127,255,255,0.4);
}
.pi { /* info for Javascript */
  display:none;
}
.l { /* annotation links */
}
/* transparent color - WebKit */
.d { /* css drawing */
  position:absolute;
  transform-origin:0% 100%;
  -ms-transform-origin:0% 100%;
  -webkit-transform-origin:0% 100%;
}
/* for the forms */
.it {
  border: none;
  background-color: rgba(255, 255, 255, 0.0);
}

.ir:hover {
  cursor: pointer;
}

/* Base CSS END */
/*]]>*/</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);
  }
  .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 */

  }
  .checked {
    background: no-repeat url(data:image/png;base64,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);
  }
}
/* Fancy CSS END */
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aGpHf1l17//BdPPbzJHmr0WhSPbAP7l8wmF93yvYMHvn3dQCKb4KUA1q+Yl+8AXpZBc32GcLK/P4wUzJ8K5k/FBpRSZCCT4gIaKccwf1IelaIejaIejS89Gl96NIp6MC7XA0VNk5Yx8JoThziVF6sUPFHluwnvIQuQ0XS4bBnjcEnAcavnB4jqWU2oY6w71v77aw9UXiVsFf/yy58fO9K656u3PHzo4FcvK9L3ffm9fx9XGWjdv71870VHbho5JfVd/z2is2HszAEYexP1ELEsnqTGKUltXEltXEltXEltXEkc0tHrlZASguF5wL6WzNcn0GMJ9BRghQTvhpFMmseScFEDDET6JvZdBgPPyrXQAvEvvIcSpAFjGXjOwUBts5sQwjzG4waqoQUieBjRzsUV5oseANczbpkDrMGsm70bk4beoTPrOHAOdBUBHQIfgWX1cL+CpnRmA7tE9so6lUw62WuTAbVWdutFnyJ7RKGS00leQi/ApKuAXknqRkIvQdHopWj0UjR6KRq9FI1eCtDriNlPBfwCjGhKUdz8NEpNRcbcBCOqwCY7IxXrqKLgokfKUDaCCx8uk9IYIc4hmDPGXPOzNKowq2D8QiWJvivAGMn9ADhZHlfEpgOKLCJPZxQfDHZIEL12xSvpZ/9HMAscBy/sQ5gYfhj3eadfZT/Ehah+6jlVQnw+qwtLiAtLiAtrcBf2RV3YF3Vh3jBT302iULKUPD/JJK0alawalaya/rFq+seqUck6TecPZ1tRqwtHSiORYrbvGDJQHGVADZPFVTbQLoeyBAqCDpKqaFCVo4mJmZo6x9SL4DYeKeNGuD64nSpzRcM0ajhcLq7K4pYmy1kNEM7g4Ee2Pg5bB/o6pHrwbZdU1FiDiOyHWJ1JMHVuvnHjxV+9sn/RNV/Z0XOgrXJCklg9WNHPGh2yQe7atHV77p7//be1E185eefIDTsWeQzsZsWv6BKZxPKPfWfPwcduGvT70dWRGEyATif65IriSfgjLtPE11+7+753v3GBJ9rgiajxKuBBtB5wjZ26AM/F0X7nCufDTobSaExpNKY0TqQ0TqQ0GlPYqzWAS2rHMe5xAlDAQ5lTQ1PkIbBZVcxUhlJVsh2t19nCbsw/envY6Q7bdB4YP7CLScf+unpH+imcfhX9DvqZog6o6Iv6Bzrohw5K4FFbouP6YygP4NcFFojTLBCISq3D3qnouKKfRvmpsoL930zV/wVz835u79xofucb3DPu68hEjALxcHU6dzQTjLSERHWYih4tXnb9xpzeKplMklt2+CUBgLuUGRtg/kVQs5ZCbV6Yt2G8Bep6IiNSDgtDC7YZWXwXNmgzZNAIYNAIYNAIYNAIYMDyY7Inx8MG0TsuzmHI/qrRAPWAXceSsb6Mhg/rpg0l6yIv1SFL1ciLjRf0GG6/Ldgi3miTQ6jEqlOrs0VceGrRj3jRGfZ4Qopgliur0JOS4MNKlBcN9Edmr67pidrEz36P7tebBJaDB2aPc/b07H0eRbMzI0Abj8qz36TsKinsGinsGinsGinmXGtaOkzpreP2aZTWDAnKHp+be+s4jz+qmYj5pqE6ZKIKR0Dd62e/72yoje6nGOAutXkVPSj+h6pjeO+LesmnziefBl3fQz1N5lM8v29vH21uaXFms4aMy+WZ/jshAJ7OQCxnMhmwxjSIJLmE5x1rTAPmDwNmecC8JTfm/1j7mNHlNGdduQwfTI0F11TdiH4ZkH8BCFBFroD/xdqdVOzNFgrYrwAH2HbONlxzjcwT7qiW7kyiaL0J6UbYg0AF4Bhya+fTOlvQ7QwrOrpSYIx2v80esBnpyhJUjdw1eS8MtcRcenQVh24xeoIJ9yVWr2Ka0xG73rtbMAgMC1iNLb93b+35A40xkyflPbWOeSDQ6DbqFb9dnQPw4SSql3qAYNmk1WrTyG7Toi7kaibX1zDZbRrZbYTsAUMmk8dkz7us+AUK5kUTvoMieVxEpAKd44aMNcm6sX3FPEZohMl8FpWzBZL4PqOCS6uh0ZTEuZPg2yajAWQ/B0EDjLMAnm+NP9lrzXaPucOTjEbtlQtDAz6apnVK0OUKyromz7g/GfRLqMvfns+5EI3gE7cjJOuW2HyyzujPJ+kXiv/UPXTPyKk/1wTyq6mIwdkQnP1h67bzJ7IrvraC/g74dAB4iLKiqW2nT7Ivkzxskvq86r3V5Vgx4LVhwGtzqYQslPQ4WXo9eH4BjfwBjesDmikPaKY8oJE/cAxcCQPlBsNtXRXF0qslTGvAd6ImxYesbmKYrau4KBHmD86MzvMT2JdH7nr+7k/+4tbBkbufv/uOE7cvOpI87zN7935mS0Ni46cv23ff5hR9z+dPHdqy7oE3v3Dvuw9vWfvvf/7Kpd++dfnq247tuuyxW5etvuNbFKEJ1t8/AHn3UQ3U/QTdxXhtsLw2WF4TcV4TcV4bLI8ZySmdOygMmGaSknDKd4rnTTBA45R9zFQH+1Q2q8fDPC59pAzF7bj84TKpcAbyqw+rq3CPrXMKmB+UrvqPD92lV8JurOsaPcjeuOyiS0YbjnSvm2i6/7PLdy2OMXdd8LlLeyqZmhAC2wjO/k1Xr1uxu9Uy+05qyTaVLqwR6NJODVLfJrwSEDNSB85edeCxdpCxduCxd2B+6QB+OdqAff2GfhKcFbUg7fxg7ZtasJYQUAICTvoyIrgBj+wtoVLJ2QvjPhIec2qqj3gP2Hk/y3fHS1EmMyVc9UgZKoZxzUfKWlUsmjV/varwkkyGOYt6DmeA0fx3pxJAqBWvWal6WEbeFgt4wjYje5W9uW919/4qXcHjUnIDnqX7lyejCzYVQ63NKdvlFl1ldnClu7/wiS8PblsQ9JDVTXpQO7nWdf3R2Wdq9AZ8zTHmzrV7Fg7sWtFls6R7lucq/zfmZ24evcgp8JXRcPdKgi2WnD7JbAV5HUYp1X4O4LShiEYHNIIOaIQe0LTggEbYARyOTedLig2N5kuAqGL5WN7kdeG6XmyEvCLJU0IVL54876N0DluiKS8BZI9NubWrTb0+YpXQKGXKHENJqgNgeaJklEIdqKOEQ+hqThLfdUgdkqMHuy8DXq4BpyMbalmOYi0XKZ4UMfvjeazNZjabnoN2hzoy0yg5WZYAuCeOlkmrDbjZo2XSLs5DNtTlO7QsZLpOcbBn5Dv49wk68MzWhVd9cdPAnnXdTiNeimYprNw30jGxMJYfv/DSC8cL3Rd9YlV63bIehWdphjcKxuzgRFfbylZPftVFl+5eVUAXn/fxbXlHKOKKBx1+WYikooGOlYWO5d25Qt/qfSvGrlvbbHUHFaPkUnCy2hf1+1sWxNuX9+QLvav2qRjSCjroaZC1iIohj7pK2LOSMOUPY6j8dyskDCik048dwbLGy9jV9Gs6B6cjqmskxBmyuoz3y8S/9Fe1TH7OuTwrc6f6lU8T3/luDBidABjhTvOtmRuJZ018yvf+pcbpW3WST1H8sk71J78K9udqwINp6ojqT57fjEJYg4SwRglhxgxhdBTCPBnCsT2JKtlJNg2/AB9TDo0UDo0UDo0UDo0UDo0UjkdpEfs7U3aCsB8r6aEJQ2JcHPfOcWU/qrHdiXS6zhk6ggvicMwcm/XXW6U5jGk707dgr150/fQVF3/j2kHV41Z0TauuGF56xViawOwwuBbPX/nN6xf0Xf3IVUy0SqlTb2y8ZUNz0/ob1jHOOncKaNYLePQFoFkP9TGChRI9KI9zXQuxwMVhWnX4JpVFcZE8iaOIC980RJArhG+ac6i5BTXHUHMUdYw3jkdbjEx9kBoQTD+MGX5wYFr75y1ZzyxbhTsE79SAI1O9yyA1e6gCx3l3iBe4G1nR1xAIpn0WtvI6/S5j8TSEwk0+K1P5Ko+kRCgYUwQaRRGyMXpbPOAL2/RkPZif4ZWoPxAVEZewSBjLSBbmZ6ey1Xv2a06PhWV0FuN7M2yX0YpdM6vxvcfZbgPccxaPE2gYAPl6nOTv9/3jPqkJmMiJlpkwE4HJW2aKj3t5eZxX8+h1LAQydbT2GcmHE56Zk6U5GoGlcRb6EF4Zo9KHHsLuiSts11U+aeSsyXAg7jByU+68m3bm3IcZoxLxxBpEzojeqtSYBj1H/xqPnhXMhsptbZd3F/d1oCsNFgGP2wHj7gb/6y7QKw1UP0E2EQkU6pR3zJQE/aqGJPPwHyuDiBd/dqQMH3JJon256hqpfJ131YtIFr9OKzj8alYH7pi7iK/FeUKMQTbTq2enDBY8SxYD/VNvkDVIltmH6askeUjxyrpQNG52uIN25gGd5JUxqA2GkqLbE7Cd2hwB/LEJbF8/8yPwq0vUm0RbhKwLgguyCxij3tlqgllqxfqiFauKVhEbttZp9FbJQiWTVgqZKKxRqC7NLnZp3kKXNrFd05oh7ZqmdSWb5Pw+1Sq20t2PtSKqFbW2ZgYapxHIwFM4X8/6X8mM9D5rWsZS2WpEk4ShJvZtnqgC25n0ZpKWJDAFwMlmECGz0Yland8v4/YipEEHzto7WGgz43+lnBkx9T5bxu26snVxThKVmlCJjhM8qBfN5Se70RkraFiidQTVnjlw5IrpF31eT9DS/YmxJfvHmvsu//JFBx255UWymEoH/oDgXbB2Z+sF/7w68aXbB7cvCG5YObCn12UyAfA0bexfHF+8c2B070h8cevKNq8/6teJbqvb74n6laY1166ecTb3NyxetWAQ5uhemKMT3D6Qq17qEbKeHFSqIdyuiVG7JlbtGtXxe0L19mn0dslrT2NnIx3CGQk8i2lsCdIiSVTQhpKeshva28Is1zKNuEcSI97F4mgRbg9xy4juholwFmve2hzlJ7xH1XoJXLGkL6tVOVwXuHqZqs3709qi5So4tJ+t27W1rhq9BSmACMQ+Udh250R6aPHipE722oFzeUEJudzgm6WWDi1Jbb11Xeohe+vaUqi3tCg5eHBB3/oON/r9FcduWiwluhouBekFiTXpuM7q8vfZ/2nojIrLb/zGFYtu2N4rNy7IV+5dta5n2wGs/zcCjUPME1Qb9UMiw766hQkvaErrZbJA4RxB/FfnB+/VpbHJadpYMmctyOL+fbBkMA8FY9OIPqyMMH/MYcShNw/lmqYRf0i/DMfd0ifJSy3kOqO5KyVT0P37stqAgls4WlZGcswfy7iRI7gRPW5lsqxfpsblSMj13IkgXoVkfH0aiAnRnODuWbo+e8E9O9oG9t27IT022ObS87RstiZ71nRddV24NNFTXNufNuHYwr9Kbsnsjvvl0oGpK27+7jXdoifisiguORkMp8JHH1p34/p0LB3VKX7i950PdP0sdwmVoIrUt4h+CfZ3I6O3iLVKEaOQIsbIRcyPRcyexWPoHaiZVame1Yid1Yid1TRNViN2FrOwQQkvNhaTXtbSiJnPNQIqip2yLONGMSQjDNx/RkZI5eCSoVrRhWseLrtGLLju4TKpjMEaYeD6eE69liiAX1PjYyaD6l3nDuazguSz2UHjLrl347bb1qXyWz+xZfmNJcEWxFysf2DhPy3sB54FHh4I95QWJ91Vlr1q2dplNx7aevmxm5YsWkgbq3GH2UXArVsPlgZv2AHcuzBH6DsB9L0X9HeaaqVeIfRtzLb3t+9pZxQs8QpeNako4SbsgzRh+qoJYaLJgW/eOTKY/lKaxqlLvJ4q3cpq7M5qXE3eG8lVVeUspng43PSD69k7WfoxFj3FIpb1ZZ9NjLheOd+y10Jb9K/4CEtP1OelVMXxXFplb5IVJlMQYZt+UL6StJHIPgtaxOJ6pUxZRAttZSw+/Stln8rXWGUT3T1RW89fx8X2+bxO25PtCaJNmHuT7tnJwOK9Y6Xtw1mTYOQZmhGM7Wv3lfY8eFlXz74vbNv9qfObH2Cuvqp3U1+EpulkeOmH1mbsHrtgcctmxWoyul1K3zXT11z+zQ8vGtz/2fXKDXdnRnd0qLgxfvpd+hbuQ4Ab/5nse3CIZDUOVhReTS97q/rYqylsr8a8AHzfmWxpjONF8bIIrl/ccLJ9iSdxsmUoNCoOEc88j2M66Rl14fVMuoAzwiWp3XCyDCVbEifLWlniiuf7z0yz+JEWja73yKNqyqUbVdMs9C0sp+MFe6DBG28NWZ7QGfWcbH1CB/rWFVJ014ki1p/XRYcuGYkuiOFFgFa8JFtv1LsKY11bBcmjxEKn/lhdM8jYQzHFIwkTmz+ytsFsNSlkLTBDtVXuYj7K/JDqo5ZTW5BD3VMkNy/Bsr9EB4RZEhIVNLqk0I/XMcH7fk3q4frCI/ijfmEFXnRptspodIWXtbYwBUHAHCoSqj5WMsNNc0HweoVCM4tnotSKp2I9/or1IRGqrW+Ml4xwjVtbBKZz5NemVS/b7ed3Mn/oGWoMLXimc+S8Z0IrtJRqv5oGe1o1gWm8ZnMmTZb0ZvGSXmdRPJ4W8UJO7QXPTZK0axr5ddlkt696uYwb72H+UMbNdy54ptw5EjrvmTJ8hZZz7VeBiPh4zVLCXAWQaicTSQvcOYJIjZ5UObwDr+xp78igqhICVIhaEzVwgldGJLLIwmjvmI8q1g9HffmJ65d3bPPKzoH2Py7cO55pvfiBfZfcu7VJDOdCuWw+Hoy1bvrwaMOSIBIlqVLZMdGyJOvccV5uKOtctWXsD6EGl/6mK5fu6PMyl0eDsXXZ5R9a1eR3yJlANEMb6HDvhu6+vWty8dKG1nBfZ8HtHm3qPT8Rn1iw7JrVzXpduPL6pl2hzuHUhp3BjqHZzV39tM7d3JCyDyz0t/RhWboX/If7Aefk1ajp4f5W1DiX4tWEqC73q+WCAeQ4A0ZsSoxYtxmxljMSBWfEnxmoEvY1Ao1uEezk0eaR2GL3KDENJPBVy3ap0IbYhalGdzMuDKimVpxE92G+5uftiDkVzpEHUj0QO3O/TlZBiysz3NJ7cBDeklB+FcssuXNo44HRsLsqO7R12ebB2Po1s7dWn9QDmKXDvTs/egHW+zeffheNcVnKToWpB9VMZXRFdE+UcWgYfJ6nrmgrn+d79KoHf4zeR/ko+/uliDSy24GUjxiCeH1RcBr1HXaLw4SGT59Ma7r9xNy2HO8hNy50pKyWAtI9nj5nvlOp3zXVdyZtlKburjT+rVGHuamaFUQtXY0NRfil6NO/qNyFtgEtYlQL9TDx3lfk8VoyAsPg+gYeUbxqwOLaItT4NL13Mm2itHJ1Tqk64pp3Clq6ZHC7qXwGjz4DA5tKBYdtgBMOcURTAA2kQqHqoZyorvP3HoY6qQwhBFTgcA1AxqrkP46rAE24eYE0x/wgxzzyrAz0b18SanbpWcQIeoGPOsPZgAV0tBPraKBVsTHd1d1o3X5gdVpnMEuyGS+u4GzNQ8PM184mmyZvB0HeWqkpootN/e2oIYdyJRlvwzj9FCFDTgMEOUwnE7kSQJA7RiepCLjtKrVMmjiaNDKaNOqZsAh6HM3NVIms18YUdkSMXGrYt1iqiiHZFgOgFTw7YufyL1Q5CQCCsb60SyteH2/+e9KwB3Xg2XujLitfuelMNkOrdbI74nJH7HqztfIoutRsJEFlRjDr0RsV89mCeOrn4P+b9QwACb3JJVYercQlu4oHgKaoD2hqp8Zq6wf2kPUD5w59zHEbevuwQVxMKKKxkrpeYLE67HOvFzhLZtxn97baL+4pwIkrUYDMtVfGWXOy5ipBIlpJEs7aO44Wn726Ro1+163CeaWmeQMBvGcwEMir+VaSeSVJV6KADSA7R1fiiOLKvrMXOanNnrUY6hh6G0yACD7N0pEY1sLmgZG+xc2dw82j7jqOqU93FbWMBV7erz0B4lH4xntoKVblh8tLRwZIa5by/OaqLKWlxD5Iub+PtvdX400a03FPqUpf0dmaBjPF/YswkHKGFcHRtDBTvLxmA3jZ53T4RWH0juHODYMtYvPY0iWxdVcOB+esQbR4hjU4+wlzE8A1htEbdVetWeHJDqRyg40KmIlRqmZTYd7z1DSZd6s67/hFM69nzu37rLDCoYSAEftqqpXFiEo1usTewudHNUNLLKeheaTRHRuuThjGUnPrSsR5c+Q9pBpbY7mujrre4m/OyPwJeH9zWyP1p0f/hrmdR04g4/lq/hLHB54DOuKc7hOEkr7+BnTG9tpEdXvtOfK4L5wzj4udqUDWgAx1CeLQ/ATxo7QB54yOWqlle2FC3dMITVpHotOI1kI0OGagETZbS/vObSQi+V90uGwdwflfuhab+Xvyv8xzXfv/Y9+ef7+0vbj/65fBteMhb9/uFUMXDYa9/btXLNk9GEL/c+k3b1m64NrDl8F1BK4Hh2/YWmzdcsOykRsuKLZuvkGl372Vu5kTQD8cwzpUjWGF28+xSkfVh3PLdTC8s6vhKxLIItk1NZJ1zvjVsLjifeNXHxy+gpp/K3x1LtZ73/DVJzenFg6UYnU8aLN7ZaFhdNnK5q0fw+GrAglfLU4OXrOgb0OHB/3hym/duESMtEYrfVXtzf4BWJFhgCmvbuxrsI/e9PAViz68vUdpWJir3Ldqfc/2g1U5px8kcdxbCHbe24YSVo2ocwsANeJaNapbMXHlurQPpjLlAZrHS/r0SMJqDw3bRylN3RITnZ5DyYfSpKChPFfSpWnSM7zQc0osJhtPP0jzep3O6Y/Z3S1tXdEz5TU+0FX0m8Mxv4llELPVEZD0er3OlhntmP3G2RJ7Y/tg0sroDAa9xQs0GTt9kn4SaDKMRBXfZJf2L12x9LqlDy/l6lK7b2opXSKpAzjsp5yR8iWpXvRsKajmd0lmF6s+Lb1rrO5FfRS9SRYaGTDUMZWMWjojAe31mx420abMcx2GP0orpfOlvRKjpnF/g3OtI46XVXatJXC19O0ETpnVpW/rMHYp3pF5riwZ/limJFEKSYyF0VK4vyH52xHO8XKVkWvJW7Jl7f8jf0s/Wdh8w/KWdYtaHAYW52fT/Ws7Gwfz3mRp5ZqxUrJh/MB4bKirwS4wgIoMvD7SPpxtLDXYU6XxNatKSWRZVAYucbptsSDetO0NeeVoezzRmgpG0n1re9ouGG4yyXbRZHWIklsUHG6HEm3xJdtSoUhjz2oVW4VP/4m+hP0Pqov6KOHxBkqKNmvz1qzNZ7M2n82aBm7WeL8Zs7rJaW4+GR3ym086h3IYvwuqAj2OmVvbm5k/PkPCrtD0yTKUdZac5pNl55CQI/Bd0JSnRzxeNU7suaMq82Mvjmqkir5EJ4YaMs7F20v+a60yzur+UxW8/R6nDWTr7zuWOGM+m47Tc+x5/oho0fPxpfuX0xY1rPJ0dbHR02rgpWKY2KI36DmLC2h0N463Mt+q2fsgWHljEnNsEnNsEi8sSRJslhQJCEPvPKLKflCjYFCjIFzfJtoiqO2rDlbVR1CTiSD2jPRK83DSyLmHAVxxc0HX+gWVNRZWg656rYIlRmKuc6HW+esr5yKtZ6SB2zvmYq6fFWS/3emX+GX3EMMu2NSQlTM71NJ7YJFgC4I6kfU1e3/VmuU9uz66lY5UVcbsX1ZsWRhfv4a+ovpE5bU2wMs3AR0XoZyay1wCgtwLjNaJA1UNnagDX/H25DBKhFAiiM8RSPhR0odSZFdfVzfq7kLdzainCYkhO9kMSRxwkWwbxrsjQ3h/sVV7jK8k8WnFj60Dw6QcDt/2iyvEPeJ1IiuWZMeQWBiOD3fd2YSa8GdNWL+IimNoV9NVTfQieOoc1eMZ+AXexDcx099/PD2RJtnTdFbVHBTJQdfwAd4l5S35B4atYlDEX8Wa1O8pkS9a2YQY8iUyfEmiqb2JppuQmVW/BmbtF6BRJtJb8Dd5jqc3T6j5e16ornlkkkJd7roqGk7FqSVl62+5m1iu8hZjdqYCwUa3ifk2TT/MmD0NgWAS3lXe4Vjs7foiso55hqZ/QOtlmN2grKN/SaOnab0S9rj8ksDcL9isp76CN1WxOouBvl2vn91ffcess9oEvVGgsXM369Hr6Zf0ZoEcLTPrqr6jdQbCAxHALAeBB2LVfLb39GulNrwIy4savMhFnCcXSljaLXRSjzxY4Xd5kLsTrt1uFBx2G5Rhw1J2BbVUc1r6yZkl5NwMvEcVJ3fqC2muCKZhmFGZv0PBC40TrbWsv0IoiGwCXfgQn8t7QhLNH9SLTOW7OjEWCERseg4h5m1eioR8MYmvHBElzmSzoCIrG5hNdpeFY3RW82yGfloxcqAzZJXfNwBI+yVzlEpT56tjFWGsDrz2LEFWoGWhTKt+UE/r4xKgyCn3kDVJIOhSLbsNtur4BF457Z2Mu3GRI2Uog5PcGHIu/aAk99wGgFqSG/TkL3mdRTf7tN2L5w3dXrlOVHDem2aNkknAzypXoAd0Zj2/WPFKgi8csTgcbpHeHY7L8J63OKSQxeX0iLP3CKKXYFAffZw+wf2BilBxapB457GZqN9kkv3T9M1T8n5uv+qqZOXiSbJVzRSbKZ9RwFUtQaxodW9gFoWFs/YGMgX6SQ4ZAy6XT+TZBZWXemid5HO5gkbEIQOtl7x2wDMGevXOJ+k3LaKeRpzATx3C50cxOslMPyfoWZpmDfx9lZ+S+PnH6afo+7nfafsCP0QiXR4qUfgOWkcZqSD6KGWnmtDHShbK6EnMPJVH+bwuPmPFfS/M6C6r7RPCK/1OnDxxUpydkchZU7Inn5gpU3nkYKCKNT5TxpWO6AozZahWvzmoujEvjdTdQerKZXVhH0PWR9rnNuaRW/p+JZrvWdL0c6vbY5kemugNWTwpd6gz5fqW2dsUXbcllPKYM3KsPXXhtYF0RGEOxfryCY9ZcdHfcSnewtKsr5COGvlQfiEq2iMu00/kYGPl27603/qixd+A5/Xj9M/o14EueI/ZAkyVb1EKwvvePWjDlN49Y8YU8Mzwl2neEgwd75o1u2fK+KMjvGemzF82zymaN766hZ/0660779rxZYvXazm8847zcx/3dq0fPO+8gXXdAXbXznt35KHb33Ypbdtv39SxbSg1+2Jk0YVEvnAf10Mfm6id1b1gaENJ1IcUSu+Z0bZ1qT1NVntK5gplnzsxAzNFMEkCejq3java/eRc9+f2cJ21p03dxGSvngQC00PEbD3D67nKVVYYEboZEAfDcAJXeeZdeCW376ImYEuGMVodFkEdnWB1ilaHVXhcZ3JZRJeFf0kQ8fqfjfQM/Rz3GtVPldW9kT6raxptnKRS4Gh8rGRq5TiDayYSyRpmitP0LVO2mezlta2j8ItnZgYf0YDHaoXCEddMGYoXDTNlXOFI1jZThiq1baJy/dkL87YVtUU/aFsR/RyMjNVFiis7ujaVIvGB89oDPZ6vGwwMCB8y8lYLb451dvcGNt25ra246xPrm1f0NYo8t9oom1inz9k4sqt74a6hmMUyHYlYbUaeM8jmyhOSS3ZYdcWLPnne5s9c3CM63LG4NvfH6eOgd7IqXQ5FTZgqzphxGq2fpJyNMIklfXTmKRM6hy6awHsyTsxqLPBNqhEKm01R4AMT8MG5dBPJlM5bRhc+R4Q0XLuljwtWj83msQqV/+JFryIH8AFrAVnxijxqrn5GvwAkYxhW4NBo5XD1nn6zelf5L9RcvVfHjFwwZjvVqEokhTZSBkqkbz5EhgZzTYajPXC9z8I/5DqzR3P9mPtu+D6O/hHqhe9LaLv4XQmQryPG8Iy4nwMCYUyKsoSEj4jhmbL2FMNO+F5lDmBqfj5JsOHMmurNtx3mRT/5ehn8bkcq7GR1gtlslHQGn81iNwvc09W+zD6ZGysGdQYTZ7B5El4dx5l0zmRQ5YOf0NPcK+Cjj5JccUvYcAxtABIlYQbxViM8k2Jt6jGAPpnPEzKdVaJuPxL6oP1IylwgnAFzBd9v9ni8MZmrvMeJXphZUdBZvTYYGvcWb7L5nE6PCYDyLJIMHP0ih3cDG3i0rfL5qj6g36rN+FE0jB8QWRLNlccrH7GaqrpuAMbpoVrVfZwID1OkHNB5NGO+TN1ndPI4GRk8PGJGoMouq24xQnV7Lus2GiEnshNNhPXVx63eare5X87uB/0jafrpN1r3SD9+yvyWe5nqVjHNoWY3Frhoi4HIXbQNK8+M08gEUvgusF/SSF/doHIyL55Uyd92rpLV/T7zObeKdpmoctbeFAXQm7bZh/mtILrtitci/AHpQZmKDosePYuQILrgqVUIKIudIbfIP8H8lyDb3fKIQTHp6f8Lg4MfIHpp9lsMPjaG5Vm4/z+150977NCENPsGbZY9Vp4zSWaig24HHfQy0KKXWk1oYSxMo7WTvSnbMbQGAEUnTI01445g/nKfwYEnNCKcVeYMHlR35jDvuzNHwTtzEq1zzEm/rLfI+oTsdbmsPxNjCsInUoC2cVmEgNRp89ptxi9afR63BMDI6rGLWAudwueBClLQhf7ZP9jUOpaqnMfp8ITrOPpXLjtvcSuVn/lAdJsLC4Po61WuVWO49A8ZL/cqZaWiVZwgajjh1imdHVvfW6aCM9zlZ+AEOzG0txzhgjNl7vIzgqcJLXN3VujU27zxIxsnH8SvD33tDlvLyu6elXm70rKip2csb2e3bfnM7q7j/zlxD7x+v2fn0sbmZTs6enfh606CaX5MXwt4Ae+XWa3tl8FSJFF+MKUGSorN4P0uM3aYjUOm/XX7XU5qYMHEA3olm1xmytVSH7jJBc9S/SYX+tr4kq2LVussHjs2AB7pq96WgSVZ98f96WbH8tFEISKzs33bFiUrf6qx36/cNtaS6BxpixdcQuWUPd4KY1kHY7kaxoL3uJBVMlOZfqoDIMFUg69fwjjI5cv0z1ASUiNZL0ivSZwkOftmQpjXnBo/qmuJMHgFa3jipIZd/RmpH4zhvLp6BmqH+mbKc/WrW1XAOO5L14d0s+jM7SpAh7rtKkGcPtS2q6iA9mrW5JBFv9fMjxic/kZfJzaRdqCQ1/q1QIM1O5RzSfHOqC3oc5kX67nHI0lTwL1kPJwLWenfqgxp0D3qa4kqle/UCPcbl8wgXaRtsCHZ3xIz6byxlsB/OGQ6Gs0ZGeaEhJEulmMWaDkOtIxQXdWzScHOuSRenvHPsQJ4YzOzWL8e4f3yTNlfN/35c8x9DRsRRDiOj9s9zklYvUrcT0GyoMc6lo6Tk20fsDqtwuwVtY7fCmjQKrlAD4s4/rSO/j79ENjhNLUI92/AQIWAa9OUA16NVAJsLlj8Ka8mZP1VITtW/egI560JGVEsqjr9oK0A9EN04/J9SwbKo0286LPLYBOc6e5EsrvByUkexeYD3//PQ3tXJOMje4bQK1WVUOlpXdbq8eRH8+iJOjWB/X76x2yW+z3VQy3DYzhGdUDfAHcdaYnidfrzAJq6rN/7vmXql/PXYiK15fzM3FL1Qi0eUqgtV2c2MkbF77AHFCN9J30DbZD9TmcQ3jzFImvA7fYDQLuPuYPmLaArXVae/hxzD8NZA058PjFDv6Q38DTNG/SoUqGr9/SvsKtJs3ph9gd0p6DnaJqD++/TPWBXwfEULURXUsxR9DD3b6BvZIrsinpE0pmu5+Qhqv95z3H1hN0j8KAkk9OQnicnfJIBJjoUdUwCQr20UfbZgn5uBZ9qcQVFlq2sYTcKwEdWEQVsVrxovVLENJ/7IWemesnLhg05CnDDTmojex67nBJAczvBx0vi05PBy1hCraDWUVuoXdQe6irqOkRQVenSlReWV5c7P3Sw52Bq7+VNl4fO3x7brhsaNY1SpUF2UGxptbWWD16+fXSwtXVwdPvlB8uCb/0ml2/ksiuXX7ngmmsXX5vffWn7pZ6NmwOb5fG1jrV0Vx/fZ2jMWDJXXnvp5rV9mUzf2s2XXnulkNi5NZKgssezxyV1URj8SAXxeP6DXxCuIf8jNbCe6/z/618pQc6F+ge7SHRENNLWWsgntauiXZ3atfq5cMb7M69nfi445r+Pn9F+9fuYEy2trS1345e3CrlCLobvKh15+PmPQi5XoMfx66wHP6BvrJWdfailNZ+PoVxraw79AH9Y2YRf38Kl78Z3zD15fHZirlD5ZaGQ+y28QZ+Gm7W4tQPwgr6dz7bNDsHdp1paWumQVqgiwM3LuNozrS2tGbgBXgWFUdnP/JyzkDPki9Qyarl6LtC3KDMapxxUFzpyxD44qGsWvoMWgliF0GpKRyG0sGRlafNRj6c/erSNv52RhvEpdf3C7TRN9c8+P/tkdvZ5zaA/9+LzL4qvPwluceHFEy9iVrB5zEfLULUterTcxvC3lxmpH9cv6cv9JVq4vQyNgP70PJl+Mpt+smbwweUjv+Q8WHUteFsy0a6dF5qY2+zQrp3Szpx5mBnz81MbmRWzPH1ttH9tgQt4rDYzgFCfS27uiYurzov3ZPwCAxid0wmpjgWRpeVFkV8Lkt/uUPemOex+SZj9DWd59w3O8t5Ctvze3Qzfvak/xnzGoKNZnp8OuNyN3eHhtVZFZI2KKDl0giyZUoObZm/BK6l1ss9uV9uaXUb0VLRyF3sPZwOM369S/kg602/rVY7RTVQGJmG2ZGwrUZnecKDP3uskO4kDod6exEDfX+x2b2I8r8sq3jWdP9etw/aoUJCL5ExXSS4id9bjeu5FqViUi+KJE55nXxTVN3gKXNCCve8v5bo2dJ0/L0Mr2HBVm8FLO1Vzy1Xp2I/OcYwYiSNaEVnridEHwseK3cPprMlYTMku7wjqbFHv0N7Zl3az+rMPFzNz6Es6QXA6lrnkRMsGq3l2Eh82VnkOZkdvYBkxVkyJ0YaMdwj1n33smMX03hWugD9gX+aKK263wu2cPYDPBqjcxXwJ+HoJdVhDynQaiGxC75Ws/d3pAFjndICxUe3xPD6EyUbFySFFOfRYDj2VQ7mcFMMbVF1jPUJ3Ht9Jqxf8XCBEPompU7cwPP/cjKoN8Rm5IubwQ7m4dmRRDjkYaMsVI9tSSWsSbg5YXVotLPh5WVApnsZtzo9+aRGf9n70t04ycqhHJFfJD4z/JVYwNy5szA63ekKNfZU2csLRztoJRzyarJ1wtJxGkoxN6CV2KZa8WDDyLFBeNgtGg5LoTERH0n1nHnykswIq8cBdLhSzuGRRKDujstcDDF8764RdCTydpV5S18HmUNSk5TNNWr7z/dfbAYv7nDGjS6wu0iHLdepW6tBiyVm/3xOvPFeX7jin1Z2c+PoIfOZsHI/hk1Ctj5mQFp2qO3UPg3GSWarbY5yf22iPl9GOm9T6c8Gq+tP2apGq+N8ZqWJX6mxhlydk081OnXmaCr2MbAStPzKH7pv9z7OPz5l9F/DtvL2fPkA7m4HeLdSVRINYYjEqlAZCTlE2feoYagC0LaOGkt4UgX+8Zzw9d16KetoWydUXjr+YBy2tno+UIptaTTJcSoayVo9P15+mItd2U88dqiLwCVVLzA2/o13jT/Wglc3kzK3/40xdD2wnGPW3VAnx35LMCAb9y+gpfOKWdvAKem6VwdskeWxmbi09UF0FWmn8uMHXKHsUC/eJioAPZCHnlpJzK/h75QSVwH8JhA6j75HnZH88ed6gPVfXFEaATy8EusXUNSclfwxnl1Mx5MHXhAelnHhtVJMbNbmQu7r+ltzglJKr+gTfqMeVul1uVyIeHHdxsnp2Ekj13N8AUJOXavIs7T1aK1bbBKrul2XPsUsW7/08ylrcSb8j7JJMAlPZoENyKuILy3oW7UfoIkZniwWCMTOjC2DFiFgO54wnyYmNQND3vsv24+dYdeKx47Oq3yQyulwde0MWNWS0c/2TDpSiUMN41Cj5x6W6I4ZyLVri1Vsy1n9cf7pQ7bxJfe2EWv3cgPS18SDmd2ZOboiEYnYjW3mh8hxnsscC4YSVM6MLKg+bBDEVDSQcBh45kI0zKBF/MCmxpso3+hweK4cXFNHM7KweaMFZPQ56Fd3v8FrxolddxYd+pzMLZKyz31d5g+xx5TcAD2QID6ymZon9FYEOv2MTwAMpNUt6xOVMmhLmaRqV9M5ECJ4bE4ZpurskUom4vzH5NtYCO+QLuQs1LaLZWtcJ1bp6xOfmzKwINUzJt8tzdTTNoVnW+Psn4FhyOCfza4ERE+Fw3KZj1lVK46xBifn8UQutQxexJlcy4I66ZKOO+Sf6YbSrx4H3OPMm/ck/6vEmF4vPznzfaBEYBIDGpLu+YlDXsolgG/8KY8aY4xPEN0o3YczRdgy9Bi6Kgk6W9FRTbzgEkMOBCeHAiCM/YOh7G+OFHTnFe2HnLwy7VcRRpYFUxFhPgxszr8MtPoa0ijagtr3v7XKtvqHzF2VoQUUbVYpI1cCGoHnN2Polz05NngtvwIhAPZj8kYSSG867W7O9m85Fr1gT0Aht1gucLC6M+2PJ80UTaFSgXuU5UTbzDAOutD3ZGUttaC7++Qw6MoLVdGqHI+T1SAsSacXrsbG3EKIy1Bfh5d/YkJbbVHNkicIxmsGZTdoxhQ81naZ7gYuMnuR/53JC/CVxe+Gvwq76s0dPvAg3ACHyKkrOJf+bHDQaf6ksbhcKfy1D6b/riFHmnEeMMv/mKyxas22g8n9ssZgNpbZcu7ZJibVH08uKkT/Zmxf1fOVIcSBl7/Z2rBr8zvNtgwU/KrSuXZSPiP4w86WwPzK4bSA52NVs0TUuXI/ui3alHJXvept7KkvTCzKuypcc6T7VHl1y+jXmRraFaqMuJnkCF5WcpvtKBpPjvay/30/7I9NILhmlnfTboVxLjsbbSNsOCRdpe+7wC8CqEyTZ4Xe8V/ZLpIKhLO3M0W+XcwIuP1mGCmecGzovSfZ+54YyN+o8rcMTHeXJ6xYvuX6qnF030u3Rs4JBMCb6J0qL9481ZddeNdy7rjdl5nUc8xl/2BP2KUs++sQNH/7Jx0dEX9gTDcsAf4KxQMeueya23rO9EIgGeLBCoGfI2Lmfg575BdEzIbSCyBzmj1PAHzjH26fleOkijt3StpJe73rHst37DreregiS6iiZLK53ypbtnPedMrfrnPndM0/7ZE4Nf+yHt79HJlj62PduHPxGas1Hyp+4c+ctG5ro4G0/uWVAnctFN3332vHbdnWdejW349N4znD/LNC/Jmp9Nb8LHbPpQwrJ8L6F07tvm7cn3+Z31R22rf0ZEMKvSsLzVpnkdd8um7fzoPX4Onb9B07ltOC/ezL7ezwGWsZ/1QPeC5Xz0S5BXUgqVO5FD/LwfBBmQVDHI4heWXZbdZWf4D+nglfgVf5dEN0qP34R9F0jjG2Iuk2l/ALQc2ZKoh0la5+5qS8Y7Gsys3aqmCjgQdvtibfyeTn+tnt7v66v8La8a9EvdLvnIf95sD+rof6SL594qww13fG3y6SuXHi7LO/SLfpFWbd7PsxP1xQd+rthfvVPodTUHgyKNxvcK1LZobwnlu6q3EdoZsOnp7G8QahsxjTT6Ac0w38EAxwmww6vLZi+WDZVfisqYCZ1BnuiGEsvaip+AC2tLsksy6JxmzdmdwZsKl1Pv0u/BnSNUisJz3ASJp/sMxq9lM/LvSNJTva90HbnhfMPMa0yjFXi3injQDf7XpmUmhfd5z/o7FIH/ZrVWrka7eXVLcd85U6dgo9NsemA8d+xWpnfxEKVwzrRrcgeGMlqnUoGHfOjsD+M+14+/SrzKpunStReEtEPBKyuaVohuX66s2Roi/7VzcE/nGwTJ7t22kADHWq5SON9gpmJjnpRS/cb3dG/lkmFLlzjcLlrZwuuM1luuagqBRgFvt8xonUhbIddsvE1C6gqM+ZVTtCz1tzoJaNrP3ZBa8e2j45lLkj+b3V20RZHSJTCK1evbbjuiduGV9z5xIGFl63psBmY2xSvqPPH/T27P7Vh6z272hx2FADBwBMs+IOVbTa/ADjaOHrb49dc9+SdK+zBoBLU5pb5JWCELLWxmvOnbSTnT9sOU87GHTGskvVngSFyMF5eneGpxh2mmKq5zwZA/4jfxPxSZ4fZDdmESoCcJRjGflPY5QZPCv03XjPpDtt1zho1Hq90Ve+ZN2oSsA19vnpPVfkXLYUx2qmYdt4LjM0g7iCjgdnFQyDv3nf70tJqb/S4D9CbWh+YP/PqHa/iTwm+axN3M9iFN8Au8PQqSe0Ddfo1dD/0IaXmmtU++C3RHS5sE7mL1Fyz2pfoDnyEKVg+7qJarvmDDzC939O5ZYmnpcGP//wNw+sFnc0b8wRSTgMQDZ/cqUOZtZcubxKMFqNJdFodAUkwWc1SrLtEP1M3AJUfbod+dlKb1X5G6fMPNzc7OgvfoXvBvzTSNspBGehtJTPlSO2IGCXfDqnGF+p5ieLr+RezGOEQgakvdPbppH9jWxxoTj0CoHO7Tom6fTGnmatcexZn7OGtjpDLE1HwX2PQVx5EV/E6nnEJoDPwgklamv2T7qzpqrShH8FTBj/ljRbJWNlf0essZoPGMzBBzwAdXNX5UrA8COYdIOyWQ+yu6hmkeL7MO1j8dLLM7po7fpQ/x+mj9DOitRK0xeZ6jj3dRTHQVcxPqh079WEBHzMNfchDH15msSdzIZHNQAMxW0IE3HyToEvJAVYfhH+sa0fjXK+I/iF7SWYKx+eU8LzibGN9f6s16vv9Nx18+mXRXAk6oltEEf+Jnp1EMsKK7iH8Xq87oupsMja0t0/vaZBcsokdQCdqE3D3pXpvUnbLZm5P5Uqd5KnyH7cDbE0ntZvElJrszUkQhtMlfcScNTQ3R1oN+J1ERdq2NzuMjD+x3X+hqDFg7cTOvFzsxQeMizjSQVwT65nF61dFzDsDFf3NM1Addm6HoISc7pAs0JVb2WjK7pP1TOVeWpBDbndQFhKucrAp7NLjv5ySN7nDDb6d7ticzrjq1E0mE4gpzxw89dHa0x9EQvjw09lW+oeBRo8xFKnK42vEhyNZo0NheRr9ZNLHtkyjH4MI+tp3GBud2Koyu+pFUNPMJWP95/Okj8fQUj2f1Fa3oqh+GQRyFjLMHAszr0U8+4MJsfJyakUSIRoJks/h8uPRHpS8NklXSa9poBH84F0xLr/EL4iEgmHauPS+0cjI0pHI7Hfqx6qzusRKbOyL46k1a9am0F/rtoGCHiXjxvgax3AIvv44wdc7T7/KDrJ5sr9tCFPku5SNBqefCsArPmnUOmndGZ1GVk2n1kA22V5mPVy27sTby6w15fp3HS86OHDdt6655uiBngXXf+uaK44cLE2GRz60fv3VS6OhpXC9ZjRMB2746SeWD37kR7dce/zO5YO3PH7H+rvKPaU9d42dd88l3Qv2fgrGRPpOxmTRxnSN6jPAWHcDz/vBp1yuepT8MdCzEgyqByZZSv6V40zxN+3bTXUQ60TVgbRySYAknMkef7NMivytI0LxqgGh/mRLZnfrtjt23F1VrAkXMkcHQ13nlSJTC/rsWccn/6V7OOem/2fVDedlK5+on0ReMBWW7xgZ2ipxXOWSYMfS6ng+B+PBZ3VtV7WngbYfzolpqXWa7plMdBMAafWlpZe6u53FNzF/qhJc9ZBfzGMfufg0MSFyult6qQwlQ8U3y1rZcx7pefYaiXpvWV0hMedCfU5nj/u8YbuBWWuNtQy07qqOH6Cl5/ybz2vxt43mvM3xsLjBIPyvvWVp6VMf71uedysCCC6jtxjfaBzMeioravT4cdifWLxrAPvSojHcUkr9weOmn4/2pN2Vh9zZEtFvw6dfpU8B/y6lblIps4CWjyRaE60W/zTdPklZQLDNJX2x7x3/Qi69E5Sd9EhIaVFoBbSgmTA1cZ6BOOQvcBAyqbjhUJHUNZeL6b53yqS6gutrR6Kbqyw/o+6zmkm/H674oP1Vp7p3fnxVYctomyhwNA1I29i8+IKe5tGOYHrxxomNSxpbNx0cahxfmLOQz/WCvqF3vJAsNbmalmzcvHFJE0qOXL6iSfb6RKNoF21+m94f9TsauhMNvdl4Y2HRBQOli0YaRIfbapRcogL+t8fvsccL/nRfJpnKD25W9QOhI5GlsCpL1BNqjBx4rw94L1Rdd8ICq005rKwIFm/Ku91wYXXdyevfxwfdsV78weEy+WRu3Qn//ode9lktlRf1ctjtCdp0lRerzir9MuYD5jfx8KkbahxxLT7MDi/zV0069O9+4o8kQNJLqo8aonE2xUHbjhgSO8Qd3jnV1V9VXUfwB/j4yTmt9fceP8m82nvpv2zd8rk9XcDcLg/Y5+iiLcXi5sEw3uvtDyoCuu/yT1/UWdjxqevovVXTPPu5C3YMRiKD29bTe2roEO9re5d5FvoeoZaSeA/lBLb605GIM2Rw2sGpKhmMTv8OB6cha3waIomXqsFSEik9Wvv8jGD4uY6MxMHwS1mDMxGMNLpMbOWzPGuNhYJRm8CgPA22VW+L+P1hMysEqjlC5vsOr5n86aJTX2Q2GcxaIBxRHaff5QXoew91NYmD67MGE9XT0mLKT6PXSoYek9Nljkejpsg07ShJLlPHjsYd6hKZObcHL4+pjsidxQFQl6jey0VZgxln1jvXMZnMOY7JPOe6GvYl1uxJBSJpl5F5gTnBmlyp/8fbl8C5UVx596HW1ZK6W0frHN3naHTMPZpLmltzX7bHxxwe30fbM8Y2BmzAnOFKuGwIOTZkw7IbcoDtsZnAZkO+OGRJcH4hH7AJHzlYNiSbrDabTQiB4PFXVd3SaMZjY2C/D+GR1Oqurq736r3/e/XqPZc7agND8RMFrg+6nR6DgvwT8R+kUu8pcXj1CvIv+Juk0gBHRUfIpVFhNcR75ykNs2yE1O8/QY7SWnhUq3r/K+Jnmc5uRnxaA2j9IBivSuygyKd+og6zYWECy6grrJUVNvDCdPOE/qRFg9zmHKZxB4Oa2NagxuDaaig2CayJyoTNAlgAcUEqISIz0ZdCF1+w4vJCYWfW0gWGwnYstMRwE0PqIy5XkFdTv6LpX8loo8/mCutJHV628KaG0od9JV6Tmvopo3lZpjYATBpk5PTCm802i5YiYcn5683mhVtQ3UitxYL/DP8B8rEDeL7wqM2GT0L/sFxnMy6kwNjAtYT9aC1BqhVrJgwntRrbPIGf9FswqNtUGtdWi1y/VZ6fCIk/pF6Bzw/nQOGnD8gKusgIhFVl8JohvF6Y0yiYoNcZMKlk7xN/AlPA5/AGdBSNH18oyB38BmJQXCMA5lAS/5GSlstkjBXOg3YMIwNAPkZEex8Gtk+fcRvBCwvOE9tOqt1IUFq3qINIEm0vbJt6Q3ICQqnphjmKdKcFcBoVFOXS9g+5c4oH3QBdPb/f4oJR2fi/LnjE9F2EoDFo5KSS0Sx4CEzHdOjtrNLl9DC82W4gznlgdRSFgjFqI4zJZDWcL/dCfYCeC+mDVkkf/AxbPH5b4fgo9hLCXOMLD5K3kN/HerAx7EUkzfSesXn8ndPN5eX25o55/OenoXureXieUM7ZW9cpq2DCzhBWhvNlZXVpbp3nu1gv20s0PNeLY714b+/a0G/rela9zvd3vaAU83JJsQOTEzkOBlokJifgUgnyJnHAOIbptACCg2JjDrRfhm4QEOAdZOItej3fFUDDdaHfCnU9/KrXBb5f2fWCoJRycon4R2xbShRa7G2U7Ldq3wdmC+WMctHbiJyNxalDbyGUGpWtObxhu8LgsjYT9feNfFAOUQ0LpGLXJKv5zWIy0YWfMQYwgVTKvm69L1RqbZ5p+YC0ouefsEe5OmuQrTYQ84UUo4CeKP8ldZ0+iJUjerpwFSblxZT/H+oa7CD2MvLzbZ8a3jWP/3kuWTuMOebxd0+FQlNGmLJRCRAXnbFNRXMzXen6wXoi2ZfpI+r76vu60r+p2JLtQllB1vdjDtLbp+uzwsyXZA/Sx2Iyl0pp4/uEZFtAR0fFz19+GRIUSjT3TDQnzHQx9a56Autj+wgNiVrfkv6NANpfj26gEQp3IK0oLSa4B1LsYoaXysI2+AnRQpESh1wmyUshraNs5QSaS1MP8ubCLlfSJLum697e9Yd7vSqY1sBlVJiTXeXNh2E+GDNMD0P7mKaxOrs/hrJtagOp4ZSUbXN1uhRl24S5ORt6x1BuzozwqQFTmcFsLN/2mZ2RjhqvlqwRE4Kdf/3S+UxkPyYIV002ku5P6jgbF3I5/S4xS6cPZek0sVa9xhpwoHyet37zmpRC4Wgra71qVTmloHXaPA+cBjxwCHsN8cCagcw6yAOuYIY/8E9ECNuKaQAH8Ng2Qjgzy4PXgPpZYhjwTzlgCdfAVpra3W3LTXalI4MRItmQaSAiDZGGmvhvPKPZGkCl0939+VxQS/hATAz1hoTFWegA+yVbxBIB1PKkLSdMdjERV4TAGtgGwBeo9dH4bwTQPqyvLT8jSHdA5s1SLrhMOqmPQfrlGajkpxVGj93us+hgBqql9PcmFul/8KYPQX98tULKXKXWwcxVMxr1ipmr8jxQtzrxUXjg/Z+tlO4K8QX1LWoGu0GsADqHHdo5SELGyNYOwmp772boyqbKQfA6ZAyuh+lw+UPpkcERIrkls4UY2TKyZWrs1z1HslMo1d5V/ZWWnK4pC6SK7HSsvy2n7BTFfSVUlItsgQS9WKqzEsh59nlgsEt7AWzMiGuEwLawWwAToPaPjP1aAHe4Ct1CK4B7NFlyArhLDN4G5vfrV7blBHArUfRXQlVbzB9QRsQ/IKWDaaUcEAXb7sp4h6jljfENN4+OXj8SfQtKfo59q7bT7HeYlJRSTip0jlCFvWtzxnmI0ctUWsUha6w1Em6NW51JFUXoNdpAXUF45FP1Fif2BcwzaIqSc/b2aOvMSDy+5qbVk1L6COc+KX2E3unVamlFoHf/Jvw9MddET+NYrd1R0VlaN1yh01uLWUdM8mssTgcMWKdOLsZITAAcAPPSdmKDYr6kE4OyZ4kSYCc48J9ndHWNVRZD3ODzGeJkYxdkFTvW2PW9qiVJZWt7Xm/psdZGASv5Mzopt+y/1/a7XogOimXqUILwfCxhCgXL5kMJgeWQd+Twsq7vCVUox2xtS8/rAmpUh1o1FVLN1qr+Xajtj7peEKISDjgrKX8x62zqEmlnixcUTcswwpJ6x5fNSYtTKtUdNtYb3qPTgtmr9rSFJ3Yo9U5zjbU+tOuxmQ9MVGu0GxnVnbaQ1mHn7JxJqyBVqr4egz8QNtfKFc2Hz1yUvpbAAkCu1wO5vhW7RqwUMVdaavInoFZPqcdnwfvcsMmU2gZnLo21N6fU+2bHZdRumDDJON2zptOZ6+mK1+fas1V9/izbd6A47RKCt/nsS2crkT6vBLAMuY7hkt/TYmvTqDmbANvrceYE0GJ7fU7It0kdWJqQCWHhy6UVF8f8ynPf5pO2XSINuby+YtP9E9Huzo6wEuZvcnAKmUquqkyWm5uH4tw3xKn6jeWpckvHbp+w1VVGzDoSV3BuG/wt0pPtDsG8T1/lUdrylo5Q25H25rV1K6Utl32XJIHgtlaN1F4yv+7GidtXR2QKhUKtVGvUH5TjHNFbeZC6FtNjj2L/heh97NjMo5DOp49MTfWs2ww/zRhm0lEaZXbpcffMgNcRYHk5Mq7q248eeTT7udw9nbObj+Ruz17dt7NvXbajL02ro7KkDpKpvp8Cb08nAfoczVm7ECNI+bdFjqgQV3cqJY2OBHgK/RWXtaXFYPej2Xs+lxPgnW4/khOW36tehxLH1Pcn4e0ytABvaB3NCeCWiEukrN0iu1RIK33LCLvIAMsS0Zs+NE95Lsle4j6yvPgvwRX/nCd9sO1IW/PaWttfayCr2AGr8DoZWuYAnBJGnHL3WLgS8V5HV0hhgCnwEe+pAe/xgPf0zyhpwHvMM3neWxCWc6E/u7urrNWkBjaCWqs0ucO2nkb85WWcQXinJ25bI/KR6iI+2lTgTJVoBKtkz4ucWT1cu/lizryYS1fD1hmVTGOwG9wlKlq1bXaskDtb9hzgx2kpZ1lXl3fUD3NixzU8ZEDXKq/eq8dSlXFlbn3XaHYwl+708YlcKhvpc/RpstgiU6HsZJVnIVNVokUaiZMc65U5AV6bHswJ8OpUIicUrrcsckg6L97zpPpYdPYsHpY9B4feBYa+6QVRWLzwIQl2LACORttMMDUNxbodSjiEH3nopxePSTSQy4EO2IN9DtGgsrIWLsW+O7fe6WyDYuDknlgtTBLV39W21YBSKGdMO3qmOkO50a7atlx/tqkvli3k5SxIfQjcz1WKyw2QJGLd2DnQxA7Uhk2AjYyGcgJoBoA9oaghS7pY0Kc+IOXyRxf44ulyuUgFo4IvWGeIKB9VzgObb93lc0x+ZOGez/+M6KbMgLlzXLTL5+64Y/OxLVB+z46ONvePQR2++fjmKiTHmzXNm8FrNgpzoJW4rjsweyx7X+5o55ax2dx12V19E339WbMt1RfoS8IM2bYerrMrR+XFN3SlXUp4Xyy6nceyR+/LCbDx62ZzwtLmbUkxzye8A9WVE6iCvJZuUiStLxLOH2io/49JaQ+xsIJQ7rq3Z92RXk9xgtHmw+2AIWDJTgQKYrUfSzAfk1lWEsRXYOIDiaxWfVyJDPHBe+QZwFMGbLUY1XWiA3uW2IupMReQA6uH3ZCbTDXJsuFsf66xy12Wq2Gommywz4om/8vn2FyeR96o+NkfXn7jhwh9D2cb+3MCOL+mLCcwmfwVcJa/bDsXrUgvzVYiUZy8AsIV1zQpgb5PE3lGxYecJSGzWm0OlThDvEp/GSp07Wzny/x2tVxGAFJwtoCjo55Q2KyyFx1B2ELQ4QhYVSpr4K/llxtPUX8qVWqatXBuh0KpAPLZbsGkMaX+gMb0CHYSzdShodg1cCTnyibKBACtZs6oy8ArBbPpnTwyHkOar60pdU2Woai2A7nNXePZtbnuzpg7lWvLVvblh7ug+YBoPZcf9Lyn5IdoZopCN+MDTWVAW5sP5ATYWvfanADba0vlhEKLS3QhuNB27oqpchkCyVbQihdTjfqDylxMNTOiGppXC7s/aBa58pMoYkXKshMQNeYDRKUItVahtwbtHQ2AqLYrJuqlJoz2IjV6KZoD21ecR9uxh9A8GpPmUTkQ0Nu93u2bKyCVLdnW5qRx52ZI6OxUbqCrojmXzdb1RWFqSuugKH8rJAKjDPOQxjD2CMyt5yFl7eLlgLjZgamcAFrINucE2IY1itJVWgclCVuRJ6qYdv4SdM2vT4tJbz7uzLM27xg0RvwOmiIJmVwtV1kjrpJYCfNxZuJ7748fGI2Di1Q0y7J6O6tQqQ2x7m6y8UPOy4UHpXl5L/ZdNC9vvnnyU1NwDu72AmrNAGoNgy8V8RFIKve9ky2TLRUHZ3YPVd7/qexducOdUyO7cwcZ6mB2a9/avl4w2k/XDcazpYt2jyQR4SSViHcuj08h/YpAKmrz8F05AbZ6cDeSkmK7dbBhoDFh09bSYgtHEp5wvq5MUuoShOJWDHn8KNP54ml7Xgunn6XMb0WU1Co4K6Akmn6QGfiwyAwoQyxj9thKYk7mQ8xwSU0u54kfrUzn9/uyeVZh9AxkFblCDnilmhz60NM9b69QbwCsPCPWy55rb080Z/8JfxdbhZmIICbH/AB1JXYnFPOEcIZLgNcq3zwxknFYJ9euqstt6cquyk1mB/qas6V9cr/G2afpxjrzq7mFYj8FgIXg1R8q3ihilC11OQE0M7kqJ1zckGWxpXwloJVqIRTsW/xjYWhyGBIKeqAtXqvFy0MP9DfwWY1aaUB+bka+cFuenIRSQSerk/wHI+nqkISkqX2XLLSgWtHF/eEhdZ6mSgeQAw9hPxXXbW8jhNP3Tk017G6EaDobjfIB5BFrEBoefBZQ+VaMhpiav5ZvAK+sGhI4gI30ZW+lqbu6b+h05a7q2p3dnlvb2ZjI5kayrX3VfYFsodTFotqWyl4U42lA7KWIWgz1DUlNX+XKCbDxtdtzAmx+JJsTltxANJwKWvxylTI+MlheWaUXAfVl7KZ0LJbeuC2v1QFDaBIiQ1wxWl4mBUSEXh3iGTKP0PFVcDkEMKNJrdMBZpzRrFzI46N5MJbIA8BKy5H6pYqCIB4jHwNyY0iMN55zuXydsDLGySGrDyoXY6oy0dtpyKW7fKJzw5rN1ydaxNMvF6SAqbczbcgJ4Oy8MwOdbykYzUvs5Y9qHpOPfYzZi+xg68eYm4W6JVDm/gLMz0Ni1fiManQ0mXC5aDRypzcmEo17kJfi0FQSDmVJZ6bxKjCU27qmshtyfZ1JX2OuM1vTVzSmixOwMLCiiwIMLychZvdVndvAEMNW+jbkBNhOZ2NOKGrJsnSmfZgh/+hzi/pFfgKR4gQyfcwJBEgWLjJxrf+DM2QFp6JIz9/LvorWHB5EyDjTgxKzb/X5sKqtWzWdaythvaVTPKsZgMjHNNWfyVZm6+v5WM7R1YNpcnxWjjKMV4jAOJ0WdSag41lIRn0+Mv/EFGrAJhRacMRyAmyD1+QE1IpFIqDYTHRpvNAKpFkM2VwkzgcuCeK7Liqj17WnJ9Dp1ChIUq6klEZYda/SzeAPicUP9Mq3YKIJPfPrmiwfcJgU4CSZinVGEnzXlkwJGb9EoT1x+Ivr8l06Uby+OKu8NM9+L/81mGf3iVE7c83NtgFYn/B0aHxcK+igvWobtF17C5xkpdo9Wht4hW7EyqOha7NCdv/+8m251V0D2WyutvMWuy6UK896+ox9n1hMso9IVjBY06InqWgd92JXkl9qefW2nADbrgXqDrVeHsoJYvuKTxQn5UfkLBiw+T1Hsg9pr65E5Q9HfPmvVawLkKtzS8Z5OXQL6ymG2p1gWi4pv4gf83fBQos+mJhcrpIrjCXoB8Ah+fT2cIWY0rNvIQ4xAg6RLy0UcPnZOrIiu4xNTnxiLKLTSYfBBejw5suUG4D1XYGt+zny+1gT0G6fQPFeFc4hyC2YTod1wgIt2nAJNlLXXdE85JT5WuZx8mSsB1g15Glfn+V3VCGky5wSraQ3zhbCtzLaoitj8NI5IdbjgxdnVIKvj7L8Ll9OTVrxES2hwAoWThO+ZEMgYS6syl5Ut/VztcIXhfLNozVGJbRboWOve2d7ZrrVHenp6grlS7lGujq6Ivk1wcfbrm8vFHOFFV0Cex7ZWEbrTVqGNWrgyo3BarA1be3bGkn5mf5bnty0/5lburhAQ2RPvrzLwjuovGu64+YtjTDLbFE9MfIfi/bYoTph3fk6YWiPXfdHKxG2WDhFrM95B6Dlw1QC68ZWY9NiDcZvYD3E7Mmh8DgslrfG2QyrlEHKIscyDSi7udnpa++eGoU1Adf1x7tTyyn7agUAMTCTQRFxX36DFTdo04UG+mELZwTYhC+1IoGfr4jmG/ogGl8UuL1YMQIvKqlHFX0m767a8Tc7yicHy80KgpBRwECNdGxpT483Ob0dnT3BdYe6nPnZZ4y2JuyppvZQXmCf/+eyhvrSaENDKdEO/8JvIgNwRo7RGXWcHTCAGTHApkCNn2vYdkc/UVmoQfFm/VSbn4ukk8SB/LFCob78PwxHdQ6HUT0CFON+QgNV5RmrFQsuKUcojTTc/Y9+Wlp48ArKDuLDzszKpQbR41++wqC4VwD/JbUPi2LXIYkQxhSweqSD5/RyA1yynYuEHRE7XLtVGyLgpfF2aqQyQ3BjMJdKoT9wSe8PZyvhuhG4MAKvPC2AKw3ipcLipRbpWhi3A/9J7hCmSJ+vvPEO/yXMobM/79Tfw6KcOlflCbuH05PPcDBPTvb9vxQc8I92qO1RlD0nSyjy26sWpsFRcQ+FWMcUxlI2SrGUk1g+xvJn6HiTdHwIHUd1itDxjHgcex7NfXCc2kPNYA9gfxR3ZNXhrwPgNI7/GWvBZvFfzvkjhsO3wZlYz1iZPS1bWwwMY2jZKuu/Ces/nHXlDnbWje/q7P3dyNDIxpHZETI+Eh8Zq3whuKtn7Ded/bcxOWv2Tsg3KrEMTnGYFQsja1IIJL+c36evF5fq2Z/DLVJimHnV4exBYJWKNxrp/Z2AjbAj7hFSJ95rV+ULArhb59hvBHA/K5MTrFnVnYgdVVIhnaXxVlFOjNMsLl++YlQVsXwHjWkJRy/fcVMUm3cJpU3tIWQKjSuMUJbzsFiZ5zprvDUSbkvafCVKOBNU3uqe4rJGly+KFBva3WyN6nlzcvyWVSNHVpW+BbOG5YGdpLY5nqNpZmmFHzHqqrwzkulxuJ0r1EOqv3w1pfrpjqBcbskGW2eGl4R6FalusZ6S7K8Ai2/BjqHMPSMtLRVbKiEetw44ghVYhRe8tGsHtmQnJ+WVwYHc2mwtxNTqbH9ZnyPL5+RdErKD2A5CLjwhrsGjJJJsIR1WhpGaWDuQE9ZmxVa0gtiMnM8J8q48gIMQDrYEZ/Ay8IVfzqK6fDBenvBkPcBc3d42WMMage9oEiGrF0TE/f28qlyIFpVgunS9JvLpxRLXCErp6UsUxC6G3h7ukgWdRPkB6EL+nkrog/hPkTwYIf4mTy/yddnXwORHfoSTiRYW6uOo0xlloBTQkNXRliwbzTVUZ6HMPxXoV4nVmM6BuY0n0PIQ1L+IJlpwanU0JzRkqrMBI6p6j85HpZjQuhzyIPKmjzLO/+Dk80GuC4krHEu77f2HP8KIiXz8kuwnQDQ+Lo0LsFf+cjI6sBatpWlbtQ7wwqqjq7CBbEu2ocGdTWaJ7FpdNFed1UNpFOgfLyoHBrn57IRopJyFJmUh1lQaOqvYDJZlswRNZqvX6uBAgmHUS8OoGF9SLAwyNQvDCVeySviLIkJXGtHFZA7cStJL9pKSEy3EtHOhpWjACVLBOMMrDzn+rbxKRxGnet2va7oKFueGEg+rU0ujXkQMgGi0Wu2lyIHj+dR6CxcuJXMUG4HM+RT2Q0SrTQfaIK0mb4KVyOZaD7ayNki0YPDm4HBrdZDng9WtwxS2Y/Lw3sN7d6hzd3TdlD2QbQvZJnM74J4C2cm1/XCp63Rjv7uPzYoh5DnR1kxLqUagVJKy3y6amnla2lDDd6hzQqHpHZM5YUd2bRci5tr+Rtj+GUG6gRhBHhVNzbSUlmRZVpIPIaSueEoVMUDBKlVslFHAPjQh+9AFpBgNrELwpveIFmdZET0VnCe0An8oWc8Hcgf+MrRUAy1euO2PKfYwXLGgu8LZXMw+SLQic1SSifJRJBN/JcpEisjzk7wFzP1dYg3rk67mQSQKd1Xs0u2amNilI+0D0D/YWg4rLJ8M2Eeh7jFv6c/2NWfLs9Gouy5ZR9QNYvZcICuDQsAkgSFJBKTF2oAV+chixDwox+MW1JRTWGwLq2PrgECoCwxiAXtOCGRNMiQHTHmssygFCv6mD0/9KxDJ+NZiEnOuS8jcRRITbSVm5FuEOWISRWyzKFbI+CX8R5cj4qVl+hIHFMolSR4Gtk0ZrpXyo1z4S8YMS1K7lPBvwIU7xQ9OnJfqD5qkd+NioWr0rpfeOfB7phbWa+PwIIeHWDxM4d4wONDkxf1e3AM/pj2434O70VE37nfjIQa/2oN75i/8KKPiTFmP24D3e2CGShULPsCie/AbzLnqge1rwIWecLeHtnXTfflNiSgHKhadQHV4o+L/KPOjWA9RLLp3GvPgLIVuRIMbFdoQdy9GAaPkt53hhW2ti/6LxbJ55GGcIImFc2hPqzNs1ckWfiijcKXBZS7xGVSyBRn5V0Jt8NjNTlgdT6ZSaxSL9fHIMY1eRQKKEeCP6rxNoyHegrsyCSUN5x2qC4dskw7JNvkGtng8UTg+jD2N1tXbie8SGcqOxbB6MVvYSYWpfh5fM4dBDy+s9VDCBI673XbT/e44noxn4kQ8rrYfD++rfVB9gETVC/KVHjgxUViRQyjgDhwXwMVx0/0CFmfj/xUnNSS4Pmw/LoT3qWsfFFAblnRRLSxuMSMW3Dm58q69YMEdpCjap0dk7E6PLTBRX9Zb4wr3Cm2rtK7KYKAx5lRq9bqGLU3tEynb7SPhhqC+oqws7Sfe1GhobTIQ4cvSpfGOGO+zlzq0ehPncxiMTktJTX/iqIZ386GQPwTGSgBj9Xm5AQtitdg4Giu1K/ksPgaTcOB3ZTjM4FLryp7y7rPu0e2vPCGVTJCCK1GaCjQo8Cxv2VOCeB5VeaJQPyEfPVkUJi9f5iCRUvVLwXQmMfKD+DzcR+KoiMcsdi/L6yg5C4tAsVTFusrM+jrbp7SuCn+gMxHuivgqXCz5Tue+oaia91kaNVroMCMdsC4QAYssvBALJIZ2tQfaq92Rmm/GY66qNiS3IZ9YKCuWxEakHIcBWCOMUZseLvF+mtlHPlIW/pziAMzKADd6FBIaZvgS08NCCeP9tMDsKyMfEcoU4c8JigNLUhmK2Z/zNC1KtiBHhBWfmbAAg8+7vuH2u6K9O5qN0XDQTMPqQmqFQh1Oe7r6enuiLUFaoQAYqkqr16otnoc+Obi/1y+nOU6t0+too14t85g3Tm/cUOJTcWJcSRY813VyDvNj1eJO4JMqa/Wz+FrwYwy/M8Nyrj1WFRl+it9X8VlNEb+nxKwEeYrCk/jwUwK/T1PxWUFTzNRSvR1EyKYlW0x482J+gmKnJmDk66wejmfkienG1g0pm7tlKl0+EhZLe7HyO8JdYT/ADxpnRdDfHSf+TaRiS6I8MbizsXP/YDQYxOP5MjsLo/G4u6rN5++s9kSr4TN3gWfeC+Z8AItjR5BnKg703ifm7BxnD87jYxkzZjcc0+lU8fvdcBOOJfKAe5/quKVQ/G1fIdV9Yfkm49IZjgngGlkcTHUZbifBde7IA4J7n0V1XLAsVoGDc7w4611hew5vWsIGi/tviL02w8L9+khreTBd4VGrlTpvtLzWffx4qGd3eydQdZ+QdbT7qvwGQobZrKGmUp4GFp7NYdVpVNQDxzv3DZSGOydruM5ec7jKKfpp/cQP8GfkDqwGW4PWT/R6TMfP42szXGnQq3woudf7MP9w6Yxjv24GYdScuGz1h4qz4mKHMal8SEjuLfU+LJTy4J94JgKbS6oN5eElv9I6bs3iOgb+DCGTk/KoGWr0gxqdlj4k19mNJkDuARpIqQFzeU+Fudykogjqf+v0akKrsZeW1FkcJZaFNCC+DHIA/m1LicNSUztSbVOqlFojRmKl+DvEVjBvG7E+bIOYn/xb2DDejoUxPT4Cy77go0+XR8ErYG+ax0dPKrB+KNLs2Cp8TSYckB1LzYSHj2VMQybClL2fiSvIGjdMLe7O3F+zzz2Gj92fcePu+QvPzSnprPtqLB2dyO0TuQQAsNyrE7mUtEH45ddRilwxfyTKAJApT8mOCeAGpuFjAmZiwS00muz9ArrLL9FdajL3C/A+gKncuJYsupEFqVyRpybAraLs8xPRfC1zMNb5yJlgCO33AniELOwQqaqpRRXjavNeJt6MSkIFC8oEZpINJsStYkjEbtWqevU6T/OaaledXq0Nuh+M91U5fN0zvdltLc6ykMPts/FWb/NYpSNhOkPT36yvtUfs2voqR9SujVcnPuGz9LZH632M7P9YeUPUEs9W2LQatZnVWwg5YQrWecNtVSXAfHKHW5zahM3XYOZT0US20i6nLF9I1nIlIWOyii3xL+xyAvvRHuJ9bsbiRrkdYe0poJck2XwirIcUdGA0YGcGc3Bhs+5EdJ93T74wU7FGEhNThs1R3QmhcI4YmrBUFwEdFFwav7081Ju4QcHajQagdmrrfNkIJeogeV4Xxdcn64creOLfCtxal+1KxBaO578Xa6HSsL95NAVk1TSYpwT1V8yEeUQv+rcwHn8NpoAHjwgDnW1zVnYWPdfPF3NcWV3zuO2MYM2gn8Dj2H6I6gZe1PfaoiWFtykGVs4Se2yyMZTWm4x7vPGkZ7HPhEWuhHV5lPKnS53OSKnLiREXfoK/g2tAH71AnvZKaBh/7WREg0FFYgYY2XYmWDJrfIS6GkpQ1M+zYkeDZfOwDrEQzJTMUsZHBArxtdTdxaLvNaKHtGbljuOYPpat4eM86B+tlKsYExfwKxi7AT6MxptIeHzxhId4ITlQ45QrFBoD6zCTFBlLEVUXPU2en6YBP1Vh61BNKBorx++GOQ/BkPPg0U4DtKjG52HmQy9NhWcdexYr8YmMJeY+RCtGxWdI9ZKXQBxyBYaqLYQkMbjBiRPTCr2D5x2civrxcq6ak6n1gFp2vUKle+wHtLKIvWIL/3sF1vL+VK6Wk/CZlUb9Uwu/0zP5Z8b+CJ65aN1ubE7N7pGKX4rrdnsKlS8v5qQ/Lu/ZYk8W747l70X+FujfTmwvmq81PqB0T8YbOcguDqwTaGCjWneiZZ/7RGpfY02kYjay31w0wlI6t8QbKfA/HGRzC5i9LftS7hPC0gvyA748v9vFc3n5d8hXJSjbAl+IMPoteDTEU1XV7rawnLEZTHZGUVHtbS1MdqvPZ66YLO9ebbFXJhKW+oFy46Un/PLvhEUD/mutjNcmHEEr7W8aqSvw42EwXmVSVjg/tyjfdJhD91Ron9/snjUX6iCmpbRwaHB0Id1TQtEZYtjlB43H4vNDyXYYEhWWeayp83WF88Ng9XmsFRsrG0bKl0i1bvhQxy56KOlxgEzrAPjri+B5DACBSbmxjfidMHcfQJwqtfUhZp/v04Wqhvnc2Iz1IQChKd+nL65peKmMfTXEFyODV2UHZ7u9ob6DAz17uwOfZAJN8dKmsBG+D6wm32mbHYmF+vZ0tc0Ml0V693SHu6qdjqqustLOqpJJsb8C/hfi86C/0O7ZJHptkmpIAhOye4yYCRo96mTCJaPss+zBgukDl/hzxaYPL9o9i6cWWz/w7OJnCi2TDAV6XGz9pCebbGWlYXOeDSkdz3ptldONi9ZPNhbuDPsrofXTtW8wqjKUGBfOUyqxPimRg9MUkKk8mRjcjayfaNU3Y3Fo/SD+w19CNnInyqfhtWEMhMkam/psaJ+XMTlnTfsxaWriiT+cFbNdaEPqs8Li7xZpJi7zPa7AdKgcAv4SMHcoJQ2EOQOwBV88wyylQZ9B5+EVAJ3/mLPoFJScoi3hkoV/WMp1Xa6wWSlTynViLqtW4rt4DjxHWqzq+A0sha867S5zl2ms8/jqTAmmKb3/l+X/VU6U1zxgTVGBfer7n+N+xBEc/wB1oDjf3sTShHuZQHnp/YKY2j5Q84CAruXUALJxLAfkBkfxD0hURnv0xbR7E0tVXH4VsAYY+bJlK0lSLgYZnvOn11W7G+IujRxWsVWXhGsCsebS5u50xJ0arnBWhmw0BQsDynl/wlUBoHhPupQ8FG2NWWiG0ZhNWoOGYvWMN+TwmM3hTHWoMcqrNFo1+IXTUFpWG7E5fRY+0AzHywfG60nqi1iFaCOcwnyuEKQ7a2Bo10zoYSv9sGEm+ohCnKnnUIDi2T989xVk95pcM4bQw4LVkDHQDwuGGUX0EcnsTUdt7Ln8Hipk8Cy3BpZYDNCzAY/hT8rVvNPDbFw1QNO0pl8uWYN3g2/03e5SW1AugxVmWd4CQIBsfBIPQmvgekpJyWTgz/XIVvjP8gpGRuslufpd4gbKCFCLmM9c5RMN3xIoVzmfiozMmmfdTxXM3kJ6FzHFm3SCxv1UkcFbUO9L7d2iCA/kqVksBnmD1ac3a6nk1sqG4XJeDmscW1l5bcqTjeSFbsHArUBCFO+Ti9NWvvDPXd2JGC7kv4NnchEvAnvHiIWk3Hx6D4CCd8wZPEoP0LLrM7TC7fFobbPa/disqCykumH6VCE3X+F3UVVIgfmwIvNiGcilbj3CZbQzSlL2DKk2eh0On0lNPktRKtZh5B16OfkAQd5BKFk7ZYSljBjtgk4JowmVtBL/bw2nUVIEepopgwH/okIpJ8FzlBEvkt8Bz9GGXQOf42m3p5xPJIwx8DAZ2mPUNxiViqYmYxp66DiFsWY20WQk7eFZ+/78k4lJgAtp+lBqvnyevny9Fmb5dUtqJC976NCln7/oI3kDrFFNyh4jlQaPze4xqYi9OLGVVBnhN6Oa/FsZqeBsRrODUxDXEsTVOCysbLLq5ORRgrgKV3LiMNGMrmiYtmo0C59dHDQdSxcGTaPBvygygFK+MEFL3yB/u4Dtuw2MoSef4w3Dz5xSKtXmefzO0x7ereKN8/jdGY2ad8yaVMys6iryaglALE3YKEo5ddFZEohANTQRh6fxotqgRRn5BshoqbmEwWX9rytwndNmAShWdoy4nZBzJRaLk8EpgtHSMqVWfYLgGaNGRig09MJBAv+kQg0YijawmCS7X8L/ROkAXw9J+erwn5xxGsEL887jP83QKg/3iHWG8X2GugqI6ufA/0tS1WV0Hiv3iADOoHyfEShUvPs58H9eBhey1BnyHhgP1EWQ/kj4/AlmU1+4izHCJNe5N2kdwjpTLKdmfvsuSgSrZIxaBW+yqBmGpfE+m10HvuvNVoPDuDBHaY1YoU7pj6nrAHTgsUYUIa5VZ0w3Ur+gCOooy4vlSifwhO0cUqEMNUMRLAl+yvD5wqWSo10aYqZQdUmBO+Ws2Wtx+HSE8rRSy9mNvI0mFZ+kVtM6pUyh5VT/rgYsJFez9NOoLzI3/kfqx6gvyLbMMFJffk/BW/JblvaGgb25kSKl/mz5wP7UqOD+hhKfTqb+voo12k28XU0p7qW+RgNhodTqVb+AOQJgf76O+kPpCL38EdSf+sLYUEcH2SmWYPlhLP3qPljLVeyNhjrKsC6WKCHhT5b0q6AfYlXXFXrST5tsfqvTq6NUb6o5vsRktqllqvvk+7U6JanS6dUvq2kFSdEsfd8inXqpBEZjGrGeLMzUv2dOriJhHoefnxNNojkVmdGIdDlX8NlLRineW5aqK42m6qILp2U/qiuN1IB/CyektoeXt73vQ7U9XNZQH4X/Fp6UnZMi7sS2AU17qduWtn0Itb1lWdtbPrjfVKA2GqmF/T4r0gfvla9b2vYB1PbwsraHr6Dtd0G7tbXR0oVfYASuvvBn/HVqEtA+ggVQdA8VsPezcLvZz+C27DNUIIO+Q2fGz35YDP3JoKRLDcuMAfybClh/06FXcLjS5HPYfSalTmUNu1wRi0plibhcYasKP5iPiCOf0eg1lBwopL+mPFE7TdujHk/MStPWmMgTuQs5/EnZFOpjnWi38MQWzI2ZiNQZmi0FPd6Jge6yZ/NWyxl4MGOHuXpt8PgSw7/qUt0+rmDgVGHlOCc3+B12r0GhUvH+EkfQrFKZg44SP6/Cq2HGLBL8IS5oWDVF0YzmfXdJyELTllBJSdiqVlvD0L+/8Av8k+RxYGslxD6f8BufJQZhxTzi8Gm1K5qkGCxxjn35HOoz3KV7Gh7MMKgOLzi+gpXFiWmkkDKsNRT6/Uk4tu4wHNuwG46tXGvm7qC0equeM6tx2S0as99q8Ztp0u0ug+Nb5vbG4HvsfL+rKh6zvqhUK2Qwthjnjtrd0JXghuMeJQ8RL1HXYHZgf/mQt5oOmSu7sHQlKjV8mg5l4FdLutJ2Ll8uPD/5qxb7R63Ya+Il0Ev2DplWb9GzJpq8VW32Wc0+nl74TNEPPOg++sXi5Wkq5KqMxyznYDEJuAiJczfa3Jxczrltl/oBrUFGyZfBc7wCANGd2AR8roVfEC9hv0DPFSg8Vx3GvlxR9GB1GEAtFeKTBf4fP9mnYP8lMig0Sly/5MFW+gHhjAtVxCnZK2BemBGHsRQmVpUEHywo2MQs9U3aa6d4jqSNJSaLm5OR+H8BJe8wWT0cST0BEzXLoSUyiFI2g/kIx62DaCfixDm9AoNFOaCAxoG0yMkI4gaMwYJiDmoF/Q3cgckwVKYK3lxGz+OOE4IMdKGw1iIKIph/VkYYDO+nDXq9gfy2igEWcE3Q5wsGfCqYoPvChQt/JtaB9n8LaPU5TADPeBzPyb9M3Ihpi+9Xsvx+JZe4Hy//spl5L8VYTHrqe5yJqIm43ZGgzyvGzx0n1oG2fwfu9TfoXrdeYPDnZXOYD0uKHl8WfxSTYzbwF+gOgjxpctEYDBP6w6tvoMz4J8B3caBxOWEy6s28UUqaHCchN0j+RPzbfT193TKt06K3GmiyrDXGW+KtpcAEt5kARpPJPvWlhX948sTCV/5OzakpQq6gVn31yVPjE3NPfWUVsDZJSi3uvbkO9O8Z1L8KUQu48OtPmhjsWUKP6TEKfGFsatRB0D1W7CE4YCnEHRUK/NXoq6uIkCS/zU4Sf8Zc1lpG0EBi2JxaXNbTne2TkUyJGWBqJVHaGrfgb4yfevKroDtyggK9fAxfc+JJfO2XVDo1RcpAh7/y1Bwa09suyAC2+Y1eDgZuAny/Dnz/NfquQHPv6gvV5CepFmwKOyjWRDy1n1LuguGJye3VdRv/Cf8LeNTV+LtYHRbA38s4lXxdp1LZWcfLsGSvvdfuHnotsH/7apm2qdP9ay3gAmg1iLHIeOLsYp0wVIMZ/UH+H3Rp09BrQv5irfvXghayDLxeDCvOD1Jh6/PyrPyovgGiaxy/eM1YdH7B5R4FXMGJ42j9Bx3Bzc04+UlrLB0MhqqnbhmoWtce0ypkBCyGpws1rmkKtSftxrLOirHGjW1+azwTCoUTaw5lQ10NpTq5jIRFxlTOiu6KaEOQM5V1iOf93cjYKmupsbnBWJqJwk/peiIYGepsMvvH6zv39AYNVruW5ngGlm+Dob/+moCvKhow+qx13RPpyGBnsym4sbVpc2dAYzBr1JyFRSHENrPFnzAHastC8MzsZHfHao9PbaQdW+t8NWVBzqsyaRzbAS2nLuRk1bLKpbVAOlEtkE5UC4Q/yYwD65c/QU1dXAuEnxOYcVgLhD8pgN+vuBZIdePhZ2+4+emra+H7TfNX1570910z2r9/MOzvOzTaf2AwTBj2fO/T60ce/N5BAb4/8L0bxx6ezTTufmBs7KF94P1B6GO58B4hl4WBjYasgRNmep6wncI4DZAmraccGwAkSqfPn0O1XKAPXpNxwF/mBPQTdDkgzLu4j0ahk/J/1gYkvzWwWExuM+820e/BWDiYDBwvlWk4IAVceoUVVlQlFbSaXHeMhrKBs3Ia+bcIisAhuoDzfROQOneC8W3GDojznSd2nqkMgBeWmidunaPd7pR9Hk9lVHUcT8rj42xqHq8/IZ9AOcPFeZFYYo3NgSvi6BJayF8jhxedFMBVKIG4OB0Si1nERVLAp1qWvFpeWchsiQoz3EmpGdX5lJYHRo+K0eKmrvWVBkt5b2Xzlp4kLaeVQJIpuYaxq1pX37ohYWvfv/Z3RLmSUVNZvV2vUnBOi8ltNah+27hxqMMTysRt7pBbzjp4Hc9qWb/XEuqb6azatPPqzm+pxJxkwwsL5LVgfNZj94rjU0l0Z7RDq8NDreGhoXArCWt67Hwa0xmaDE2WunncklH3ro5f8Hqp3nHLPG49QU2LFZsSOXEnCRQiL+cD+GCZcYgl0dW96HKtsNobvyCgBmBNDytg3WmphlMiuihHVtp1VI1KnxRiiqQjK42nwuQkyWsbrnpipmP/WJ1GASQsMHrpqpGZjtbN7d6y0Wv7rtMwKhmlZOjZ1p3dIVv1UHXDpp4KNbCVgVRRmhpW70mvv2N9zN28oT69dzRxw/DdOxp5l4vWmpy8wcrIPUG3t3lNZc3atFfB2kwGKyv3pdfVRLprXL6Ij2LtPMNzOmPAZ46vOtjZtHOkTkNQFSN7ER73XlDLKmRBrBSLYxuRVo572HlCPheSybDYPEE9zUdZz4a4PTSPm0+zE+qNsglM2lCNErCfQ/uo4bx6WjyRhWeeEaRTLdKOaX0qXykpL2Wb8AI/5tMHcNC+8eEeWYVB/yIssmHxGBTn52m9Vg5TeuB/oYyemMtX7tS9yPALO4iFGP5KlzfwKkBTFKXUKF4FLGY2uhwOlmxRQfCjZFTv3+MjA+8viHtrMFQbqBkTRB6rxf/ldLgiXKGxzxNdJzGNex7HTtXXUzXzeMPJsvX8IlsV6gQtVoiph2efFsDpZfD8OaFsPcUXs9GSGp4X71IpRKEtltaBlVJE/w+5q+P6r21PbRuuNqopuM0k0Lq1J717MObtvWaNKxHyGxwWVwnhVOloymhYaPRk/TN/u7Py9O4vzdQxJosx5GGtrMriMLvbd3anJ5qdJCWzBQjW7VYaHAZ/eOG4jKyZvkO0yW64kCNfo9xYBdaJbUcSNNI0T7TPaWw2TeU80fE0polfqKuj/OCBTxrWtc7jprwWWByWfAyPqg5MKnCyAZ49JxjWUfD8RbVQVExJGhTZ8s22imVpWSVtQb5Wvffv940cmUgHOUNi8NrH94b6WhKcEpdrVOpgaqBy8vY1UdLWOrA2ueuBDaGnLHXrWwN9XWmbJzOVadnY7MQfXf35a7rDPcJdj02OPvE3d29vVOn0XIlND4CRjtX1H/2HccZpYVJb797YNNXq05pd+qNf3xUrH9oq+s+qL6jJGwD/uLD2fL2HHafkcjM3T/ScwswUN483nrKtpzdKZXEKbr+TlA3+NiegHxcr4xTCPGGdZnE2iKxA3kBSKvlCuVxn8dk9QRaX4785fxxibKOe+L3ORMvJV/UlNpvur+eg8FDoDFpZj9rg0IcCcj0sbQ/rupM/pjxAm1djHWJN4X/E4oQVM2JhwppROxkf8vypa54l2sHTZYj2jEZd2UBFz1vXtZ0vkLcoF3tRpREGnGiNnhes66i280WkTS1T+rUixioIQ1hmOSglxQY4ChZaDulIMfKS/HHTVY/v2vyFfU2R/j2djRMZT/nWR7Ztunci7mmZbOia7Q2/tn/X7v321FjT1r1RX8f2jvTGtOsTt914O963+pb1scjwNYNN29b0el0dQ+M1bYfWVyaG9zTXTK3Kunw9q6eI6VXTm1aH2ppSzsqj578Y7800e9xNrd1l07t2wRoWQDbMA/2TxFqxrWgOlJTDOQA3vjaAOXAmlFnwehU1cAqUQYVjOqEolgxSxCqaAd7MAlArCigWwAwoG1dY0AxQTC+fAbLlYqF26YblZSux5LyxfPTwE7ORofZyg1om1yhV4ebR6ul71scIW0vfmuSeY+tDVcLj+699dFP4SW/bdKZlstFhrd/Q2vdJ/MXRr37hnm2NatZgKLHDNXfWwPbe8Pg4U8Jr67fdM7zmc4c61//tmweOPikkkoNbqxqm2wKSzyYLeOl7y7FhB8KGHQgbmkVsaF4RG5rz2ND8obAh+b1y4Ws33PTlLZHknq/dcPTLWyNPWZp2DvfsaCmxNKJ3J6EXJGy453mIDf/5hrUPz6Trdz24VnoHc/brYDJ8QRYB2m1YnLMRwpZhOCdHgxdmMeh9GyJgbhrzSOtnACbmt7OhAjMGfQacIofnLAIr28/OLQdVlZ4VYCPat0N+Qa7WKs6PKzS0XA7UEq5bgiH1Fr3FrZf/VqlTUe1wZx+sIAxgvor4HQKTZs7C0fLn8mDy/SMqVN4RPNtV4Nk+B+hSL66oQ0y5+0zCB15Y9Txx7RzNJ+SAAKlTpeNsdRGalKZ1EZQEJ5bCM08L4FR59RIQWZyNdSmCDF5U/WQRQH6OAtLqfLXOxChINaPBLT3ry9npzU2beyu0FK2i1Hx6/f70utvWlVnbD6zPEVUA/ywHj+npoU5//3p32KPkHAabh/f7rOFeobV26y4JOOLYdoAbHwBjsDaPG8uJnox2YDQ4kAkODAQzpA7o9l0ANzZwDRxfg3Bj92jZBbeb6h7nrxg3oqu7a0TcOOouuyCgBpYq/EvhxpqPCBsfaD7wxO6WfWvrGaWc1GlV1aMz7a1b2r3R0Wv7D4PxgrVWVfsQaKwarq6f7qtQo3LVlEJXv2p/2/o7NgDQuL6hbWYoduva+7bXmpxORmcsMfntrqDL27y6smbdImT0ZtbVRrI1Li+AjIyd58x6jc7vty9CRkXV8G5RHriBHvxXCTNOLmJGs4QZ8bcBZlR7NoTscTj7ZRAJAo1YuSJkROex8MTTgngmUI+VHxoxkv9q1D+gNMBSsHrV+RdpYH7Bvbt4TmZ0x1yepIt5gOUXHsUXGvHvLkOMTrPRabNoyT6FBu2OUL5/p4QY4RzbCvTCQwgzXrcUM0J7JHsa2CMGS82zeANWhtUDOAisibL1y8wRVjTdirDjHLgIgcaTgrceKImnBXTdxVZIsfW2ggkCNOklAeRDnUdPCI3CqmoWLugraYW6tGtntm12OB4aPrKmaW0QAcgmaLMZ9Qslvu7kzOMzqZM7vjhTr7datFrOxuntnNLqtLpad/Q0T6VdmqUAkiKqp+9C/LAb6IdvAvxYhWWx56UMEheey5gZon9jDx49mMa3pfG2NF6Vxv1pPD1PtGWMGodDc101vqsa763G66vxaDUOZFbbmVkMd4Nhn7/wy1MM3g/ef/M0aAZLanDN/IX3MmrwRVN/IZmEpbIgGG2/CIxGJ16ORicm3oBbbyYQLkWfALtNRIFyTtZfEMDlhmAenrZfATyVXwk8/SZQvfuGj4w3BVh9fPDQ43sDfZkyHTDicAWtooM1/ZUw3xVpa+lfU77zvnXBr5trAEDt6QAANT2Zzkw2l+BfWv2Fa5cCVEZPaxmDDkFUTtd39MsSRL1zY/1Uqx9C1Ju+vjOWHN4KBm0zmJdPotqnS/CpCeDT7acwE6WH+NSyIj616BE+tVwWnxYcv+STCJ7GKcbst3mDHCHHf3v+QYMBgNP/vgQ4DfuDIjQF2HQE8MszCJvWYl34Y2Jfay781xzD4X018+CDRov3Vc9LR6rzR6ryR6ryRyrhbjAO70fvgF+65y88dwayXTeezJ+DPjCs9EE68ku4Vyw5D5Cw1Rhm4cEwC8+RPrvBr+F5wpKxQZwMBhzvN6I/EDHXoXPq4B4uUwneX4culA7CC+ueIdow7MLLpyDjLjLyc6eM0jsrvWvF9zlwDdYK95WpYRutSdBoa77TrflOt0qdboXTh1NnwEd1dRMVA3C9Ywlcj76B9pu9LG47E7+IiTKiCMHD7+JfOCOwqPQfLOvcRFljCNR3fFhQnw+vuhjVP9O47/HdW/5mb324d29H4zhA9ZsRqi+D2426ZnpDPympG60WZgCub9wqlHo7trenp5pct9169Ba8b9Ut6+OlI9f0S7h+eLym/dBagOv3pisnV3W7Ea6fKm1PWiGyb0y5qm44/7fx3pYmj6sZIfvdSD6NABn+OML27aL3bSm2b5sLQCEO5EFGVZoByEBRWgzwi0T4IsiHErwUXaIR3BmIBsBFS3F+kfxeGeoXF4qRXQR/Hzcmhw9/GWD91oRRCbCiUl2aHi6fvnttGVF9bKPw4LpQxa7Hrhq+fjwT4p70tm5Mt4w3OKzA5A32tDXhL676ioj2jUaPEYBJJatnem78u3FXsmH7PSNrPnt1JzCy7vpiJ0D7ycTglqrGTW0BmneK+n07mJ+vL8f7tQjv1yK8rxPrQutWrAuty9eF1n2outDk66mrnpjZ8yWhun72iVn4/vVw16b69q1t3lDXpgb4Tlhu+uF9fS23/uCem354b1/m1hePHfj8xnD9rofGwXukYddDQAZaL7yHvy4LYR6pZi30BRtOeZAvuOWUQ6ymev55KPwgHU9qoCu4ZU5wSHVUo8+v7AlO5xEH/rra6LaYXSblv7EmDUXK1Mp3aYPZrre4OIUFhRdBILHxJjWhLTFzZk4j+6xCJQYagf6NAwEYlVVgjdhMHrNPL/qBb877gavOVPLy+DboBK4+IRcLR4KZeEkncFVGJYhXQBdwNUDvUg1JfWpFFzB8nMu5gHnQSaVWef4OnUkrp9R67Y/b11YazbG2eOWqdFQlh5WmZEquZmC6es31IxFby4ENf4+/ruc6OZteJQf40eS0mrUvtc+s7/N4G8osdq9NwTmMWiOnZZ0lprLeLamqLfvvHPvbEBiTdYDfAgjD35LH8HUXYfhMhs+D+HcBgH8T4u9t/LsiB14evWesEnx/F0L3NxF030bx7+bZcyluxz82bg/UC5+Zrp3sLmeA8tfQdGnrRFP9ukanu31n51XQzJOptUqhaiztNZS2JirXdsRgWhg4oGwtGNCBQ8MRZ3VfrHFjqx8vzV49EmPNNphuxOi2AjhmS7SGSzviVrnOatRbdZQt2RFx10YsNq+N0lkNjInVMk6H0de2qblidVtMTVKlrevQvA5eeJ+8TeYHUDUp+XqTHmYevzAXoigsMY9/OcPwIXvyHVnMw7Jqz1a1WHA1oU9B7L4EuGdYgNqT7whFp1ry5wLwnt8/dXnk7iQQdL9Nz3xeYXTxcHf6QhkwFilo5+J3yo2uqNMbd2o/DyaUfOELxMKn8V14g8f7Rj5s4w2KLbHoHRazjhimdWo0884fUrBWYuj8L0X8Pn3h96QFYKJWsboBjFd+vIDf60X8XjePsxlNWfOvAGOUbbEU8dQloDu6gBXczb8S0CWUZQkvLUr9FVB78GK3L5yXUiEi0tKx/zNrkmvaYlq5DMkMdSg1VNm6MeO653Zb2OdizUabDf8PmFRIptKoFvZpzbYS/fh9m6vxNWO3jSdozqimOZuBNesUHM+56wZjG9eTFGlx4d9w2JXItWBQLfwHTuJ4dHAW8cXeC/9J7gAyqQLoR0H0/wK1aMz7f40ZA6apeSseN1AuV8b/jmFb5s+S4JfSpy5zAZvjNW8J0ukG/zuCYRuV+XNBF0jXXLETOLgEZO+o2HzvePe+0Xofy0U7d9475Wypj7JKQq5Wqj3lraUDM10+wlTb1hNae+NI6Inp7SVNDVUmZ+1wVdVAhQVf1XfrVK0nvX729p6uT908O5pU0AxrtcBwYbVGXT99Q7uG59SJkQND49tVHK/bfNuw19swIPJS4sJ7pG4pvm6R8HUTxNcckLynLFvoHSvga/gbwNfwx5XwddVSfK2DiYoWDsp0vM/qCXEU/nfn3+E4PUvcp+FoinxN77CaNe9/jUYBHixN7gz6/XClR8zp1wvouRPQE+Lr3nzN6SRBIN8vUeT7rXuWgNmKW2GZbnVda1N1Miynoq9Yt3W9IhEYVXJbwQFszJ9tjb4iWLdRXa8U6Lu0SttlvMCi7i8GjBKNd9bs+PSmTQ9sSroyUy0AHFpj43dPrb91LGqpGm3IgKnwg41bKnqSZmNysGHTmNtau761dXU5gHBrmtrWVZtwumVXTzjQsbExPpTNuKypTG9Z3eaeaKB1vC7a09rgcDR2DuL/me43BapczoqyMmtswwIbrCtP2kpqq6oc7rqw2VFWjUnY8T/JPjCWVVinmIHphAvYqYY5jGWxNJwb+ojJZKt/O976lt+viG+zvaNYLj2KXMM8ODde/7bgb31LQKcrbO8IipUkh2y55FjqGi7Ci2hrKdmnC7XtfHBL6UBzSCeXw2gEShVM9Sd79/QECL6utTuw7uhoKLnxvo2dM6ONAe7LztRQRVV/lXXTVmdTYxWRSn/iloNrqzUsS6sZvdZk08m0nLZ249EuLZgQ8ZEDndmbN6VcjWP77qjZ9IkRn69hIDqxTc3wYIyGwBgNgjGCMX3N+Zi+GjB8bsKUUWns73DbAn9ZBhUzGs7+jsBtowJ/WQElyi6JEgdLx4/t6ti7qinIRTYc273j/vWRr9lqhmvSQwm9vXq4Nj0c5wj94e/fNwiM6msfXHPkhfsGe+7+/l37H90cbxaOj4H3WJNwHM3nT4LJUgawYhwbzPuG9U87OQ6z0AZgD2fO+LZGuLcl9AXjB84iBQhDCAwZHzwjoxbAOXLu7QLeKgol8BQAwyU9w2WUipaff4aiYbpfmvrFm5xJI4OyDFdSwObXW5x6+bcU4NcWvZVRKBirXm9lFcSfb1bhjMvM8QxNfYmUkXD7peL9/UDxobidreC5qmQVrJz8kwp+3wTwVVxWCb6/rYI8XQ/kmHDxmi+e9989hnBA/B1Z9MpwQBzggOjHwAGiB08wMDepDB6zxWVQLKRpFu5SV8nxI3K9s8wFc1HepDUtzBMLf49vwEs9npfyBdpfohiHxVhi4TXEJpoT1eL5nW6i9/wr0D8M9H+sWP83AP1fWlVaBfV/naj/65H+jze/6fVS8S2Wtz9I/8frRf3vbX5TQJdQlrevWP+vtO4rAgDRbxdr2POZ6capzlIaJqGAtf+8jRta6ida/c7WbVlXecQHIYCFgCnnUfLNhXFbe3jyvqkkvmrNbRsSOqNRpeFsRobXKoxAsVUN1yU6k1aZjOTd+DyAAAAccHa9auE/CSI6NAv5YVqav1D/o5wkJ6JA/5Nz0EcH9D+WYTBN3a/icSr4NtD9b+VVw0V63xCv+xXQ+5Qh+DbS+W8t6oQr8aot2ZdXmO+xyXs39syO1HkYNtS2477pQEdtUCOncMAcCoW7uqtsYG+Xmyy9fc2Gw33ux4yxnpqO/aX2muHq2oFyHl/Vc/N0ypfesO+W7ra7brlqdaVSw9BqrUFjsDFyWkunNh3NWksTqw8MxburHCHrpttH/IHGflHfT4J50rJ0vTcjrfc2S+u91adsK+p7m6jvbZfV90XrvS3gcaiF/ZQWKHxviJXjj53/AywLyumIh7WcuqDyv0IDA1NU+WqDXZ9X+iQ2DGjYD2jow8qxlrzOL8UvYHrMDyiodmhdDj14KSueJUhwRSNBZjhlRWNtotQvJ0OvmLelXyU/QOfnzzaHXhHM28j0qwK5TOfLV1T58suv+/Y//61192yscDVPNNcMVdujY7ePrz86Etq1p3ky7fre+smJDaZ4b82aNW573ZqG6r5yy66Z3btw030Pe1q3tCWHu5rsllRLX1nD5mxpsH28es1tSUdj+wD+m3R/f8ZZmYiag5sWTL5URdJmTlQ0eHuHhySd1Szx/BrRJwRYXX9ShzVBjteFWn/l9Srq3irbZnlLUczwb7yckrjd2/ortMxb95ZQtk1heSuvyK98gVe2fIG3mY107D62KdLdEGRVhJxWKDy1veXDV2V9uLEq3VM6dWO/Jzbxqeme2VW1Xt0/2MF41Q2UmwyJ3rrOGSLVevfNB9ZUqHSs1lpitDKAT7T100c7IKSNr9rf2X0Tmgszt5ZvBho80DgQjnVXOnwI56D4P8oDISLWI3KPiUiAn1xE4iSmts3j6pMMrNSpPkGtkTT52TfESBgG/jonMKMwQkR9UgAnXMrrY7o4BDB9wzevP3L66rqmG/7xxuvB+8nSwQM9a6/p8USG9veOXdPrIW46/qevTq358jtf/PQ7T06teeKdRzX3ff+mhv47v7lPes/HAFJmzINVinPVQ3AZlZmjNbRjhFoNt0CcQzUD4Gqehs6gg2gfxP9I6J9GJes8RpMap1mPQv+AxYXD9LBYIfYPjG0zdjjv89mw6PM5+jTN1aVEt08cuX1GodsnfEK+qtjts3zN9mnxIuj8iUvOn1Hk/AmfFMCVxc6flRZwDVcQAghXcOvyIYDvrd1ZyzmAHVW/MZtQg6emCLmKq1+zt3nykxNxvuvWPeeIBFzE7dE7DCoF6+SNTrNZi6vHH7hmUzTaX+/1hjxKrsSkM3M6NuC3VY9f19F85L6v73tVpbfncx+T14JxKlrLrbrID7S+aC2XRmu5f4T+nFEefJVY80rXcmlxLfePyCE0Ctdy6QLz/k/7hK5N7fvKvpbZsRSnpEitjq4a2tuZDwC8Nr+WO1MIAJzuqdRKPiFD9dhMy4Y7FwMA8V3Dd21vMDrdOq3RyfvsruXxf4zCm1lbC+P/vBEP3OKrNesZvcdvT6w60NW0czhFE1TFqnz833syGWVEWHDbIhbU5rHgX0/xaB0XDLWE8UbUqy8JB0+Ja7l0hhaKzl4JERZlM7xkFKDMqP++0ojWdJXn3ypEAX6fMnriTl+5S/d9gwFGAW7A/x6/Kexa+EW+kDbukbMlZoPLYeeIt5ValRgI+FMP8er5XonPdlE6gAmvzvuEzhYwYUXBJ1SWUcWb/wgB3rBlKXNdAhaiazQAFv4RwcJhuJ67lKM+NDKUL3qGUERgetdgQge3EQDZog63be26TEwg53IHLDAqEP/S7i/NpFizmdYYHEbWyirNDou3bVdP82STS4YCAxmPW6VH67oPEQSOV2+6A9gNUlygXk7+mxT/9h55Axi3Ijy0WsJD1RAPAYsodso2TK9eAQ/B3wAegj/+j8S/yc7qS+xW3V9/qGHhdhe4xKgyOAzBIFxkBH2X4t9A399CfD5+4T/IeSBbYHzXarQvEq3c/6ks899Qh48CUqlOKJZSGGp5PVqq/5Pgzfw3UvajcJFHdVJQrETU/4/xXMQzo1999J7tjTRr0pfYTHZWjuK5/n6cdcB4rrtHUDzXl97cf+NTYjxX43SbPybulckSZ4nXqF/rFTIX0EyfRcd8xA/wg9S/gWPuwrFe4iViOzrPUzjWAq5dh455C8cCxA+I09QvwDFf4VgHOG8V9Ro45i8c2wCOfQZdGygcqwDXbkTnBYvue5b4NDovVDjWDo7dio6FC8eGSR1orwscixSObSR68M3yWXCsrHBsLTg2jo7FxGMopi1CvEb0oTWuQv6UUyh/ykmYP+U7zLW+71BHLsqf8h2BuZbyfUcAP+UxTuADVraI10Ij169ZfXgoGB6G74OhB22J9rKKjlKDPdkerWiP6v9x/NiuVPX241Prj++qr9l+fOvoTFtJKLujBbw7gtkdoj3iu5DEDxLd+X0OAOPgX59DEGceN5xyXEMdlvY5iDBH2udgmBPQT4V9DtTlVrcOKvV2mBJCcVynV0MLXPEMSTM8a7RqZfMKFUUCra8gDgwpCDUMKteqqRlcRuBw3xDqY++FGmI7GNcaEUV+A4zqn07HPDGAy+aJ1oxaZf5J+FpN1XfI6zCp9qGIadD4asPmnwjgZ7LqOwI4wZKvaUihfWDFK1eXDD3jie0a3UIpDd2kSq36kYomrzrTEGiIuWFtb1KuL23IhtNTzS5tfKx7Fz6gYe4tccoAQmZ5A0c/lBzI1FgSjUbeKGfMLG/XW006d91AzNexekf7VinvXwvgnXXgGQfy61Ux/McZbWe3v7PO39npryN11nn8jxkbpuspzfC2bOmTP3L+0kk4nVTy2y3X8v9LYiuYcy4XTa2wXmXvcZY+KWBO1knwJLisJfltoeVaiv9fBbaTciAWVfqTF2X4WgZNaopWHQq4BKa+IYl10cH9nYm+WjfEGmqN3F3RFukbsZRnk1m4TxFuauoYXdvY5E+XewDwJYDtWdaQDTZPNJUM9Ic7qhymurWNbg3HKWjGrOcdeiPXWFuScLNyHc/qjBp5a0O8xmA2WEq0eq1KYzbqHFVd0ewWliBLyjOoVnKSOE20L/NF4V/J44+boS/KEv+2BCeuUR++nC/Kwsa/LRSdugx5XFk0GVlJnNZor1ayaCLIF74GEASYCQo5XgIo67c6wlbN1bRu4S3ivffNNscj+cwhj8jA8zFWk1GNPy1XgGMKoMLCbvyzC7eJfNMB+GYVkQZ2wHg+luym/FoU/lKGwXTef4K7D/4ldsjy7UUmWZYox1Dv/Se46yBW8y9C7BBl+XYxU0STHy5azCTlRV0VG93f6WupDmpkMhJmGVNYI+lEqCVuMUa7KoNVNj1j4PH9csATOu3/rexKoNw2zjMOggRxAwRIECQI3lySy2t5LMm9yOXeq5VWXt0rWfdhi5YjR5EjN5YiW3bipHacNk3THC+vjeyotiN1V5Yi203stpteqto6R5O+9Eivlx5J4+S1r4kbUR0A5B6ybKdaSQsMBuTMP//8/zf/zHzT+q4jLY8dGQ3mavsaIZzhCYKRWOCDbazAsMFSlz+rMbjghGdcIs64GNX/IgJrfZt1uzsPZPBp0HfSUM3Emwux3mvw77xIyDKRuQZfqrkgAipwBeSNAly4mEhgwdf4U/2vrpLGruO3RZ0ShYtNkJEPvtbkT2H9r76NPDqmwvLuUSfk0+Gp5sSmYzUP5StseM+0K5PwU7hu+XB3OKuWN+Rl2L+jb2x3v/Ixxl+IpmZ8jnBvJFYMsune3eNdvfs/PJs9uHdzPYLhFOWUeInGcNwWqW/NiWq4tn0gWAw5ZHF0R8nlBINAXTd6QD/YA3RDM1kkdG6On5hzS/B/1eyQhArfVh4kf+l2ZFWzo4rw7abx6J3mlQwuDtDOe1AUt7S+h9IOn+T1syicbj1JU6iVsMI/Ihig5hZGEgTy5q/jdisw/jSOnNC8wPzjGO1qzy3FkU+B9tOgbqgfOmN6zij8JYiD/PCXaoRCqgoHfvDUK/ACeKMXXqh58WQPCoW4EPJGCA69IJ1iq1oVuVWFqy+gervuOq7/e9u9BuBlKfRCUzqFVl9oostt214euszFuTbgBK8KOJXWxJuQT33+qeGj013bt0V6o2Jw5PDIyP4h37rJzbueGxyqDbKBnsgJtyM20BUpBrnJmXWT8NH7dOLU8f1xPp4pB7qniz4lN5oY2huO74Ub6e5s3Bny+7hy6yvuWCjocPjDMVchlzHnj0aAvM4Beem480Bn7RHQd33+qA9c1JwxtqbVkFs1uHZR32DwWvcp+VXbWnVfNYPkCNYumpsLXmt2n7LJrzZtb9F2y21D1dtRaBpdTe92jtIKs/dP+3rTAQCrEZKyuuPlCBjoKygXTeXVsb39nsjkMb07KE8jYqQYjhRDLBMoRJPr/jp7aM/mehiMXQmCYsmgk6SISG1Lj52n8VB9a753z3i8vP/D1fqOstsZy3sDhZDD1R7rvxf5NPwC0CNzz6bXcg1+tGYXKa8sXsItFJTJ37h5I2/Q8JvEOTIlXmriNfBIzuSVG8kb+RWLbtJ8rzBgmSRo4D/k0zx5XQ0EfNdJliH/zBcIqNcp7mlVeZ0gSeJ1RVXUP9epcf9cBWXa07oE70e+1dmTre8ZP23sGf+grvrw85cljTwHDS2tbBpf1BPkoSWTwwfol8vZZqZYu2l8T1+1v2yBSVliJdaOhIohXggXAjBOu3jBTaHIl0+++cij/3tKp81HwIhs8PTZR0dGzp09M4ToR2fjpCGzbaB8O43yFTp7xk8be8ZB99P3jH/wMqsQZgH1TeMGZl3UU8wSRlZ2jRd6B4GUoqt3je8UQsUgamedjFMm0b5KpQ9BKNnBOxkrHCyGHb8/8ujZ04OgbIjO6//Qz8498uZJneAfQAJk6MzZc0DXy7d+jBxEPrmCqWuCCPkIzg27L7FnNND3L2GPAMUG3R0o9e998/famPpSkz2DhS41wcNfdLUYcjA4dnRi8siwFhg5OrnhaE35ZS6gb4kOcA5Qj668RsPjM6e396S3Pjw7+YEdhdL8Q5PlrVXVW54rj8wXJV/fnCHT3K034UeRXwGYutzB1JdqhAGqf+49g51dg6hrhA6pf940HrzTvuEVPP0oznskh4c38LQFBjDhFYudljjJzWK8TrKH6BxIP11vQ+0iD9IJyzEYDMCBEph4uh8YEQXItARt6uDpb17V8XRKB9SWGmfnXLDrUtcZWgMO8xL6QV2+PYaAVzM3AWR9qQkyoYVLTZBnGVlH/j/IWqGJ1n6K1WkNSPKxSI+PLqWDxZhis+AYijGxYj0EpOvh45O9u2GVoYteN0DWDlYSWPtDoUK62x3rAaNUAA15UeREgfL0jMQDQ42Z1KxPr2sK6A8H6rrRZBPQcfXlGj0xE56ohicmwlVU5xj8Vs0PUcVinMvC2ecaWhyOX9BYVtQ0rHFGE2Hx+baKGbgvw/3wOPjbidbctioMfEoj+1xTi19odj4BE5/vqKH5Abctwbe8QwSwtFZ4K/E/gLO5rolDg8GhQoS12u24N9GfCOU0VogNdg/bCJNusT4+VaiohbhqtQAwDqMYES41ouW7ej2OUN7XNRB3vpSaKqh2hufcikdgeYZzB3hXWKExSmRYB2nJp0IZzsFaKAdDshROOHjanRyIqD1xFbcoXQZvu3jrTWQAedLA2wdW8PbjHbx9piY4Yx4tDaefa+Po08TZFch9/I7zv881V+X9BTG3YxXmRnXMPUCR023yZ1vrH/VQHmyxWX+AMq6Q7I25iWmC/gHyR39yTfEe1yOjOlXbcQuwUJxT4Aj4XovNpOFsnXDBo62vm5jqx4gD+RBUNlduvATl4DNXwt3hbspzDWiWDFF6n/kiGGBxQD8uxh/WnLDzuWUTpXvf47dhb1/hi02QP5652Iw/jDmfW7ZZ77jXN7oGejvXIG9HfPqeWqKe9gIzgFmtdle0mtIKUefEZLri4lmHCG8iaYpq/cyR4fp31YOvF+aqmp2mCZcMELeVYinak1B7CjgrwoqDl1XV81EYdmcnTPyRBTJIgT6lozVz/Uokrw+vCKeTAM39PJACoXelZ7u6MM4P+78IDHUZLv/2naSwjEG6ss82QX7W/0Xdcpd/+22ksDzNdUfEHV0NuFPB4d39I3sGVN/kQ/NiMqpSeujbOB9XyTUSDlhbnxq4K+/6aKZfq3tZX8qrJj3Mt1JzQ5Hk7InJmcf2VTAbSfIcJ1IWm83qK4xGBVErTuWKFQfbM5VxCf5k+8wZhAU6sbKGC/5GG2f/VY2CJIwTYOGi/DCpKz1Q9zVYG5OFi03j2RqsjXaYeVYt4QJfguDY/6CkQ9+5xiEWGGv9EUnTJHxF52tD5miRF4gWpbsAi53C4VuK6pNRUgIYOwLarAe0mT6X24De25nLPQeJUBg+p6/fCpjrt3pegZ/X53LhF2oCkerFuBgce8Z9RqvD9WdXNeDb4Grwgjv2TNN9Bqs/u6oFK7c14Nsia53Uec3SrRLS4x8+MDK8t+aXouWQLxsUPH13N+rzZWWif3Tus+n+aq7YL0Y8HM8F80FXl8bbvT1dw8UXukZ7vM5kLeHNJqIcq8XSanAoq8rJaqiwXtXugi2hRDykpdyE5Pa0/tThUxSGkj2awPtcTNLQ8xCQmR/ILAH03BxXupPX4BdehCgKKup67gpoYMDxrNeL6ep+IWo4iwu3q/lqpO2tPtsE2aPZC80ocAwXbtfyt1Cr376o/y1Myn5t4v3bvIWElwLjQrscyvhT9YQD8c90D8zlXcH6nqHG7gHvL3Na0qskVJZ0d/l8DfjuqXMHqzaSonnG7yZIAuh2TBDV4kQibap/pXcqI/L+pOKJqzRvxnjLyPuRg5gq2CxpIJ4PGWk55Cz8KOYGaZnltH7kQ4hi5Msup6XAu5yRlltOE5GzyAAmgrSe5bQekM+BMSAtv5yWBWkp493CcloQvMsa+YrLaRGQr8fIV1pOC4E0v5HWa6ZB8K3pW3+DHsOKkNTBZ45brxkbYxztnTMOHFxc4eAZ3KDMgjPJjL6zZRVx1jJTUofU0BbEGNErOj0kiqPnMEbySJKHQnHcbrehuE7va8dJK2pjRB13Y9DOW/+IBS01Y33bAEAnB6EnzT4JwV+ACIiEn7kqEeDHf1edgJ/RwzsgfQL02C9ATqgAf6HG+7een9l7vnFP5bwnc56LHAIlHVr64TfBEM885eYfljtop3cqM1vPN2cajb3nm417PJXzTU8kkjnfNN6VwctJTj/5hjOOvsHeUkHsXeDzu8FreN6qS8il0kBCs1ZWUoG0aMR283cDwwcb0wf6ZH3txeT+AeUpIdCt+NNehgc2OZQCdns80DjQWLe/X/aD35MH+j1P8yBLIOVlOK1bDaW8FIITNtRG8YRF0ldyWyne/tPhwxPRxOSh/uEjE7GuqSNDpdEuxtnd6M4Nx3k5XWtxtSOrMxyulUZj7KoMum0fg5roVYsTyphrABYTYd81mFqkrEJ7NKkHxRNhQU99sUnVQPqqoaRJYfrWecn8mnPYfAh61UoweOsaznslUeXBlZ0mrFaCxuFJnFf1o8H1K5rEkJrDI+CtT4BhEobpnLNNXPA4BJAGrmg7psdXwFPBA3Tfi9xAvon9m2AFtdD7wlPIXyKfx/4Z3I8b44AdyNeQq9gbUL59DigkR/Wzkzh6Q2537u9zqCfnycUDS8I15PHL8SX8RHt5tn6sL5z5oXmMkoPNabnP51DazC0Elpp6/it4fKmJn+iszjYP5TXnaW2rIwdOl6891I51Thoy1p72Ggz/yFUA2RJDs93rPzifL+x6ZH39RIKzM6RdIZVN/ZnZauA9B9XeTITiJDtJoZv8KmVzufj8gV/dve8zzUowxARFv4+zcf7IxL2jH33cTnM2gnKasngd+bEhiwmoc7/NuJ80ZPMUkF0d+2fI0+agxmid0ZgS7ZCILdE0b1mSryGPLfAGA3U7oLrE3TRkQtHYUhPkkS1LzU4ueWhozelCUmCZSHs1jEPqBN/6MXSLo2nuli8WBV4JPsAT2AVV+54zoAZb32EcDgb5A01UTZu8A1lC/hZ7A5R7ql2PG8gNo82nO/ewbNyvM+4x5E/hAeN+pv38z5Br2L+D+/XLcqgb9xva93+B/r3Bz2aeMf0k+Px/Ne43tr//j1EP9p/g/q52/uvIaUOOc8b9VnB/yrjfZMh1DOhcFfsRNGqeMfESABrbroRz4RytXIM/VKMhms2zeVdloV/B4rriudqk/eaSFXP1hXkc5w9NJl49e7yy0Gy/cAVzLVP3m2tVVi+3iBpBFEPv0PasRmwFixjK2NFFM84HxlnVxOTBvv5dXkawoy5SoUgtllX7JlzRvCc80ReODO8oeYrpMEngTspFioOpUtEV6/GGp6oR9HJl+4Dm0algnHyDt9k4lugrKDGfQvHR4nSpMFvy4qyDIJziCIORajGqRDU3eFaaArKzANndZchuc1uWX0MuGm23xZClAp7/MfZ9SDP3pS1qdgVo26KIMrrSoe/tnCKoK+VLIPfqR/JtPNGxFZpoz7LJh79mC8RdPoFE/we3UkG/KLN29E/+ALWxisujkpgN+XcHpU+JIa+KMoXqVzdfRKaBKUNRSpZMP33dksG+D8q81SizF5T5N0CZM+aZQFfltJyGnKDhHrtKujIhC6+Cy8udc1sMqnCTO8OoQ/wO2eRVzOC+Tm3I5TUAjjtVDEXOUXYqFHApLG555lnMzrolf4AgqG9cpwgS9E43R1g/9zkMZ2RJC1F2+jpqd7op41Q32NP6FzC+RjFGFuHN8KTopjHURuKtn8F2G3DxFvBO62WzrjeQ+0FdA+b5IJclPAABJV8Eg3VQ+isQLoHMentYjKYy6gpcikGB/hJ4+7Ys8ko9O0ZjuW5aJzykt9pHtGjU/3XCRvp9ksLZLYcz2f0WOys7/EEwgrcgrX9i7XYWVuELkkzrHHP4373vgb/FadwCWs1pzivNAjtwBNi/ADRjMj4zbgH8QD5cZZacoEQv0r4lywPmhCsY0eRvmAQnOj2q6mSWmnqeq7TFt9S0PNCODfWs0G+anN4rgxuT0tuICB2hhVbV5UX0NXGzra9KFCXBz7u8NNdagHcJNMqofrfqtbPAq8I/D6l+xa34HQG5hXl1zC7AMWSX5T1GvNDYO4pcv9xksdAryHWoCazf16GhpG6F3zUYuMs/fnzj7LFRTRs7ftfs/aPaL0nd9e58PQoQwjD4HWGQG7s/c/9AufnZ/Xs+c39/+ehnj+48MxvKbTk5Nn9mNpzb8qAux164hJQtTcgHuV6kXR6UNAuCGgXpyeT1knQISfVF/Vb9Ysg84MaIYyBlmmyNESxDXvyykyOo67jiDjg/SdLwfrcouhUJ2XOEEjWXZDuNYQRxsyoZ7ReBK8i05UHQz7TLHBp0GHIIoqnVX59J6nwYK9+/Jlinz390jjsyg3XINM203LyDEc8Xx+L81HRoIBeySzbG3lUd7wIDDU3M7xh7En7YAzdlj6T5QsIzxS3jfZ7KtOSWehwyZZMkNlhZl4yt33G08YRRzigcQCaBhkxC/Yu5/m6jmCNBYMeu1xxNNqgFM8HdwfuDWDCI9bOY2GnG1w3p6bPdyYquV8vszXqsdHnKOpqE24K9bTFUu27OzlI6ZDI1d3IqPl6O2AhMwIP5sdTd++593xwY/JOzidG8lwsWo9HhfBgn7aC+8epE/P0PubuHIrkNJRWRy/O1MO0QbbjoTTlkx2x9fL1DkR3OWG9QSQVFp9spKC4n8A8ic3hvrFEM44glkB/V9dUHp5A5yz2QF/JD4cuKQPr1qtubqOokSZvTdk1vqcyq4BcsrkxOmM3Wu6ItaAgNIHPuWZ+qKq3XSBa3wzQeTaTis+7vIi0YQpyp83rA4LwQ0MI8/F2e5pibP4dfaxlYtwv2I+OWXQAPxhcyHlCOK81MBoskjUaJYNJq4WfaaGaN4FcWC6yNTgGnuhybGk9tenAqPZHXrLjNRti96Ubm7mMHT0T6NYGTBPgxt7t1Ta6qk8cmI0h++NBYhGRYCyZ7eSfLsxvn122wC254vSjlcv+AIMGBrUCGbtDnt4A+nwQjqfhCLGeUPBbDeM0oOY9V1vb+tSU3Y9LLQPQd53C3hMbvm950rOamfPnZ+6f6Z0jaZietzkgxPLStrKDh+4ZHd1fc7+WjfcnKzpATWIzUUJeAVCr7p5PVIx/bnD96cNtwVLDhvA7pCTy78WifMxKpbRuM9CWcPteG5rDXlx0ybbAHTiCbLPsgFyQtoiINKrPYFNsaYSo9MJmGw1vDpeFENtmJ1nWbP+xSSMQCT7b2sRRDw286eEtGCYo3j/AURjB25HmvLHtEc3+fCAeRnUCGHqgLKkCJmt1tj8W6u9GODNGejuVYbv28EddZ5pFfIb2942xp+7hDPWSx85OfeOLXDhzYviXQODw2um9I3bL90IGnpmbWT/DRge4n5W17tq7fvHPbJsR2/8nDh6fvTcUOjnRPlzW1Z6yrcSiRPgjPF4YGS3IiEnbUWgvlmXhktnegMQwZuhAxdCEO9UHZRdlTMZTB48EimTph1CCCfAOMvx2rNMJE5pWOSkRX6/Jb4y9rZzq3+DY+/UBugyhQoLu6Y73R+nyfBwkdbEzsq7qD483pzcdqykmYjTRK6VqM5yKD6coO5Afrf/PcJhYYBFlxECSRnb2nIgbCtW3FXkNPnmpUD61L+bKDgXBf0mVwrQ9ClwBGu9fwa37g19qVYZHvgMqE2pX5K8ic6npX5xbz9O1uDM9XFaVv18jwrqpyWCf/TZQ0Wgj3RpIljUToDWd39mS2n53b8Ij++5Ht6+4d9nVN7K+uu0f/vU/fywK9jNjQg8C3eRYo1zXk24ur/Nu3dAs9BPxb5F38mw6dPm6nKPvTnxJoG3nB6hJV4QM4+T2JF0RgEX62hRRkUbAesVhw/OaiYPaNDdBXEBd6H5SGYi+yiCsgmN8bQL6zaEe6zRukXYhkXvdzEfEXdHMuZ+sow5L8E92VIDMw6Mt3qThvJW3BbF+gNFt0c8mp6kl4wPn9BKcoXvaJ1Hh/zpkZ4CU+zot2q8BTnmwtHKhNbqs80C7r84gTPQo1oPxiTQkCjbzaVBQsU0181Shn1WhEUe/eLHZNb8V80ij0KqV8B9dWurNnM84hQ5yR0X2Dwb6Mz4pjrM2brEbWb9y2d8TO0kR9bBvt7fZrvUnwEAcVDGX7AwcOzQzdtQt+MD1dUkmWx2y8K8I5uOFSX511ilyj4ox6OUESWKfgwK0Onty6YXgbg+DbgI6moStIL7rf8GVR3ZfptuPLHVf2MvJtyKa3yNA7ezPHam+WR3qdm1yKR2p9l2Rs+E9xf6wrsMl5Hf7PH8Eno0/gBIE/wXrdPgb+CEMCoDQHf6B1zlgLAD2HiOhOKAtlFtKKYQTSaSwcNyUeBmV5q8Tv4NHeyaGVenT1FSNj+wdifQkFs1kZmxwtx9bPz+3V8jLLCCzckKTWG2JWPvUQ/LHezX0+O02hmMPlpxiqsW6obmMlGKh5PPEyck97bQfo5wHQz+NQBUovRFJGySMRjFXX9Pjimh7/FoeGvL1DWzNFElD75gfH5kuSXD+xK9vACRtuxxy+pK84lXbBvvneyvqstKdvIrNOFSKlcKQYYOFfycwNhLNbTo7XHr9vlLNaWd7F2uy2rpHtOUHzlSbzAxOKMLy9V5bjBbOvjkOLiIbeDYmQvIjy5FeMsvPL6rDGlUV1R9bxY5oNb92yKr4Yg8N86wJQI/g8x6AFp5e/+dcMwTNIOSk6ed1/1UAfiwK5uaGw3uY1u90VCnV1oVxHbhyQGwql29ZpWW63O7GVU57FNdMSaz1Y9PRDD3xgbtPHPaBNKxuL8sc3zz04UBsa7J98nzi5YaI+Pj05Bt+zc9+WzYNbo/VmZCityIlq8L56dDPs7y4UuuN9/kLrPzJDIa2eyZd7O23/peW2zyx4eldc11fbnus7pudabDJ31tp3cV2r93eXkIC78f67E3WeIXC7VQqktdK6rAtRt5T6N+YktW/H4NjOkrSf8pe7o8UAU53OTiOx+uP3jdG4DRhmDqCXruGtWd7jK052p+cGgU48WM5urkXcXQUP0AGz7aFbD1p+AlqFgvgFCnkF+UNQDwp5DdLdlFTUe5IRELToQ9Lo1j0HC0/8lptXUNbv4Y1Y/QXsSQuH/QQiIWbBSgKJLDStkFHh9pwnUJY8+l8M+PO/f+n1Yj+RvKorVzDefdn2MSRr+2/Q7Lh+BI8+2EIDUmAMOXnzI7b/PgRB/wdi8pHpAAAAeJxjYGRgYGBz6p8kGLY9nt/mK4M8BwMIPAoI3w+j/3v/K+YoZf8K5HIwMIFEAWh4DR0AAHicY2BkYGD/+m8yAwPH1f/ev/k4ShmAIshAiAUAob8GUwAAAHic7ZhraFxFFMf/d2Z2V0V8BqRaEpPt1tT6iNUkRWuo7eZl1CYBm2abxiQ1qWKi1ZIiBaU+ImpNoJBS1lBrREqJa1ChGLQI/dAPEqmfYioiUUpbWxL0gy1CI+t/Ntm87m6yTYoRPD/4MzPnnnNm7r3DvfdcNYwgiOoBnO8BnYs9nj6UqBa0Ubv0KD5QwJ1qBwqVwX59CxxzHUqoXuolahuVQzVSz1FbqUorFcDXjG80H8FvQoiYIOrNMCL6LBVBxHMtNjNnRLXDZ1bQVoOId5D2ldRjzONnzKaYb7E+jes9fvT4MvAw++n6GzykB1Bj7kdYNyDEto5zbVEvIqCPI9fanUG0OeeiA/rjWD/sfRphazf5Mf+w6mdsJipULzI57uR55+oPkaVXoFpdwFJ1Fh26DB3qMNsgQnozOpxDVD886hfaOTYtPNaKdiqkTtLWhSpVBaPTUGUKkaXe4XUNA+YYmnhNLgvTDf/lRSRH/4aIK/+o2zav3NuxdLbj9l7OOzfv/Xxjp2LeRZbLdgdyks5r99efuCGV3FP9jEG37keLlWu+RnRPi9s9fZwwN310ObrN62h25Xt5Mt4Znj0Xj98Y76uC8dzfjsVwL0+LVX9glW29Xs67d0yuuXvQNLWd8zyOT+bQIzOuwwaUWrliqqfvK9OOg6nMFYv9G5neAuS77N8hT7/hvq/6WQSt4v2U5uDzZ6LPZ9DM474XEPL+TDnuY3PmvoQt3vcRuGoAAfMJAt6u8f4aBFKJ9+5MzS+ez/p7r+Yc691z2GNmZNLmy3bnNg+gLpX5EuH8gHAsRzreds5HB5L6XRrbD/bZnczHPtvnuw77Lphp8/S6bRNzneF7oxWZc+W1Pp6bkekr4578cW7/VHzi6APu51pCP77TprZxVARBdRrN6olYW6L6UOwcwzK1n+/8c2h2tqLeaYme5LjZqUWz2UjfMzEV2jibw7nIcQ7WOafgtzGqDRn6d9wVy/8WMlQ+1iVak9pItVKdqZ7tfxPnRGwPj7UnFns1giAIfK52OdckPVaHkWnjZShJ5svvsJWJ2lnnHkKGy8YaUo9GL1r5CrDPaq48E7Fr8Sa1a2I8Xp8mXfModqaaezEwnXiK9adfD6OBqjBPsu4cZJuHV/UXrF/zWP/msb5119q3J6q1zXpsYx29RL+GGr0D1ayblutnUK+/xPO6FPfqIyjTR1GpD6KcaqcaqQbqQWobVU/VUhXWx7W+7MTr4zdTifMX3/ufoUx9ikfUTwioQ/w2GGJtvxer1K+0D/Hb4vzkd5RzFHXUpoXEqgNY7VzAfaoSa1Qp7laPIk0VMaYCOWo16+4q5nqcuVP1+zxadiXuq+eVsZqA+6/oSuQTBGF2Jv7VeRGK/69T76X+zy6Ww/63242i+L87dQq3xv7fHWHuPVQfyhf7PAVBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEARBEIR/H7UdN1H5VIBaTqVT2dQS6jYqzfYXNEcTCqhaasO47qEqqCBVTK21/akx0cMLOy9BEARBEARBEARB+H8R/WqxVyAIQqr8A+WAQhoAAAB4nO3V4U8TBxiA8VI7BO0q4mRdxzplUAEPdaxgh4id69zmLowxZB2bVWutQLuqFTtk9Va6Xq21lrNXDiykaZqFkMYQQwhZmoUQY5qGGD6YhZhlWUzTEGKI6QdjGkLIjpZ2QDtk2fbB7H1+f8TDYDCQJRiDYIQyqjIGMh4x2UwRs3kDsuEZa/ilYKZ3o24jloVkCbOZ2Y3Z7k3oZt7mYfY+dvBlCWcTR8aZ2qLYMpZj2IpsHc09vI21LfqKenvm9sG8wjzjqw3cTO7wa3JeAe+n14P5svzwGwZ+KV/3pnZH3o7RncqdkYKHb7UWcopyisxFUYFUEN5VuWuwWFg8VDxdIiq5XRIp1ZVGd9fuHkGaEF8Zu8xeFij7ZW/B3lB6++zr8TaaUM5aB8sqzjV5nu8dfhK1gleYn0ZgUQVaMVExlVApWOJcbb94v1u0J8kTM7VKaNG7lTQ/bT6uSkdbONBxwJwUpkVSVUtjpuMOWg9SSdNxNZK0vIeqkoJiQZJD7Kb5Ur1njnEkHHa+75EM/ZUPDEfaPxz/yPix7Kjlk/JUKJLGArpQy/2UWSesexD3mb/evOhzb0JD/ZosDZZj0mO3l2tEaKIVJGuqS/jCsJwUlaYW/tLfNNUUWu2rQDpfO9Jw03xxx8XHx2Slsh9PCE64TtpOzp1CT43I98gV8vnTitM/K6ppnjOiM4PKXKXuLJeGnQ39qbm4+Xzz6H8s3JLbIm7RAPCPjS/XyluiX+ERbaZ1RoWm0CeZVaOqMdWs6mk6aomainGrB5b7xvYve6yp1tw/Zzm3cN56gX+hTcvWurTRi8qLM23eS9xLPp1Gd/fbuXZHe+Sy+PJEB9YR/c6q5+u1V7hXfFgmpsU6MCMW/d5qyDOoO1mdts5ZY5Vx8geLiWmiTG7TU9M8bsRtOIV7cB8+go/hQfwB/hs+jUdi5swss8x852rB1aClxjJ+Db3msYqs965zYmTXh2xZNqlt8obhxjN7exejq75rlmgjMMJCOIh+YoC4Q/iJe8Qk8fAmbx2e3HziQMELqIFezq+OkOMxWUMeIWvJRlJGKkkNqSMx0kzaaZQTcQqd1U67k+pmd7d2BwAAAAAAAAAAAAAAAAAAAP6/KA51lHL38HsUPeO9SK+8N3Cr/Dn0t/yuHJfJNdEn6CP67vYX9ttjhmLuAwAAAAAAAAAA4G/4HQDwovgDVw0oDAAAAAEAABuFAKEAEAB4AAUAAgAQAC8AhwAAEkEBpAADAAF4nLVZvXMbxxVfibRlypIm44knLhJni8QiHQwoyzPyjFRBIEjCBgHOASStyrO4WwArHe5u7oMwXKRNnyZl0jr/QZpMqvwBcSZFirT5D1Kkyu+93TscQFKjeBJROLx99/Z9v7cfEEJ8eCsStwT/u7Vz+4cOviXubDUdfBvwoYO3xHtbuYO3gf+Ng98S97b+4OC3gf+bg++IZ9vnDn5HvL/9RwfviB9s/8vBd2+d3vnWwe+KX+x4Dr4n3t/5vYPv37n3o787+IH4+U8/hSa3tneg3HusFcG3xIOtDx18G/ATB2+Jn231HbwN/K8c/Jb4YOu3Dn4b+D87+I643PqHg98RH2//2sE7Qm7/1cF3b//urTsOflecv/NvB98TH+/80sH3H3yw8ycHPxCff/hP8a2Q4rF4hM8ngE6EEb5IRSwyfCYiB64NKBUJPxUwBlAkmnjTEiH+pPCAm4oZ3mU80vjWoL7EMwDlfXFXHAMeA6fFAjQD8NPgMhJLhqTogfcSnAuWGQKasi4Snxg0S8wtpchK60fiU0AfVaPPRIM1UOCQgFZCroIc4uGLV472c4xmwNLbAhpmlUUj4A1bEd6oz4Q9IcVzjMd4Q1jFfli30fKJnaWSpRR467O9pX8XmJsypgBVwH6TwM8YdyK60Im8Y3hexJ59xvM1U2gxh0zyc8BP6TQqaSXjM46qgS5l/FZ20PscWhjMzOAF8a18/OjxJ/LE+GmcxZNctuM0iVOVmzhqylYYSs9MZ3kmPZ3p9FIHzft3j/U41Qs5SHQ0WiZa9tQyLnIZxlPjSz9OlilNkcT60afyI/r6rCE9FSYzeawiP/ZfAft5PIvkcRFkJGg0M5kM63wmcSqfm3FofBVKJxE0MYTKLC5SX0vSd6FSLYso0KnMZ1qedEeyZ3wdZfqZzLSWej7WQaADGVqsDHTmpyYh+1hGoHNlwgyuaHNkDUfVYKhCM04BUI5PEbGQoyc8PS1CBeBq/TzlClrjUjn2qawY3iTonBMiq4L2BAF6jKc412lG+j5pPn5y8/R1fJmTijOMqjng/CEbXnGuTtZy72ovmPK4QB6V1FRZc4ypygxnWrOST8FRMk9VoOcqfSXjiQ1IlVjTNC4SQvvxPFGR0eTzN+9B4toUFaiWAhx2QZmJPZfhUhwxzxizRa/wd1W2h0DLozSO89c5ao4ptixtESsuLOlanGEnTICdcwEtMVoAyrn5ZFBkDDhkBazrqMgNnlPXHizXnANhZUZcxj4bG7n4U3PqsismwJALCm4bGfPVrgEZLmTbADJuhRmH17ZpalOJw5dS5pzEObcGq2UEzJylWp4Zt4eVBiQxYVtsOMpgWN1DbpXU/mauXZNWNkF81t+wxXnVzK3PrBTbvCJnl02wMVOuNK5bRF77mudZq19h3LxScA+Z25w5LNkPhVuc6v4u0z5y7Tvl9MldlLOqMWuOtXRFYK2xOk4dDVXrN457DitshC6rKCnOESq6+ZpdZbL70ESxfN/J3yypeYzmhp6nogwdLTUTOVFzEy7lwuQzmRXjPNQStRUFJpqiQYI013PMjAKUWhqhdzRlN5cTrfIi1ZlMNTqqySHDzxoymys0eV8lgGnKvAhzk4BlVMx1CspM58wgk0kao+6o7MA9DOOFnKHRS4Ny9nNpIplT34dmmIJ+G0EWyn1spszYCsr11zkmm1e6WTbEh5mcq2gp/QLri9WbOkeEhp8q2JKajLq7VnOJBgIx4DgFJjPfgDyPYdAlmaQkFoO5lUVtwp+pFIrpFB6l5Mu5IJ6KffwFvEegRJ9f6UBN1+f2AS858accINpjLIFVSAG7VxCzPE+yp/v7QexnzXnZoJrocPv5MomnqUpmy301xrK20sFqEHLforSbcEnZsrOSmS/YhoWvskkcIQBgeX23zDg5Ey4Buyco+VFxvGBNbUEsOZHtPiGv9j4ldZm+vmsxlIwN7qdEl7g9Ur2dJFwskUtjy0W7sXKtQ3PiG7bcajdmPcoC3Ny/5G6GbQnpFcyksqHxRmuYbV4B+zp3TdLuVq3cRiVn0wJb7Av2k8+t7TqfLZylhvedIe8w7T74qu9pjm2Au6DfW9vPXc/d6vB9fVvfLdpFSLplJOfI+WvtfNOCVfPe1OtZLQfIEmuLXdTKVTutFsiAl4iIlwp1o6U299RaVtkGG7untcrCBdeR3a0H3G6N22lbPkQZcsu+OUftmSZykVlxLyvE1Ba/GS8vxvnZnnHoM3KeJjvKxbD09HpmNzg6iuGg2gps7vw3q2F3o2doPrksePEznAEUWQUceWkKivLdvuP51cZpYs9V8KpjrBauUpv/5rz2hucj+eMNHr2Sh/xJldEvgbOxKjPHLqShO1etMvx1Z74yM28+95XRO60qKKttum3cbTZoJ8/2/8jFv8F2p+5MVu6M7TI+dbEu89nmV+I2dlZCzNtExbaW2aLE6uy72df+D/GovKTYdvKdcT0/cDXru61hxLrWT5KGN48Z56fT8eb4Ah6un34R8b2aj4LahrZeE2/MT6w24SX19V2usdHlSt9vzg55E2s27C71Wt1MrCpntSKVMWyI8jBBh4ZyrGsZkvBxIeR8m9VWWqv1mHXRbsUqqljW+4mN4b6LeMaVElY6lLW9nktv7tX6Sm+trK846zm98sSC/Tj/nnEsV4WCD0PWM7qmQcBPkrnyy0tQ+LU1JH9NT7YrQMAWlCvf0yvd3O7vLhm+7j4q4vWiXHHqR4pyzbiur6zPyrhf2HiNne3Xr7/qhqimlQcyztSIudtKunpY+75ZUF/rjkWHKQbiEKMLrJ4eY7rASXRTD2/OMToA9gCYh6AYuvcPOWIXvCYdg+6M1zvLw8Ozj/EL7nWHQvKYRl+Avg9eNLcjvmQZHXAbMqXHvE+A7eG74+hoRhuYM4wJPuJuaOX1McvesHXd+mg1HQEvKwvXteqyxFKzE4w88D92b1vg3WV+pD/JP2S4X+l56DRtsY+IM/FsQ6Mejwh7hu9T0A1Zfottttr22YZDvLe2dFgDktx0tlo68s+5e0MxIv16+FtZ1WIfHLM2K/+18X0KzYn/Ed6OeKUYYOYBWzpk73Wcz8jaHo9WVtlItdka8ir54ADwCT5Hle88flpdvBq3dd9d8PsVlbWv5Z5t9tyARzYabR6NOFb0tuFi6bEdm1IvOBM7TNVii4dVhhxy9lrty+y0MgY1Taw8im1dlzKr5WtqxHIp35+5SF/1C3m9xT4hvYaV5Js42/qs3Y1lRZKERgeSjo1N+SIucLheyiLTOFSbjNF0ZvZTrXLdkIHJklAt7dk/SQ3e+iDR+FY48et0bvIc7MZLPpSXt6g4Vc9xuk9LYEISGlcv/ZI0Dgo/b9DNxSXmNmhOKQBH+cXM+LOaZgsINZEfFoEOVtrHUbiUu2bP3ubWyMHhddray18TTWWqszw1vr27KAXwlUXJ6xl7YNdASq7ndL+Y0iVLEC+iMFbBuveUdZVOyZwYovAs8qTIZaDJTKKZ6TBZ92hTtqKlI6eAGL5SmZmxyfle/f7dEZSexHS1Qko7ZzfkWGXQNo6qK+4yDLvuokBHzYV5ZRIdGNWM0+k+jfZB+ZW7DN9DgDkx+MKE2Fx/e3/drftfHEWPKL4jR7+MYRU5R1/qME6sw9fv98mZazf8ZN4pBSjjq2zYDjdozJumCt4JGnKSas33wzOVTmE1+Rn+QlTBQMbjXJmI3KL4N4Yy197cDlJJZVnsG0U5EsR+MUdUlP0pwITwzS5xXLNXDt2PDN/tsUYBX57ZSFxLx9dyhK6lXMOlHGlfvg4NctXKJl6p/ZUFEriQyMIGXf2ZCX1rdkhSwKBsxkUL1uOCCjgjpMsTWLgPwzNNN3pxYuwF3I2q2qKHSFs4ztOsxGIWz19jI5VCkUZQRjODIJZZzLq81H5eptgqk1EAgeHie1qmuRrHl7r2a1EU51Q49vbPuGK2ueJeZTO6QBzrtfpVNVNTUiDLkU4GQaquKl/nAlt1xx05HByOLlpeR3aH8tQbnHcPOgfyYWuI8cOGvOiOjgdnIwkKr9UfvZCDQ9nqv5BfdPsHDdn58tTrDIdy4MnuyWmv2wGu22/3zg66/SP5HPP6g5HsdVGPYDoaSBLoWHU7Q2J20vHaxxi2nnd73dGLhjzsjvrE8xBMW/K05Y267bNey5OnZ97pYNiB+AOw7Xf7hx6kdE46/VETUoGTnXMM5PC41euxqNYZtPdYv/bg9IXXPToeyeNB76AD5PMONGs973WsKBjV7rW6Jw150DppHXV41gBcPCZz2l0cdxgFeS38b4+6gz6Z0R70Rx6GDVjpjaqpF91hpyFbXndIDjn0BmBP7sSMATPBvH7HciFXy7WIgITGZ8POSpeDTqsHXkOaXCdGPP+Xl71vdsEr/gOGcEFrAHicbNZTlGRpF7brWLa9VpbtynCUbdu2bdu2bdu2bdtV3WXvf/+7v5h5sPug4z3peWeO0c8V6UN9//efP7xvmO//5x9v6P/5F+JDfZiP8NE+zsf7BJ/kk32KT/VpPt1n+Eyf5bN9js/1eb4EXzJfKl9aXzpfel8GX0ZfJl9mX1ZfNl92Xw5fTl+iz+8L+EK+sC/ii/py+fL48vqK+Ir6ivmK+0r4SvpK+Ur7yvjK+sr5yvsq+Cr6Kvkq+6r6qvmq+2r4avnq+OoiKIIhOEIgJEIhNMIgLMIhPCIgIiIhMqIgKqIhOmIgJmIhNuIgLuIhCUgyJDmSAkmJpEJSI2mQtEg6JD2SAcmIZEIyI1mQrEg2JDuSA8mJJCJ+JIAEkRASRiJIFIkhuZDcSB4kL5IPyY8UQAoihZDCSBGkKFIMKY6UQEoipZDSSBmkLFIOKY9UQCoilZDKSBWkKlINqY7UQGoitZDaSB2kLlIPqY80QBoijZDGSBOkKdIMaY60QFoirZDWSBukLdIOaY90QDoinZDOSBekK9IN6Y70QHoivZDeSB+kL9IP6Y8MQAYig5DByBBkKDIMGY6MQEYio5DRyBhkLDIOGY9MQCYik5DJyBRkKjINmY7MQGYis5DZyBxkLjIPmY8sQBYii5DFyBJkKbIMWY6sQFYiq5DVyBpkLbIOWY9sQDYim5DNyBZkK7IN2Y7sQHYiu5DdyB5kL7IP2Y8cQA4ih5DDyBHkKHIMOY6cQE4ip5DTyBnkLHIOOY9cQC4il5DLyBXkKnINuY7cQG4it5DbyB3kLnIPuY88QB4ij5DHyBPkKfIMeY68QF4ir5DXyBvkLfIOeY98QP5B/kU+Ip+Qz8gX5CvyDfmO/EB+Ir+Q38gf5C/qQxEURTEURwmURCmURhmURTmURwVURCVURhVURTVURw3URC3URh3URT00AU2GJkdToCnRVGhqNA2aFk2HpkczoBnRTGhmNAuaFc2GZkdzoDnRRNSPBtAgGkLDaASNojE0F5obzYPmRfOh+dECaEG0EFoYLYIWRYuhxdESaEm0FFoaLYOWRcuh5dEKaEW0EloZrYJWRauh1dEaaE20FlobrYPWReuh9dEGaEO0EdoYbYI2RZuhzdEWaEu0FdoabYO2Rduh7dEOaEe0E9oZ7YJ2Rbuh3dEeaE+0F9ob7YP2Rfuh/dEB6EB0EDoYHYIORYehw9ER6Eh0FDoaHYOORceh49EJ6ER0EjoZnYJORaeh09EZ6Ex0FjobnYPOReeh89EF6EJ0EboYXYIuRZehy9EV6Ep0FboaXYOuRdeh69EN6EZ0E7oZ3YJuRbeh29Ed6E50F7ob3YPuRfeh+9ED6EH0EHoYPYIeRY+hx9ET6En0FHoaPYOeRc+h59EL6EX0EnoZvYJeRa+h19Eb6E30FnobvYPeRe+h99EH6EP0EfoYfYI+RZ+hz9EX6Ev0FfoafYO+Rd+h79EP6D/ov+hH9BP6Gf2CfkW/od/RH+hP9Bf6G/2D/sV8GIKhGIbhGIGRGIXRGIOxGIfxmICJmITJmIKpmIbpmIGZmIXZmIO5mIclYMmw5FgKLCWWCkuNpcHSYumw9FgGLCOWCcuMZcGyYtmw7FgOLCeWiPmxABbEQlgYi2BRLIblwnJjebC8WD4sP1YAK4gVwgpjRbCiWDGsOFYCK4mVwkpjZbCyWDmsPFYBq4hVwipjVbCqWDWsOlYDq4nVwmpjdbC6WD2sPtYAa4g1whpjTbCmWDOsOdYCa4m1wlpjbbC2WDusPdYB64h1wjpjXbCuWDesO9YD64n1wnpjfbC+WD+sPzYAG4gNwgZjQ7Ch2DBsODYCG4mNwkZjY7Cx2DhsPDYBm4hNwiZjU7Cp2DRsOjYDm4nNwmZjc7C52DxsPrYAW4gtwhZjS7Cl2DJsObYCW4mtwlZja7C12DpsPbYB24htwjZjW7Ct2DZsO7YD24ntwnZje7C92D5sP3YAO4gdwg5jR7Cj2DHsOHYCO4mdwk5jZ7Cz2DnsPHYBu4hdwi5jV7Cr2DXsOnYDu4ndwm5jd7C72D3sPvYAe4g9wh5jT7Cn2DPsOfYCe4m9wl5jb7C32DvsPfYB+wf7F/uIfcI+Y1+wr9g37Dv2A/uJ/cJ+Y3+wv7gPR3AUx3AcJ3ASp3AaZ3AW53AeF3ARl3AZV3AV13AdN3ATt3Abd3AX9/AEPBmeHE+Bp8RT4anxNHhaPB2eHs+AZ8Qz4ZnxLHhWPBueHc+B58QTcT8ewIN4CA/jETyKx/BceG48D54Xz4fnxwvgBfFCeGG8CF4UL4YXx0vgJfFSeGm8DF4WL4eXxyvgFfFKeGW8Cl4Vr4ZXx2vgNfFaeG28Dl4Xr4fXxxvgDfFGeGO8Cd4Ub4Y3x1vgLfFWeGu8Dd4Wb4e3xzvgHfFOeGe8C94V74Z3x3vgPfFeeG+8D94X74f3xwfgA/FB+GB8CD4UH4YPx0fgI/FR+Gh8DD4WH4ePxyfgE/FJ+GR8Cj4Vn4ZPx2fgM/FZ+Gx8Dj4Xn4fPxxfgC/FF+GJ8Cb4UX4Yvx1fgK/FV+Gp8Db4WX4evxzfgG/FN+GZ8C74V34Zvx3fgO/Fd+G58D74X34fvxw/gB/FD+GH8CH4UP4Yfx0/gJ/FT+Gn8DH4WP4efxy/gF/FL+GX8Cn4Vv4Zfx2/gN/Fb+G38Dn4Xv4ffxx/gD/FH+GP8Cf4Uf4Y/x1/gL/FX+Gv8Df4Wf4e/xz/g/+D/4h/xT/hn/Av+Ff+Gf8d/4D/xX/hv/A/+l/ARCIESGIETBEESFEETDMESHMETAiESEiETCqESGqETBmESFmETDuESHpFAJCOSEymIlEQqIjWRhkhLpCPSExmIjEQmIjORhchKZCOyEzmInEQi4ScCRJAIEWEiQkSJGJGLyE3kIfIS+Yj8RAGiIFGIKEwUIYoSxYjiRAmiJFGKKE2UIcoS5YjyRAWiIlGJqExUIaoS1YjqRA2iJlGLqE3UIeoS9Yj6RAOiIdGIaEw0IZoSzYjmRAuiJdGKaE20IdoS7Yj2RAeiI9GJ6Ex0IboS3YjuRA+iJ9GL6E30IfoS/Yj+xABiIDGIGEwMIYYSw4jhxAhiJDGKGE2MIcYS44jxxARiIjGJmExMIaYS04jpxAxiJjGLmE3MIeYS84j5xAJiIbGIWEwsIZYSy4jlxApiJbGKWE2sIdYS64j1xAZiI7GJ2ExsIbYS24jtxA5iJ7GL2E3sIfYS+4j9xAHiIHGIOEwcIY4Sx4jjxAniJHGKOE2cIc4S54jzxAXiInGJuExcIa4S14jrxA3iJnGLuE3cIe4S94j7xAPiIfGIeEw8IZ4Sz4jnxAviJfGKeE28Id4S74j3xAfiH+Jf4iPxifhMfCG+Et+I78QP4ifxi/hN/CH+kj4SIVESI3GSIEmSImmSIVmSI3lSIEVSImVSIVVSI3XSIE3SIm3SIV3SIxPIZGRyMgWZkkxFpibTkGnJdGR6MgOZkcxEZiazkFnJbGR2MgeZk0wk/WSADJIhMkxGyCgZI3ORuck8ZF4yH5mfLEAWJAuRhckiZFGyGFmcLEGWJEuRpckyZFmyHFmerEBWJCuRlckqZFWyGlmdrEHWJGuRtck6ZF2yHlmfbEA2JBuRjckmZFOyGdmcbEG2JFuRrck2ZFuyHdme7EB2JDuRnckuZFeyG9md7EH2JHuRvck+ZF+yH9mfHEAOJAeRg8kh5FByGDmcHEGOJEeRo8kx5FhyHDmenEBOJCeRk8kp5FRyGjmdnEHOJGeRs8k55FxyHjmfXEAuJBeRi8kl5FJyGbmcXEGuJFeRq8k15FpyHbme3EBuJDeRm8kt5FZyG7md3EHuJHeRu8k95F5yH7mfPEAeJA+Rh8kj5FHyGHmcPEGeJE+Rp8kz5FnyHHmevEBeJC+Rl8kr5FXyGnmdvEHeJG+Rt8k75F3yHnmffEA+JB+Rj8kn5FPyGfmcfEG+JF+Rr8k35FvyHfme/ED+Q/5LfiQ/kZ/JL+RX8hv5nfxB/iR/kb/JP+RfykchFEphFE4RFElRFE0xFEtxFE8JlEhJlEwplEpplE4ZlElZlE05lEt5VAKVjEpOpaBSUqmo1FQaKi2VjkpPZaAyUpmozFQWKiuVjcpO5aByUomUnwpQQSpEhakIFaViVC4qN5WHykvlo/JTBaiCVCGqMFWEKkoVo4pTJaiSVCmqNFWGKkuVo8pTFaiKVCWqMlWFqkpVo6pTNaiaVC2qNlWHqkvVo+pTDaiGVCOqMdWEako1o5pTLaiWVCuqNdWGaku1o9pTHaiOVCeqM9WF6kp1o7pTPaieVC+qN9WH6kv1o/pTA6iB1CBqMDWEGkoNo4ZTI6iR1ChqNDWGGkuNo8ZTE6iJ1CRqMjWFmkpNo6ZTM6iZ1CxqNjWHmkvNo+ZTC6iF1CJqMbWEWkoto5ZTK6iV1CpqNbWGWkuto9ZTG6iN1CZqM7WF2kpto7ZTO6id1C5qN7WH2kvto/ZTB6iD1CHqMHWEOkodo45TJ6iT1CnqNHWGOkudo85TF6iL1CXqMnWFukpdo65TN6ib1C3qNnWHukvdo+5TD6iH1CPqMfWEeko9o55TL6iX1CvqNfWGeku9o95TH6h/qH+pj9Qn6jP1hfpKfaO+Uz+on9Qv6jf1h/pL+2iERmmMxmmCJmmKpmmGZmmO5mmBFmmJlmmFVmmN1mmDNmmLtmmHdmmPTqCT0cnpFHRKOhWdmk5Dp6XT0enpDHRGOhOdmc5CZ6Wz0dnpHHROOpH20wE6SIfoMB2ho3SMzkXnpvPQeel8dH66AF2QLkQXpovQRelidHG6BF2SLkWXpsvQZelydHm6Al2RrkRXpqvQVelqdHW6Bl2TrkXXpuvQdel6dH26Ad2QbkQ3ppvQTelmdHO6Bd2SbkW3ptvQbel2dHu6A92R7kR3prvQXeludHe6B92T7kX3pvvQfel+dH96AD2QHkQPpofQQ+lh9HB6BD2SHkWPpsfQY+lx9Hh6Aj2RnkRPpqfQU+lp9HR6Bj2TnkXPpufQc+l59Hx6Ab2QXkQvppfQS+ll9HJ6Bb2SXkWvptfQa+l19Hp6A72R3kRvprfQW+lt9HZ6B72T3kXvpvfQe+l99H76AH2QPkQfpo/QR+lj9HH6BH2SPkWfps/QZ+lz9Hn6An2RvkRfpq/QV+lr9HX6Bn2TvkXfpu/Qd+l79H36Af2QfkQ/pp/QT+ln9HP6Bf2SfkW/pt/Qb+l39Hv6A/0P/S/9kf5Ef6a/0F/pb/R3+gf9k/5F/6b/0H8ZH4MwKIMxOEMwJEMxNMMwLMMxPCMwIiMxMqMwKqMxOmMwJmMxNuMwLuMxCUwyJjmTgknJpGJSM2mYtEw6Jj2TgcnIZGIyM1mYrEw2JjuTg8nJJDJ+JsAEmRATZiJMlIkxuZjcTB4mL5OPyc8UYAoyhZjCTBGmKFOMKc6UYEoypZjSTBmmLFOOKc9UYCoylZjKTBWmKlONqc7UYGoytZjaTB2mLlOPqc80YBoyjZjGTBOmKdOMac60YFoyrZjWTBumLdOOac90YDoynZjOTBemK9ON6c70YHoyvZjeTB+mL9OP6c8MYAYyg5jBzBBmKDOMGc6MYEYyo5jRzBhmLDOOGc9MYCYyk5jJzBRmKjONmc7MYGYys5jZzBxmLjOPmc8sYBYyi5jFzBJmKbOMWc6sYFYyq5jVzBpmLbOOWc9sYDYym5jNzBZmK7ON2c7sYHYyu5jdzB5mL7OP2c8cYA4yh5jDzBHmKHOMOc6cYE4yp5jTzBnmLHOOOc9cYC4yl5jLzBXmKnONuc7cYG4yt5jbzB3mLnOPuc88YB4yj5jHzBPmKfOMec68YF4yr5jXzBvmLfOOec98YP5h/mU+Mp+Yz8wX5ivzjfnO/GB+Mr+Y38wf5i/rYxEWZTEWZwmWZCmWZhmWZTmWZwVWZCVWZhVWZTVWZw3WZC3WZh3WZT02gU3GJmdTsCnZVGxqNg2blk3HpmczsBnZTGxmNgublc3GZmdzsDnZRNbPBtggG2LDbISNsjE2F5ubzcPmZfOx+dkCbEG2EFuYLcIWZYuxxdkSbEm2FFuaLcOWZcux5dkKbEW2EluZrcJWZaux1dkabE22FlubrcPWZeux9dkGbEO2EduYbcI2ZZuxzdkWbEu2FduabcO2Zdux7dkObEe2E9uZ7cJ2Zbux3dkebE+2F9ub7cP2Zfux/dkB7EB2EDuYHcIOZYexw9kR7Eh2FDuaHcOOZcex49kJ7ER2EjuZncJOZaex09kZ7Ex2FjubncPOZeex89kF7EJ2EbuYXcIuZZexy9kV7Ep2FbuaXcOuZdex69kN7EZ2E7uZ3cJuZbex29kd7E52F7ub3cPuZfex+9kD7EH2EHuYPcIeZY+xx9kT7En2FHuaPcOeZc+x59kL7EX2EnuZvcJeZa+x19kb7E32FnubvcPeZe+x99kH7EP2EfuYfcI+ZZ+xz9kX7Ev2FfuafcO+Zd+x79kP7D/sv+xH9hP7mf3CfmW/sd/ZH+xP9hf7m/3D/uV8HMKhHMbhHMGRHMXRHMOxHMfxnMCJnMTJnMKpnMbpnMGZnMXZnMO5nMclcMm45FwKLiWXikvNpeHScum49FwGLiOXicvMZeGyctm47FwOLieXyPm5ABfkQlyYi3BRLsbl4nJzebi8XD4uP1eAK8gV4gpzRbiiXDGuOFeCK8mV4kpzZbiyXDmuPFeBq8hV4ipzVbiqXDWuOleDq8nV4mpzdbi6XD2uPteAa8g14hpzTbimXDOuOdeCa8m14lpzbbi2XDuuPdeB68h14jpzXbiuXDeuO9eD68n14npzfbi+XD+uPzeAG8gN4gZzQ7ih3DBuODeCG8mN4kZzY7ix3DhuPDeBm8hN4iZzU7ip3DRuOjeDm8nN4mZzc7i53DxuPreAW8gt4hZzS7il3DJuObeCW8mt4lZza7i13DpuPbeB28ht4jZzW7it3DZuO7eD28nt4nZze7i93D5uP3eAO8gd4g5zR7ij3DHuOHeCO8md4k5zZ7iz3DnuPHeBu8hd4i5zV7ir3DXuOneDu8nd4m5zd7i73D3uPveAe8g94h5zT7in3DPuOfeCe8m94l5zb7i33DvuPfeB+4f7l/vIfeI+c1+4r9w37jv3g/vJ/eJ+c3+4v7yPR3iUx3icJ3iSp3iaZ3iW53ieF3iRl3iZV3iV13idN3iTt3ibd3iX9/gEPhmfnE/Bp+RT8an5NHxaPh2fns/AZ+Qz8Zn5LHxWPhufnc/B5+QTeT8f4IN8iA/zET7Kx/hcfG4+D5+Xz8fn5wvwBflCfGG+CF+UL8YX50vwJflSfGm+DF+WL8eX5yvwFflKfGW+Cl+Vr8ZX52vwNflafG2+Dl+Xr8fX5xvwDflGfGO+Cd+Ub8Y351vwLflWfGu+Dd+Wb8e35zvwHflOfGe+C9+V78Z353vwPflefG++D9+X78f35wfwA/lB/GB+CD+UH8YP50fwI/lR/Gh+DD+WH8eP5yfwE/lJ/GR+Cj+Vn8ZP52fwM/lZ/Gx+Dj+Xn8fP5xfwC/lF/GJ+Cb+UX8Yv51fwK/lV/Gp+Db+WX8ev5zfwG/lN/GZ+C7+V38Zv53fwO/ld/G5+D7+X38fv5w/wB/lD/GH+CH+UP8Yf50/wJ/lT/Gn+DH+WP8ef5y/wF/lL/GX+Cn+Vv8Zf52/wN/lb/G3+Dn+Xv8ff5x/wD/lH/GP+Cf+Uf8Y/51/wL/lX/Gv+Df+Wf8e/5z/w//D/8h/5T/xn/gv/lf/Gf+d/8D/5X/xv/g//V/AJiIAKmIALhEAKlEALjMAKnMALgiAKkiALiqAKmqALhmAKlmALjuAKnpAgJBOSCymElEIqIbWQRkgrpBPSCxmEjEImIbOQRcgqZBOyCzmEnEKi4BcCQlAICWEhIkSFmJBLyC3kEfIK+YT8QgGhoFBIKCwUEYoKxYTiQgmhpFBKKC2UEcoK5YTyQgWholBJqCxUEaoK1YTqQg2hplBLqC3UEeoK9YT6QgOhodBIaCw0EZoKzYTmQguhpdBKaC20EdoK7YT2Qgeho9BJ6Cx0EboK3YTuQg+hp9BL6C30EfoK/YT+wgBhoDBIGCwMEYYKw4ThwghhpDBKGC2MEcYK44TxwgRhojBJmCxMEaYK04TpwgxhpjBLmC3MEeYK84T5wgJhobBIWCwsEZYKy4TlwgphpbBKWC2sEdYK64T1wgZho7BJ2CxsEbYK24Ttwg5hp7BL2C3sEfYK+4T9wgHhoHBIOCwcEY4Kx4TjwgnhpHBKOC2cEc4K54TzwgXhonBJuCxcEa4K14Trwg3hpnBLuC3cEe4K94T7wgPhofBIeCw8EZ4Kz4TnwgvhpfBKeC28Ed4K74T3wgfhH+Ff4aPwSfgsfBG+Ct+E78IP4afwS/gt/BH+ij4REVERE3GREEmREmmREVmRE3lREEVREmVREVVRE3XREE3REm3REV3RExPEZGJyMYWYUkwlphbTiGnFdGJ6MYOYUcwkZhaziFnFbGJ2MYeYU0wU/WJADIohMSxGxKgYE3OJucU8Yl4xn5hfLCAWFAuJhcUiYlGxmFhcLCGWFEuJpcUyYlmxnFherCBWFCuJlcUqYlWxmlhdrCHWFGuJtcU6Yl2xnlhfbCA2FBuJjcUmYlOxmdhcbCG2FFuJrcU2Yluxndhe7CB2FDuJncUuYlexm9hd7CH2FHuJvcU+Yl+xn9hfHCAOFAeJg8Uh4lBxmDhcHCGOFEeJo8Ux4lhxnDhenCBOFCeJk8Up4lRxmjhdnCHOFGeJs8U54lxxnjhfXCAuFBeJi8Ul4lJxmbhcXCGuFFeJq8U14lpxnbhe3CBuFDeJm8Ut4lZxm7hd3CHuFHeJu8U94l5xn7hfPCAeFA+Jh8Uj4lHxmHhcPCGeFE+Jp8Uz4lnxnHhevCBeFC+Jl8Ur4lXxmnhdvCHeFG+Jt8U74l3xnnhffCA+FB+Jj8Un4lPxmfhcfCG+FF+Jr8U34lvxnfhe/CD+I/4rfhQ/iZ/FL+JX8Zv4Xfwh/hR/ib/FP+JfySchEiphEi4REilREi0xEitxEi8JkihJkiwpkippki4ZkilZki05kit5UoKUTEoupZBSSqmk1FIaKa2UTkovZZAySpmkzFIWKauUTcou5ZBySomSXwpIQSkkhaWIFJViUi4pt5RHyivlk/JLBaSCUiGpsFREKioVk4pLJaSSUimptFRGKiuVk8pLFaSKUiWpslRFqipVk6pLNaSaUi2ptlRHqivVk+pLDaSGUiOpsdREaio1k5pLLaSWUiuptdRGaiu1k9pLHaSOUieps9RF6ip1k7pLPaSeUi+pt9RH6iv1k/pLA6SB0iBpsDREGioNk4ZLI6SR0ihptDRGGiuNk8ZLE6SJ0iRpsjRFmipNk6ZLM6SZ0ixptjRHmivNk+ZLC6SF0iJpsbREWiotk5ZLK6SV0ipptbRGWiutk9ZLG6SN0iZps7RF2iptk7ZLO6Sd0i5pt7RH2ivtk/ZLB6SD0iHpsHREOiodk45LJ6ST0inptHRGOiudk85LF6SL0iXpsnRFuipdk65LN6Sb0i3ptnRHuivdk+5LD6SH0iPpsfREeio9k55LL6SX0ivptfRGeiu9k95LH6R/pH+lj9In6bP0RfoqfZO+Sz+kn9Iv6bf0R/or+2RERmVMxmVCJmVKpmVGZmVO5mVBFmVJlmVFVmVN1mVDNmVLtmVHdmVPTpCTycnlFHJKOZWcWk4jp5XTyenlDHJGOZOcWc4iZ5WzydnlHHJOOVH2ywE5KIfksByRo3JMziXnlvPIeeV8cn65gFxQLiQXlovIReVicnG5hFxSLiWXlsvIZeVycnm5glxRriRXlqvIVeVqcnW5hlxTriXXluvIdeV6cn25gdxQbiQ3lpvITeVmcnO5hdxSbiW3ltvIbeV2cnu5g9xR7iR3lrvIXeVucne5h9xT7iX3lvvIfeV+cn95gDxQHiQPlofIQ+Vh8nB5hDxSHiWPlsfIY+Vx8nh5gjxRniRPlqfIU+Vp8nR5hjxTniXPlufIc+V58nx5gbxQXiQvlpfIS+Vl8nJ5hbxSXiWvltfIa+V18np5g7xR3iRvlrfIW+Vt8nZ5h7xT3iXvlvfIe+V98n75gHxQPiQflo/IR+Vj8nH5hHxSPiWfls/IZ+Vz8nn5gnxRviRflq/IV+Vr8nX5hnxTviXflu/Id+V78n35gfxQfiQ/lp/IT+Vn8nP5hfxSfiW/lt/Ib+V38nv5g/yP/K/8Uf4kf5a/yF/lb/J3+Yf8U/4l/5b/yH8Vn4IoqIIpuEIopEIptMIorMIpvCIooiIpsqIoqqIpumIopmIptuIoruIpCUoyJbmSQkmppFJSK2mUtEo6Jb2SQcmoZFIyK1mUrEo2JbuSQ8mpJCp+JaAElZASViJKVIkpuZTcSh4lr5JPya8UUAoqhZTCShGlqFJMKa6UUEoqpZTSShmlrFJOKa9UUCoqlZTKShWlqlJNqa7UUGoqtZTaSh2lrlJPqa80UBoqjZTGShOlqdJMaa60UFoqrZTWShulrdJOaa90UDoqnZTOShelq9JN6a70UHoqvZTeSh+lr9JP6a8MUAYqg5TByhBlqDJMGa6MUEYqo5TRyhhlrDJOGa9MUCYqk5TJyhRlqjJNma7MUGYqs5TZyhxlrjJPma8sUBYqi5TFyhJlqbJMWa6sUFYqq5TVyhplrbJOWa9sUDYqm5TNyhZlq7JN2a7sUHYqu5Tdyh5lr7JP2a8cUA4qh5TDyhHlqHJMOa6cUE4qp5TTyhnlrHJOOa9cUC4ql5TLyhXlqnJNua7cUG4qt5Tbyh3lrnJPua88UB4qj5THyhPlqfJMea68UF4qr5TXyhvlrfJOea98UP5R/lU+Kp+Uz8oX5avyTfmu/FB+Kr+U38of5a/qUxEVVTEVVwmVVCmVVhmVVTmVVwVVVCVVVhVVVTVVVw3VVC3VVh3VVT01QU2mJldTqCnVVGpqNY2aVk2nplczqBnVTGpmNYuaVc2mZldzqDnVRNWvBtSgGlLDakSNqjE1l5pbzaPmVfOp+dUCakG1kFpYLaIWVYupxdUSakm1lFpaLaOWVcup5dUKakW1klpZraJWVaup1dUaak21llpbraPWVeup9dUGakO1kdpYbaI2VZupzdUWaku1ldpabaO2Vdup7dUOake1k9pZ7aJ2Vbup3dUeak+1l9pb7aP2Vfup/dUB6kB1kDpYHaIOVYepw9UR6kh1lDpaHaOOVcep49UJ6kR1kjpZnaJOVaep09UZ6kx1ljpbnaPOVeep89UF6kJ1kbpYXaIuVZepy9UV6kp1lbpaXaOuVdep69UN6kZ1k7pZ3aJuVbep29Ud6k51l7pb3aPuVfep+9UD6kH1kHpYPaIeVY+px9UT6kn1lHpaPaOeVc+p59UL6kX1knpZvaJeVa+p19Ub6k31lnpbvaPeVe+p99UH6kP1kfpYfaI+VZ+pz9UX6kv1lfpafaO+Vd+p79UP6j/qv+pH9ZP6Wf2iflW/qd/VH+pP9Zf6W/2j/tV8GqKhGqbhGqGRGqXRGqOxGqfxmqCJmqTJmqKpmqbpmqGZmqXZmqO5mqclaMm05FoKLaWWSkutpdHSaum09FoGLaOWScusZdGyatm07FoOLaeWqPm1gBbUQlpYi2hRLabl0nJrebS8Wj4tv1ZAK6gV0gprRbSiWjGtuFZCK6mV0kprZbSyWjmtvFZBq6hV0iprVbSqWjWtulZDq6nV0mprdbS6Wj2tvtZAa6g10hprTbSmWjOtudZCa6m10lprbbS2WjutvdZB66h10jprXbSuWjetu9ZD66n10nprfbS+Wj+tvzZAG6gN0gZrQ7Sh2jBtuDZCG6mN0kZrY7Sx2jhtvDZBm6hN0iZrU7Sp2jRtujZDm6nN0mZrc7S52jxtvrZAW6gt0hZrS7Sl2jJtubZCW6mt0lZra7S12jptvbZB26ht0jZrW7St2jZtu7ZD26nt0nZre7S92j5tv3ZAO6gd0g5rR7Sj2jHtuHZCO6md0k5rZ7Sz2jntvHZBu6hd0i5rV7Sr2jXtunZDu6nd0m5rd7S72j3tvvZAe6g90h5rT7Sn2jPtufZCe6m90l5rb7S32jvtvfZB+0f7V/uofdI+a1+0r9o37bv2Q/up/dJ+a3+0v7pPR3RUx3RcJ3RSp3RaZ3RW53ReF3RRl3RZV3RV13RdN3RTt3Rbd3RX9/QEPZmeXE+hp9RT6an1NHpaPZ2eXs+gZ9Qz6Zn1LHpWPZueXc+h59QTdb8e0IN6SA/rET2qx/Rcem49j55Xz6fn1wvoBfVCemG9iF5UL6YX10voJfVSemm9jF5WL6eX1yvoFfVKemW9il5Vr6ZX12voNfVaem29jl5Xr6fX1xvoDfVGemO9id5Ub6Y311voLfVWemu9jd5Wb6e31zvoHfVOeme9i95V76Z313voPfVeem+9j95X76f31wfoA/VB+mB9iD5UH6YP10foI/VR+mh9jD5WH6eP1yfoE/VJ+mR9ij5Vn6ZP12foM/VZ+mx9jj5Xn6fP1xfoC/VF+mJ9ib5UX6Yv11foK/VV+mp9jb5WX6ev1zfoG/VN+mZ9i75V36Zv13foO/Vd+m59j75X36fv1w/oB/VD+mH9iH5UP6Yf10/oJ/VT+mn9jH5WP6ef1y/oF/VL+mX9in5Vv6Zf12/oN/Vb+m39jn5Xv6ff1x/oD/VH+mP9if5Uf6Y/11/oL/VX+mv9jf5Wf6e/1z/o/+j/6h/1T/pn/Yv+Vf+mf9d/6D/1X/pv/Y/+1/AZiIEamIEbhEEalEEbjMEanMEbgiEakiEbiqEamqEbhmEalmEbjuEanpFgJDOSGymMlEYqI7WRxkhrpDPSGxmMjEYmI7ORxchqZDOyGzmMnEai4TcCRtAIGWEjYkSNmJHLyG3kMfIa+Yz8RgGjoFHIKGwUMYoaxYziRgmjpFHKKG2UMcoa5YzyRgWjolHJqGxUMaoa1YzqRg2jplHLqG3UMeoa9Yz6RgOjodHIaGw0MZoazYzmRgujpdHKaG20Mdoa7Yz2Rgejo9HJ6Gx0Mboa3YzuRg+jp9HL6G30Mfoa/Yz+xgBjoDHIGGwMMYYaw4zhxghjpDHKGG2MMcYa44zxxgRjojHJmGxMMaYa04zpxgxjpjHLmG3MMeYa84z5xgJjobHIWGwsMZYay4zlxgpjpbHKWG2sMdYa64z1xgZjo7HJ2GxsMbYa24ztxg5jp7HL2G3sMfYa+4z9xgHjoHHIOGwcMY4ax4zjxgnjpHHKOG2cMc4a54zzxgXjonHJuGxcMa4a14zrxg3jpnHLuG3cMe4a94z7xgPjofHIeGw8MZ4az4znxgvjpfHKeG28Md4a74z3xgfjH+Nf46PxyfhsfDG+Gt+M78YP46fxy/ht/DH+mj4TMVETM3GTMEmTMmmTMVmTM3lTMEVTMmVTMVVTM3XTME3TMm3TMV3TMxPMZGZyM4WZ0kxlpjbTmGnNdGZ6M4OZ0cxkZjazmFnNbGZ2M4eZ00w0/WbADJohM2xGzKgZM3OZuc08Zl4zn5nfLGAWNAuZhc0iZlGzmFncLGGWNEuZpc0yZlmznFnerGBWNCuZlc0qZlWzmlndrGHWNGuZtc06Zl2znlnfbGA2NBuZjc0mZlOzmdncbGG2NFuZrc02Zluzndne7GB2NDuZnc0uZlezm9nd7GH2NHuZvc0+Zl+zn9nfHGAONAeZg80h5lBzmDncHGGONEeZo80x5lhznDnenGBONCeZk80p5lRzmjndnGHONGeZs8055lxznjnfXGAuNBeZi80l5lJzmbncXGGuNFeZq8015lpznbne3GBuNDeZm80t5lZzm7nd3GHuNHeZu8095l5zn7nfPGAeNA+Zh80j5lHzmHncPGGeNE+Zp80z5lnznHnevGBeNC+Zl80r5lXzmnndvGHeNG+Zt8075l3znnnffGA+NB+Zj80n5lPzmfncfGG+NF+Zr8035lvznfne/GD+Y/5rfjQ/mZ/NL+ZX85v53fxh/jR/mb/NP+Zfy2chFmphFm4RFmlRFm0xFmtxFm8JlmhJlmwplmpplm4ZlmlZlm05lmt5VoKVzEpupbBSWqms1FYaK62VzkpvZbAyWpmszFYWK6uVzcpu5bByWomW3wpYQStkha2IFbViVi4rt5XHymvls/JbBayCViGrsFXEKmoVs4pbJaySVimrtFXGKmuVs8pbFayKViWrslXFqmpVs6pbNayaVi2rtlXHqmvVs+pbDayGViOrsdXEamo1s5pbLayWViurtdXGamu1s9pbHayOViers9XF6mp1s7pbPayeVi+rt9XH6mv1s/pbA6yB1iBrsDXEGmoNs4ZbI6yR1ihrtDXGGmuNs8ZbE6yJ1iRrsjXFmmpNs6ZbM6yZ1ixrtjXHmmvNs+ZbC6yF1iJrsbXEWmots5ZbK6yV1iprtbXGWmuts9ZbG6yN1iZrs7XF2mpts7ZbO6yd1i5rt7XH2mvts/ZbB6yD1iHrsHXEOmods45bJ6yT1inrtHXGOmuds85bF6yL1iXrsnXFumpds65bN6yb1i3rtnXHumvds+5bD6yH1iPrsfXEemo9s55bL6yX1ivrtfXGemu9s95bH6x/rH+tj9Yn67P1xfpqfbO+Wz+sn9Yv67f1x/pr+2zERm3Mxm3CJm3Kpm3GZm3O5m3BFm3Jlm3FVm3N1m3DNm3Ltm3Hdm3PTrCT2cntFHZKO5Wd2k5jp7XT2entDHZGO5Od2c5iZ7Wz2dntHHZOO9H22wE7aIfssB2xo3bMzmXntvPYee18dn67gF3QLmQXtovYRe1idnG7hF3SLmWXtsvYZe1ydnm7gl3RrmRXtqvYVe1qdnW7hl3TrmXXtuvYde16dn27gd3QbmQ3tpvYTe1mdnO7hd3SbmW3ttvYbe12dnu7g93R7mR3trvYXe1udne7h93T7mX3tvvYfe1+dn97gD3QHmQPtofYQ+1h9nB7hD3SHmWPtsfYY+1x9nh7gj3RnmRPtqfYU+1p9nR7hj3TnmXPtufYc+159nx7gb3QXmQvtpfYS+1l9nJ7hb3SXmWvttfYa+119np7g73R3mRvtrfYW+1t9nZ7h73T3mXvtvfYe+199n77gH3QPmQfto/YR+1j9nH7hH3SPmWfts/YZ+1z9nn7gn3RvmRftq/YV+1r9nX7hn3TvmXftu/Yd+179n37gf3QfmQ/tp/YT+1n9nP7hf3SfmW/tt/Yb+139nv7g/2P/a/90f5kf7a/2F/tb/Z3+4f90/5l/7b/2H8dn4M4qIM5uEM4pEM5tMM4rMM5vCM4oiM5sqM4qqM5umM4pmM5tuM4ruM5CU4yJ7mTwknppHJSO2mctE46J72TwcnoZHIyO1mcrE42J7uTw8npJDp+J+AEnZATdiJO1Ik5uZzcTh4nr5PPye8UcAo6hZzCThGnqFPMKe6UcEo6pZzSThmnrFPOKe9UcCo6lZzKThWnqlPNqe7UcGo6tZzaTh2nrlPPqe80cBo6jZzGThOnqdPMae60cFo6rZzWThunrdPOae90cDo6nZzOThenq9PN6e70cHo6vZzeTh+nr9PP6e8McAY6g5zBzhBnqDPMGe6McEY6o5zRzhhnrDPOGe9McCY6k5zJzhRnqjPNme7McGY6s5zZzhxnrjPPme8scBY6i5zFzhJnqbPMWe6scFY6q5zVzhpnrbPOWe9scDY6m5zNzhZnq7PN2e7scHY6u5zdzh5nr7PP2e8ccA46h5zDzhHnqHPMOe6ccE46p5zTzhnnrHPOOe9ccC46l5zLzhXnqnPNue7ccG46t5zbzh3nrnPPue88cB46j5zHzhPnqfPMee68cF46r5zXzhvnrfPOee98cP5x/nU+Op+cz84X56vzzfnu/HB+Or+c384f56/rcxEXdTEXdwmXdCmXdhmXdTmXdwVXdCVXdhVXdTVXdw3XdC3Xdh3XdT03wU3mJndTuCndVG5qN42b1k3npnczuBndTG5mN4ub1c3mZndzuDndRNfvBtygG3LDbsSNujE3l5vbzePmdfO5+d0CbkG3kFvYLeIWdYu5xd0Sbkm3lFvaLeOWdcu55d0KbkW3klvZreJWdau51d0abk23llvbrePWdeu59d0GbkO3kdvYbeI2dZu5zd0Wbku3ldvabeO2ddu57d0Obke3k9vZ7eJ2dbu53d0ebk+3l9vb7eP2dfu5/d0B7kB3kDvYHeIOdYe5w90R7kh3lDvaHeOOdce5490J7kR3kjvZneJOdae5090Z7kx3ljvbnePOdee5890F7kJ3kbvYXeIudZe5y90V7kp3lbvaXeOudde5690N7kZ3k7vZ3eJudbe5290d7k53l7vb3ePudfe5+90D7kH3kHvYPeIedY+5x90T7kn3lHvaPeOedc+5590L7kX3knvZveJeda+5190b7k33lnvbvePede+5990H7kP3kfvYfeI+dZ+5z90X7kv3lfvafeO+dd+5790P7j/uv+5H95P72f3ifnW/ud/dH+5P95f72/3j/vV8HuKhHubhHuGRHuXRHuOxHufxnuCJnuTJnuKpnubpnuGZnuXZnuO5nucleMm85F4KL6WXykvtpfHSeum89F4GL6OXycvsZfGyetm87F4OL6eX6Pm9gBf0Ql7Yi3hRL+bl8nJ7eby8Xj4vv1fAK+gV8gp7RbyiXjGvuFfCK+mV8kp7ZbyyXjmvvFfBq+hV8ip7VbyqXjWvulfDq+nV8mp7dby6Xj2vvtfAa+g18hp7TbymXjOvudfCa+m18lp7bby2XjuvvdfB6+h18jp7XbyuXjevu9fD6+n18np7fby+Xj+vvzfAG+gN8gZ7Q7yh3jBvuDfCG+mN8kZ7Y7yx3jhvvDfBm+hN8iZ7U7yp3jRvujfDm+nN8mZ7c7y53jxvvrfAW+gt8hZ7S7yl3jJvubfCW+mt8lZ7a7y13jpvvbfB2+ht8jZ7W7yt3jZvu7fD2+nt8nZ7e7y93j5vv3fAO+gd8g57R7yj3jHvuHfCO+md8k57Z7yz3jnvvHfBu+hd8i57V7yr3jXvunfDu+nd8m57d7y73j3vvvfAe+g98h57T7yn3jPvuffCe+m98l57b7y33jvvvffB+8f71/voffI+e1+8r94377v3w/vp/fJ+e3+8vwm+BCQBTcAS8AQigUygEugEJoFN4BL4BCFBTJAS5AQlQU3QEvQEI8FMsBLsBCfBTfASEhKSJSRPSJGQMiFVQuqENAlpE9IlpE/IkJAxIVNC5oQsCVkTsiVkT8iRkDMhMcGfEEgIJoQSwgmRhGhCLCFXQu6EPAl5E/Il5E8oQHVt1zKxiL/wf59F/7/PQM7/PhP/+wz89xn87zP032f4v8/If5/R/z5j/30W/O/zv/uB/90v9v99Bv/rBP/rBP3/97NYsSL/76c/Z87/e8cfKlyYLtewbdOyTbPn/N8j8X8P//8eof89wv97RP73iP7vEWP+95/njL8S4y9//BWIv4LxVyj+Csdf8Xv++D1//J4/fs8fv+ePX/HHr/gj8Vf8XiB+LxC/F4jfC8TvBeI/XyB+ORC/HIhfDsbvBeP3gvF7wfi9YPxeMH4vGL8XjMZf8Z80FL8cil8OxS+H4pdD8cuh+OVQ/HIo/pOG4pfD8Xvh+JVw/Eo4fiUcvxKOX4nEf6pI/Eok/lNF4vci8XuR+JUIXIn/vpH4TxWNX47GL0fjl6Pxy9H45Wj8J43GG9H45Wj8cix+Lxa/F4vfi8WvxOJXYvGfNBa/F4ux8f/HE+Hph2cAniF4huEZgWcUnnA3MSc8IZEIiURIJAbhCbVESCRCIhESfkj4IeGHu36464e7fvgt/HDXD3cDcDcAdwPwowcgEYBEABIBSATgtwhALQC1INSCUAtCLQi1INSCUAtCLQi1INSCUAtBLQS1ENRCUAtBLQS1ENRCUAtBLQS1MNTCUAtDLQy1MNTCUAtDLQy1MNTCUItALQK1CNQiUItALQK1CNQiUItALQK1KNSiUItCLQq1KNSiUItCLQq1KNSiUItBLQa1GNRiUItBLQa1GNRiUItBDVD4P1+q8EyEpx+eAXgG4RmCZxieEXhG4Qk1oMIPVPiBCj9Q4Qcq/ECFPxFqoIYf1PCDGn5Qww9q+P1QA0D8AIgfAPEDIH4/1MASP1jiB0v8YIkfLPGDJX6wxA+W+MESP1jiB0v8YIkfLPGDJX6wxA+W+MESP1jiB0v8YIkfLPGDJX6wxA+W+MESP1jiB0v8YIkfLPGDJX4AxA+A+AEQPwDiB0D8AIgfAPEDIH4AxA+A+AEQPwDiByr8QIUfqPADFX6gwg9U+IEKP1DhByr84IMffPCDD35AwQ8o+AEFP6DgBxT8gIIfUPADCn5AwQ8S+EECP0gQAAkCIEEAJAiABAGQIAASBECCAEgQAAkCIEEAJAiABAGQIAASBECCAEgQAAkCIEEAJAiABAGQIAASBECCAEgQAAkCIEEAJAiABAGQIAASBECCAEgQAAkCIEEAJAiABAGYfwDmH4D5B2D+AZh/AOYfgPkHYP4BmH8ANh+AzQdg6AEYegCGHoChB2DoARh6AIYegKEHQkkS8FvA5gMw9AAMPQDrDsC6AzDpAEw6AJMOwN8EAfibIACTDsCkAzDpAEw6AJMOwKQD8JUfgEkHYNIBmHQAvvIDsO4ArDsA6w7AugOw7gCsOwCTDsCkAzDpAEw6AJMOwo6DsOMg7DgIOw7CjoOw4yDsOAg7DsKOgzDeIIw3COMNwniDMN4gjDcI4w3CeIMw3iCMNwjjDcJ4gzDeIIw3COMNwniDMN4gjDcI4w3CeIMw3iCMNwjjDcJ4gzDeIHyNB2G8QRhvEMYbhPEGYbxBGG8QxhuE8QbhuzsIOw7CjoOw4yDsOAg7DsKOg7DjIIw3COMNhpLchd8CvqWDMN4gjDcI39JB2HEQdhyEb+kgTDoIkw7CpIMw6SBMOgjf3UH47g7C0IMw9CAMPQhDD8LQgzD0IHx3B2HzQdh8EDYfhM0HYfNB2HwQNh+EzQdh80HYfBA2H4Rv9CDMPwjzD8Kf+UGQIAgSBEGCEHy5hwCFEKAQAhRCgEIIUAgBCiFAIQQohACFEHy5h8CHEPgQAh9C4EMIfAiBDyHwIQQ+hMCHEPgQAh9C4EMIfAiBDyHwIQQ+hMCHEPgQAh9C4EMIfAiBDyHwIQQ+hMCHEPgQgu/5EFARAipCQEUIqAgBFSGgIgRUhICKEFARAipCQEUI/swPgRohUCMEaoRAjRCoEYJv/xAAEgJAQgBICAAJwbd/CCwJgSUhsCQEloTAkhBYEgJLQmBJCCwJgSUhsCQEloTAkhBYEgJLQmBJCCwJgSUhsCQEloTAkhBYEgJLQmBJCCwJgSUhsCQEloTAkhBYEgJLQmBJCCwJgSUhsCQEloTAkhBYEgJLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQMloTBkjBYEgZLwmBJGCwJgyVhsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLImBJBCyJgCURsCQClkTAkghYEgFLomBJFCyJgiVRsCQKlkTBkihYEgVLomBJFCyJgiVRsCQKlkTBkihYEgVLomBJFCyJgiVRsCQKlkTBkihYEgVLomBJFCyJgiVRsCQKlkTBkihYEgVLomBJFCyJgiVRsCQKlkTBkihYEgVLomBJFCyJgiVRsCQKlkTBkihYEgVLomBJFCyJgiVRsCQKlkQBkChQEQUqokBFFKiIAhVRoCIKVESBiihQEQUqokBFFKiIAhVRoCIKVESBiihQEQUqokBFFHyIgg9R8CEKPkTBhyigEAUUooBCFFCIAgpRQCEKKEQBhSigEAUUooBCFOYfhflHYf5RmH8M5h+D+cdg/jGYfwzmH4P5x2D+MZh/DOYfg/nHYPMx2HwMNh+Dzcdg8zHYfAw2H4PNx2DoMRh6DIYeg6HHYOgxGHoMhh6Docf8SRLwW8DQYzD0GAw9BkOPwdBjMPQYDD0GQ4/B0GMw9BgMPQZDj8HQYzD0GAw9BkOPwdBjMPQYDD0GQ4/B0GMw9BgMPQZ/NMRg8zH4oyEGfzTEQIIYSBADCWIgQQwkiIEEMZAgBhLEQIIYSBADCWIgQQwkiIEEMZAgBhLEQIIYSBADCWLwR0MMUIgBCjFAIQYoxACFGPzREAMfYuBDDHyIgQ8x8CEGPsTAhxj4EAMfYuBDDHyIwR8NMfijIQZqxECNGKgRi8W4/56JOXPmTPJOTPL2J3kH4J0YTPIOJXmHk7wjSd7RJO8kXX+Srj9J15+k60/S9Sfp+pN0/Um6/iRdf5KuP0k3kKQbSNINJOkGknQDSbqBJN1Akm4gSTeQpBtI0g0m6QaTdINJusEk3WCSbjBJN5ikG0zSDSbpBpN0Q0m6oSTdUJJuKEk3lKQbStINJemGknRDSbqhJN1wkm44STecpBtO0g0n6YaTdMNJuuEk3XCSbjhJN5KkG0nSjSTpRpJ0I0m6kSTdSJJuJEk3kqQbSdKNJulGk7SiSVrRJK1oklY0SSuapBVN0oomacWStGJJfseYn2nepmeHFv/nFYy/QvFXOP6KxF/R+Cv23+v/zD3+Soy//PFXIP4Kxl+h+Cscf0Xir2j8FW8kxhuJ8UZivJEYbyTGG4nxRmK8kRhvJMYbifGGP97wxxv+eMMfb/jjDX+84Y83/PGGP97wxxuBeCMQbwTijUC8EYg3AvFGIN4IxBuBeCMQbwTjjWC8EYw3gvFGMN4IxhvBeCMYbwTjjWC8EYo3QvFGKN4IxRuheCMUb4TijVC8EYo3QvFGON4IxxvheCMcb4TjjXC8EY43wvFGON4IxxuReCMSb0Tijcj/U8QdG0tw5EAUdOk+UKie9d8xUmGe1tLWKC9WyYCNZ+PZeDaejWfj2fhsfDY+G5+Nz8Zn47Px2fhsfDZ+Nn421P33s6HzP53/6fxP5386/9P56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56Hx0PjofnY/OR+ej89H56HzUPeoedY+6R92j7lH3qHt+///l/75+1b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3qXnWvulfdq+5V96p71b3+xVfnq/PV+ep8db46X52vzlfnq/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz6Dw6j86j8+g8Oo/Oo/PoPDqPzqPz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oj+dn85P56fz0/np/HR+Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDqvzqvz6rw6r86r8+q8Oq/Oq/PqvDp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/On86fzp/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn80/nn84/nX86/3T+6fzT+afzT+efzj+dfzr/dP7p/NP5p/NP55/OP51/Ov90/un80/mn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fyn85/Ofzr/6fz3X+fzv/86//f15zVe6xWv86rX8/q8bPzZ+LPxZ+PPxp+NPxt/Nv5s/Nn4szE2xsbYGBtjY2yMjbExNsbG2lgba2NtrI21sTbWxtpYG7ERG7ERG7ERG7ERG7ERG2fjbJyNs3E2zsbZOBtn42zURm3URm3URm3URm3URm08G8/Gs/FsPBvPxrPxbDwbz8Zn47Px2fhsfDY+G5+Nz8Zn47Pxs/Gz8bPxs/Gz8bPxs/Gz8bOhcwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IaCGwpuKLih4IZ9G+Jt6Lah0YZBG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyoYoG6JsiLIhyv592dAMWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNWzZs2bBlw5YNW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7Zs2bJly5YtW7ZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJlS5QtUbZE2RJl667asmXrrtpSZuuu2rqrtuTZuqu27qqtu2rrrtq6q7buqq27auuu2pJs667aMm3rrtq6q7buqq27auuu2lJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8EtBbcU3FJwS8Et+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27Jvy74t+7bs27JvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvYd/CvoV9C/sW9i3sW9i3sG9h38K+hX0L+xb2Lexb2Lewb2Hfwr6FfQv7FvYt7FvYt7BvcVctFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRcKLhRcKLhQcKHgQsGFggsFFwouFFwouFBwoeBCwYWCCwUXCi4UXCi4UHCh4ELBhYILBRe34MLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDh4cLDhYcLDxceLjxceLjwcOHhwsOFhwsPFx4uPFx4uPBw4eHCw4WHCw8XHi48XHi48HDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDHwx0Pdzzc8XDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJw5eHKw5WHKw9XHq48XHm48nDl4crDlYcrD1cerjxcebjycOXhysOVhysPVx6uPFx5uPJwj4d7PNzj4R4P93i4x8M9Hu7xcI+Hezzc4+EeD/d4uMfDPR7u8XCPh3s83OPhHg/3eLjHwz0e7vFwj4d7PNzj4R4P93i4x8M9Hu7xcI+Hezzc4+EeD/d4uMfDPR7u8XCPh/v39fcPUtywkwAAAHic1ZYHd1Tl2ob3MwMImYRJMJNCAhsLKIZqgRFRhhZK6GRDEiAIRHpNESmBgAI2BHtXVKxjCRtURJoN7KiAgliwd0HFXvLdw+39rXPW+QEuI1eua9dMWLyvz7pGwe7DA88HdjhRxw3s/NvvOtHA244X2A+/Be/722/Ce+E98G74Dfh1eBu8Fd4Cb3Y8p17ggHM6KATB/68ysBbsAfWdaXiTOSE8b0564GmnFygDleAaUB/3bsW1tXijOS0CF21olGX9W2wMXKhYqliiqFEsVixSVCsWKhYo5ivmKS5QzFWcr6hSVCoqFHMUsxWzFDMVMxTTFdMUUxVTFJMVkxQTFecpyhQTFOMV4xTnKsYqShVjFKMVoxQlimJFkWKkYoTCUxQqhiuGKYYqhigGKwYpBioGKAoU/RX9FH0VfRT5it6KXoqeih6K7oqYopviHMXZiq6KsxRdFGcqoorOik6KMxSnK05TnKroqOigaK9op2iraKPIU5yiaK04WXGSopWipeJExQmK4xXHKVooXEVzRTNFriJH0VSRrchSZCoyFBFFuuJYRRNFmiJVEVY0VqQokhUhRZKikaKh4hhFA0V9RT1FUBFQmML5O6xO8ZfiT8Ufit8Vvyl+Vfyi+Fnxk+JHxRHFD4rvFd8pDisOKb5VfKP4WvGV4kvFF4rPFZ8pPlV8ovhY8ZHiQ8UHioOK9xXvKd5VvKM4oHhbsV+xT/GW4k3FXsUexW7FG4rXFa8pdileVbyieFnxkuJFxQuK5xU7FTsUzymeVTyjeFrxlGK7Yptiq2KLYrPiScUmxROKjYrHFY8pHlVsUKxX+Ip1ilrFI4qHFQ8pHlTEFQ8o7lfcp7hXcY/ibsVaxV2KOxV3KNYoblfcprhVcYviZsVNihsVNyiuV1ynuFZxjeJqxVWKKxWrFasUVyhWKi5XXKa4VHGJ4mLFCsVyxTKFxh7T2GMae0xjj2nsMY09prHHNPaYxh7T2GMae0xjj2nsMY09prHHNPaYxh7T2GPlCs0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+Mc0/pvnHNP+Y5h/T/GOaf0zzj2n+MY09prHHNPaYph3TtGOadkzTjmnaMU07pmnHNO2Yph3ruT4RGwMX+c3PcTEz+80j0FIeLfGbd4FqeLSYWuQ3T4aqebSQWkDNp+b5zbpDF/jNekJzqfOpKl6r5FEFVc6Tc/xmPaDZ1CxqJm+ZQU2npvm5vaGp1BRqMjWJmujn9oLO41EZNYEaT42jzqXGUqV8bgyPRlOjqBKqmCqiRlIjKI8qpIZTw6ih1BBqMDWIGkgNoAqo/n5OP6gf1dfP6Q/1ofL9nAKot58zAOpF9aR68Fp3PhejuvG5c6izqa688yyqCx8/k4pSnalO1Bl82enUaXzLqVRHqgNf1p5qx+faUm2oPOoUqjV1MnUSX92Kasl3nkidQB3PVx9HteBzLtWcakblUjlUU7/pICibyvKbDoYyqQyejFDpPHks1YRK47VUKsyTjakUKpnXQlQS1YjXGlLHUA387CFQfT97KFSPCvJkgEdGOUdlddRfR2+xP3n0B/U79Ruv/cqjX6ifqZ+oH/2sQuiInzUc+oFH31PfUYd57RCPvqW+ob7mta+oL3nyC+pz6jPqU97yCY8+5tFHPPqQ+oA6yGvvU+/x5LvUO9QB6m3esp9H+6i3/MyR0Jt+5ghoL7WHJ3dTb1CvU6/xll3Uqzz5CvUy9RL1Im95gXqeJ3dSO6jnqGepZ3jn0zx6itpObeO1rdQWntxMPUltop6gNvLOx3n0GPUotYFa72d0g3w/YxS0jqqlHqEeph6iHqTi1AN+BvZru59vuY+6l9fuoe6m1lJ3UXdSd1BrqNv5stv4llupW3jtZuom6kbqBj5wPY+uo66lruG1q/mWq6greW01tYq6glpJXc47L+PRpdQl1MXUCmq5HxkHLfMj46GLqAv9yERoKbXEj3hQjR/BZmyL/UgnaBFVzccX8rkF1Hw/UgbN4+MXUHOp86kqqpKq4KvL+fgcarYfmQDN4stm8s4Z1HRqGjWVmsLnJlOT+Mkm8vHzqDLeOYEaT42jzqXGUqX8pcfwk42mRvGXLuGri/mDiqiR/Lgj+IM8vqWQGk4No4b66TFoiJ+e+AmD/fTEP+9BfvqF0EA/vS00gLcUUP39dMwF1o9Hfak+PJnvpy+CevvpK6BefvpiqKefXgP18JvkQ92pGNWNOsdvgv+/29k86uqnFUNnUV38tMQ/jTOpqJ/WB+rspxVBnfy0EugMXjudOs1PawOdyjs7+mmJX6yDn5ZYm+2pdny8LX9CGyqPLzuFas2XnUydRLWiWvppib+lE6kT+M7j+c7j+LIWfItLNedzzahcKodqSmX7qWOgLD+1FMr0U8dCGVSESqeOpZrwgTQ+kMqTYaoxlUIl884Q70ziyUZUQ+oYqgHvrM876/FkkApQRjmxuvB4N8Ff4Qnun+Ey9w/07+A38CvO/YJzP4OfwI/gCM7/AL7Hte9wfBgcAt+Cb3D+a/AVrn2J4y/A5+Az8GnjSe4njSe7H4OPwIfgA5w7CL8P3gPv4vgd+AB4G+wH+1KmuW+ldHTfhPemTHf3pLRyd4M30K+n5LmvgV3gVVx/BedeTpnhvoR+Ef0C+vmUqe7OlCnujpTJ7nMpk9xn8ewzeN/T4CkQq9uO79vAVrAleY67ObncfTK5wt2UXOk+ATaCx3H+MfAorm3AtfU454N1oBY8EprnPhya7z4UWug+GKp246FF7gPgfnAfuBfcA+4OtXXXwneBO/HMHfCa0DT3dvRt6FvBLeib8a6b8K4b8a4bcO56cB24FlwDrgZX4bkr8b7VSYPcVUmD3SuSJrkrk+52L0+6110WbOleFIy6F1rUXerVeEviNd5ir9pbFK/2QtUWqs6pLqheUB2vPlAda9IgaaE331sQn+/N8+Z6F8TnepsCy52JgWWxrt758SqvXlV6VWVV8EiVxausV5V1qLKAU5Va1aIqmFzplXsV8XLPKR9SXlNeW17vrNryg+UBp9ySNtZtX1+e0zwfjq0oT0nNn+PN8mbHZ3kzJ87wpuIDTolO8ibHJ3kTo2XeefEyL1zWviwwITreGxc91xsbHeOVxsd4o6Ml3qh4iRcuaV8SSC6OFnkj8eiIaKHnxQu94dGh3rD4UG9wdJ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wweXkwyPBXCDFRkIGEJhrSNeRmchdhCNuJS3dO4zDXSabuFSUOI1VCB/BkkBkmKUPjEJvPhtltLMsG5P14C96EMqJuGH26Id2AGhsaG06luqEiUaoUO3jBUVtUV81EzeMP/+F6TBJdbOGai1FP0VvLLdxUI8SqkIcQbjSm7fbvCe7L+S37hv+w/3DgcFAckjMkd0hoYuAR9kH/0+zmXJEPhlEJXxccwQ7xDwkMCYpF/qJAUZDxRtmJ7Er/hpwNuRtCT+c+HRKdKKSHwqHK0MLQstCa0AchMURrxuv2JENEV+0hHWqeULwYACL4aSfUEuokj+0kWLV34olGYb5aoRKV1p662cVJR71e3AxZDubbj+qLSCCvtwpPWXXY0DBah2pMx9u7GhvS8VR7g8NZjx3V8dSQyyfvQ6GeQzsc9TQPO+xWYtj0elbU6znRAamjPm59WrfzZMj4yYYi5QRySI4Lsy6E4EHwn2ql2GgaO/kgyuk5hnLhG+o51q9fv1bcngLEOCK1zjpAR00yWghwKa4tqq7yetwAHJYXWPVcTN/0jxfj/ae3Tp4lml8GsPj6R2eGj642Tw/3Ys48+wCW/rS9cdKEqdPn3Jz75W+/fv6qnVcOPtUSRVY9jYb2kgP1VIo+MqpWeN7ykJtz78olm5mnuC3uPcx+bo/7Y/+nAdHrxvd47/GRiKwhFvtc3ki+pqtyJy4y1GYNG9pqjWga9nZiYtjzXRUu4qICdm3O4TAIfbcO2AIMgniq4DS7OaZtUw9BLahe/ejS/NX5G/O35r+Uz+UfE442F+GiYNx71LcIH0WBsvMN6lS2SQEKHfUVqWyV0A09bO/GVJz1WaFSuYJYQYAo5Sq22pclP6HOe16Qg0g1tEaPW8jDHjcqLCgajXVt/thJi+ZfWtuUP3/x5JEjZihmOue639z47q0z31uyzvzij2+Y3+M7I7OuXzZvzi2ez5nZk0ZNvrqtz50bL1t27cqXf5bzwp0vmyc/B7leBnKt4TYD/nWjVLSF1Trnxc6RgYe0X9rWOT+2SU6HyxlxFDrvdELDw5qsqprT4egkmwyvTXPbbJpTdodxAhuYacFroGn/SIh7LRnmaGonmWJo+XKFTGQqbnmzm4pYcXuTYXfCbbgZdyd+xnA7HPl6hU4q9Ea9WWd0eqlO3+Wy222sXQehH/Zhw4d9wXxbJ44YTm0RfuEwwgbaiLZCM4I2sQ8PzyoEWgVdUBXWDlUMutUq4ET8fI2k2qECVnDlcdut+qv4fK1YNfKj6oi5wPIItdVVCOoBtGLRZdivLhw9+aYbr7ixrWsNOZ7+Z5+pVx7A7OzV5ts9CN8YmjZ39ZoVK66JkLPmd99VmCc/2n3vKx9buv8tAPRf2WjGBho5TD/M8/1YWdrKEMJHcZhLcITbKr7zjD8OmQWlpjecBv3cCHbEBXYEGprjLWpJcIDRaHruv36wK/DhXuL2w5NlPHgfEnqOGlJdfZIvgY1AZS6V1CR5AzZwdNRoicTgN9iUojK2jCuRK9R+qI5rVOegOWQ6M4ObJc6Uv2Tso3hMRAkzsiSxgoRxGAluhAReYtkwx7s5jhdlIxgaJFvVGgwl5WLCMDwrdeIXDBsvEI5lMRJVny8IOu4KQ8mHZwBsOjCDO0mRIeVLOCF1SETaT4oQC1dIYbABAWXqVb2GNAAVCZXqT4+5ePrQL6A6QSyNDaO7oboqQN/FG2g1rrj11RXlfpoIekPDildfzaizXVJS0pIoTjVY0zZlXNO2vLFTQCkyPeYOkZX395ggqXPbebZfv6w+y2jDUsxEmAiOuBTMvWS+2JHec6P5OhmA68t++zoebe7k9p/7OQmnj1GxM2gtyP5KkL0LNHsfdNRoXFSGZ9kWl33BnmZZKeKR+JI+kWKvM9/T7CEJz1YP8XjchQXFTpcYdhdjRHJi8/gOnvBNJbGtKlapUZCUJDSeu41IotwobylvK59X3lG+pnxTuRguT5STcndBGIVdCVBjneSunX0rx/UawzSYg1T76XhGEYG40g30a6kgyyB4ejp2hOo91CAEadKx3UVtQCtcRDUUyjSDjLTsIK3tchgkQ9VUpCqPUL1O1REwJZ6LgJmpqhuEoanEooWMI5I5KMeFa8mo559ZMWXutOVrUo8tHGV+bmq45JXnyi6Z1DSqzx+exs5N8YvGGTf+ltsfuvyhaTOfjcdeWHr1wXZNJOzr5nOcNGn40AkSl95nLpbU1JiLLi+jtuCKnuPcVO49FEQfGGOWS6vcq7wb0Xr+Del95n3lG0YqlkrUEq3UXepdwC2QlnOi4BJ8PpfPV0rKmGJOKOEe4tZJbzGvKVwjbgaddamO8DF0EpoPFbnDn7RSGRDTiacYPn9fVrQZNmfS1jTNjpvt2G54/Emw0SVGgbOvzNhP2CaiE8h6VDCRi3M9sU0Ctgv5QkJgBKi9nTlLxp3XSWP01OkUtRJgGE6BQuqK05TupChnwdSUcjxbGAbihSJhn9fHgSALgH15QRuxjTj/IvOdf5ifmCvxTTiJtSevrjL/FHxi4a/ffnPTwqdJzmUnv8Kr8RR8PX5w49Rtw+Yv+9r83vz6H2sz+uEBwOgVgFEdyOpSo7oEmvxw33R2usqV+ep9I7yt3llert5Xm7Mi5yFurcLlOygwXc5iuy4GYlsFLGRRSctluDoiOBxJREjE4QQc6gmd6BSH4f8Wh+dBSMvZjimQfHnYSRUq/SvMwohQ5ACOHiChvW23dbb1rZsx+o4rH0+/h0s+vaVuxLSGhmvHDdrN7c+NvmIe//3uOzZd1VSWz75yrsbmnPja00/vmeG0ZTjDg8DtTkJZFbTGGChyrCAW8858Die4raBgOYlhi4GKylKxgkSBb2LICBkpWAmGtYRmaIzGSmFMCRrAAsqkXlgmqxIbRp9qsAzLT5sWB20qVM9Bm4Kmxf2oaTEc6CXLH/BEst8H2cZzX5Fj6TBTze0/Yx741mz/1sr/lYDzg4DzMOiSYf3ymvImCgvFheqd4jL1Tt+yHIn38TlOnzOnxFHiLwmW5IkjlMvY8dIUZQ57M3uT/4bgHtse/Q3tdf1D/bhuY3L5MMW1kR+sz4enQ9mxN7cvLzkptJ1NzS7sorh2UVyXefvaGQQ6OjANTsecE0l+OMyQYLggUUAKArFNMrbL+XJCZmSK78iSjT/CNxWRfqq73dLNGZwDzCkdaki3xxss1WJBHddEHID1giKodCCP1WE2i3aP7qSuRg3TSJakzI27vzCffvbQvnv+iB24uo/5cf4zHa98/uULqQNDSM636c4pq17GM9/7HF89beTnv6279tbT/zbPmmdHJvdbcqR6uczCwa+NYonlZIZIcjHr3MpghkE8xwEKBFEEFHBimH+XYpzcZRQYWovWpjHztA6NUEhs0g5prEaUDCgOUdZuwWLBj6E+/7S122ugYANCyHBwxsIFk1G5NPkJLnqhcf5vLS4hQ3GJeTT9Arc//RIZ/P0wclt6KZTpbijYLigTg+ZaeNtZlUxytGkWFlup0ej2JRFncC1cB3eM4/K5Nm4ed5JjOzjqfzFIJMxHGKFt6BhiDlHdRwt1GI5YdD1b2Vud87NFaWyg3L99PuSW5u9uXMLt/34Y5KOw5zjzDuTDiaYYRbPFLRoZL82QZmuz9dmOm/RVuiCPUG6z9wXOAM3IGcaEitY5z40TbuxWTuTLWA640lkRju4erbe3n+59Z/pUVwYmOOJwCzaARTRW7PVRNVhDNuNYOP7XfR99jbGPCyeuvOpSMMZte67seOS//h5ekmxu32HV/UNQ97+hdY/vM4Iij51OWeYYwrA8L0iyJMqcJEqy2In3GnGBdwsCz1BKIwOlkWUJKIzMSIyowNXAYEBwSFFEQWQ7ydU7uBEiJIZTsBQGOY+MXnVx1Q+4CNBG4c8o/fOwCAAuwNL66hF8gbz44yyQUGtHpDui3iC+ytBtQ4bF7JbCipYE3Px2hxgDNkPpDBoy2QhE+Zi0hl3PbwK3+BArLOOfZL9kT3PAvnqO7ay7NClRQBTBTjE/UL6BWc48xDwkPSw/zexn3mLkl5nDzDmZGShfxJD5wHxwvD3VauGV7/lyp1Np5Dt7vgQKrjSyCc0LG9XdyIYVZyPk5PBOeyCT2nyZFK6wUrjISrPX7bC5GlGGVOGMo4lTFEk4IuEIFhwPAdIn4nvTR8kw8zbzOlDb6QXkrvRr524j274xL7bq8lHQ509wzyMODTSCLQLFMQv2HIksFxQIc6H0+cp9Fyprk+JpdDoLY6uFeR6FNx7jnj878lv67PsQ4gOAE5X4DUVhomJUYVjQD6C8DSm3f1IO9x+QtOSZTY3Hc8vhLGx4QNHfpH/IwPFk2UVyWV3KlwtJHzYsVcgzySx2ujRHXkQWs49LT8u7pf3yael72buRXSNtlF+X3pI/JEfZD6SP5OPkS/Zz6WtZWyQtlu8gd7N3SHfLa4gwWZlO5rAzpVnyQnIjKwwlTexQqUmeJE6SJsuCX66wJUl/NikNkBttAkNUlpck2UOCrE8Sst58PghKljhVEKp4m1oFZFVniNgiakmFbqxS2gBbomGLJRW6gVMbDJ3uKCKDwfUjgoxEit7GBorZTFWmcEW3/n43PZHT2TPA6AtvCbOiJFUxrJthWKLIchVDYJfAYxiVJUSFZiUJYr4Ngwen7QT2yO4n/SwVdlkqo7p848YnuSrBEJaKWDy4FGrhoBJWVFAd/Qwn6CwDLkQGXISq8ilNhsdoVAvrp9q743G94Z96QzCgp9vT7Q1BPzh9cTihd7VTD9Bqe5nmdoGvkPULXOMA82LPse1KmDoBKetj6bw4gjYBsAGsWpjFjvvwASxjAb9gdpufmn8z/wzax898+f0w9vazS+gXMLUedE8hYErCvzdsEsOLAcYnsk7QvCBdRFsWtQG02DQ1yqBETJUgghISGZEQgZFAXiArhqUlZmmJ2Sr+XSs2dpcRMJQWpU1h5ikdCtmkHFJIWEkoIGcp+1Cr1dvGjUtKVT+yWPIFFgvcJrBZvUYLjixdT/k/aKX6+hXltPAgoQyOqAU7ZkiACjGcwcihvRJFjeVcxS2FNMS6qmOPUiN2KDVWwQYGy5PiONhwjJepYgyGHcbcKa4RN4k7xC6Gf5V5V/xYZMJMhZhkBojN4i+YjeImZqu4jXlJVDJOa3VNkhjVltN6zNAqqpIkTDeCuwbOrDOkSHmSjIeNdfWwvDAcwUYkguAnjE/oQ2LCAFItjCGGcDmZKEhukiOMJhcLDwvPCG+Tj8iX5LjwHVFipEQYJSwWVgrPEp7au/nx3g/qhUIrokigTjhs1uMwmYxd5ofp7QCAvsx73w9jXjg3NMO1W4G/HQf+Zkc56FfGhHXcOnG9ut7GiliwiXbBH/MvlhY5hUWOxZ7l7CpxlbrcdqdzlXulZ6VvpX95UBWcgIWgxxl0B/2eoODqq0mBvgLjjW2VMZJ1OZxhX0Y4ETJCbaF5oY7QphAfDp0MkZAe24QwjUgnrFq/e2fukt+cp2gWI09lor40qgBQbwe/LgleG+VgGccDYTdQMKfDCkK1Dql6buaqnXgovtNcYh4095lLcOUX27f/7dO9e4+R94+tn7cj3t+83nzYfNScC+7HrO/MHgR/586czciCcvEz0BaoLBYZxTy3z73Pzwzn8EzuA444HcWazYZydErI7Uj0/oen4c0PJbJl5EK6/UJdn/tjZ+O8r0E5uRUb6PU3oNrCvl6nNY4DpLqq12d9EP8J2y5d8vSV68bMeevlX21dOGTqiJpN3H5v5NOtKzpnOzzpD9lXzLbyKwe3zNJkeDHllMDJkAdF0Bnj9nr7SPskYY4yR6UR/E2Fe2xHJZkXedkneuVa2zDbMLsg6pLDbXPb3XqtrdY+3L7AdqP+nqwslhYHFoZWSisDy0O85HVLqt02zrbAtsz2gO3XNs4W1lS3pql21aP5vMUu3Y3b3JvcxO1G4QgVFwjOg0QbDbTEkKYDEXk/J7aJ38Yf4g/zLL9iXiEOFyYKSWHEc6HUCi7kJxYesnECS0Vakku1Z2MBVA+kLoiQWaysPUUFWkXlSUMBPleEKScgVXxeqnG8lsz9+5GOV15uu3XOTvOXH8wfP3VGw5+OzGloHlG06zi3v/m3tz/xYW6/5c+Yf8WNz7RG0huYMUWTLxp1mcpRmzyq5wv239B++uDDxsB9js7QnpLX+7DgzHvAmff449O56SU38Iu1G0o+Uj8oVFvlCbYJBa2Fs9QZzpmR2SUz+ywKLQ+tjajOQmq38/KTNDWmB4LJsQVjC18ueLmQbS9oL7yt4LbCvxT8pZCPy2VaUUFRYb2WLGySm7ShBUMK52jTC2/UbipYpf28YLO8RXuywAW0UeML+MKAHNC8BUJBoayx2DfRbwTCybl+PNe/0U/8+8l0lAO6SAVnKwfn9HUzaASmymlkMJyk4dIW3IbX4E14Gz6ERfxP1gjW6yxm+5ZJ/hM9PuwzXL6kr0mIRYPl+bFN+jbwrJvwCUemAgN9/5jFfNO4yduR0a/VivKM0U9DGp9PQwvt8VOpeFcmnR/vApuXUWAWsSsAeeSEBhVSgpZJ/7bDVV8A4oEEjt7a4aRHhw27s14LO+tl62un5740bCqc0+plP/266uMXfnq7Dzz95f5aTUENyHGkNqRgWOFm+akCGdEuhIzrfz62GrP+apKD8HnnT+A9bp+XtZBF4yCjcDi4ccXq+wZektz3z7YVS088hd3YJ5hHXbfeetvIij798LZ3F9zdg14yvzY/wJ/m3rfyxrHJkTnO8gETb3x+3m9m/Pu3WvtVNQX1yeKKGdcdvGvJJ9dgTPHVB3TSPitWOt8orJASbIJrkeZJHdIaSeAxR4pZhghIlHy+ILuUWl3c15B5IYwTaCltRXDoYGwtZB7pIGsISwJi+tlsrYydvJ1ArTSMPkXjt7C5ePrQrqxOarBIKJiPGur/48/M0ew95hj2lTNnzg6yeO79YDeKIF8B9HOjnyAKkqCDGpGGi8MlYZI0UV+rr3Os9zzi3aLv9X7o+Zw/zSuaqoKDJRS7JFUJa+9ScmW5sDktOW05zLycjhwSzknkbMo5lMPmYPD1woFE4FCACVBVEPwfXdhuSx1Yrp8LfDBfXqZxg+3TbaSwgIZpau7HJYpr9S1LOoK4JHHb0ef/+NESdwiM4RcH+025buba55n4OdM88/Ha1isembDkNC2fgJBwF+XauMdwxpk4H1aqFRbxWDGC/ZPgbXTshJS5IN0RqAE2c9yQaGQ5ABu19wjRI46261ZvKMmGYSMA/eXVIPJIpahYEr6Sj6vfSt/J36rcG9xb8hvqx+h9YNsfqF+jzyXpGfbX3DPyE+oBdid3QN6tvslK5WwBVyGH1UfY+7lH5AdVMRtDFrFN46lNskUyhE2CHSDLEZrlDTszPHqD4aGs+mp6pPAMwgJQZ8liziDLH5izpVZzdr2isFy4syexkwfi3NlTZVzOIDWMGELCGLkBpjLPcVWK7FYUWeIFISxKblGUWEVVsxQbXsKoiGBWZThZESSRFwWBo84q2AaLbINxAARXAJfuxAlDDvMHlYNGBfVt4FAN0zA8wQGtN9IeDIxOp4L+dDoYSKf8vcH2DHPWs39W7uHfYW2RgxLq0Rcy6h8nGWZoEer2LJuim/YUDa0Dm3ZFqBuIp5u/whWfYhU0I/4LLjM3mK+bn5ifApYczIlziEXArkec7aRtpCcN9ncyYEhEr+1DbM+LxiCl5pCMWYblGIHlWIbL7IcJdoMkrDNhXnCDI49ZAbg41AtDgGEjThbxROAYMw3w8jkOXBWCRPkA8cGzeeLbDWw8jMD38O3F583njJ0SFRftnQnoXeBjZBJo4VkZne6iIsr08/nqHVmPQ7zQvwc+0AA+/qtWh3u81xN2EG/6OL4Mt+JL8YT052Q2Mzb9Ahl67rn0Q5Zu8ILOOmj5FDNo787J3fZ6gWBnVu2qBBQX5sFjUGRqbXaGY0lMG0cOMHTMCLwBJ/gwHPDg3RazoDEoNLsb05DbeNzaWCEJC52Gh1DIYQJAJHwZR8DZZgnuJFEDOJpQDMjiuRHiPAlbrkaxpCalYNYrUdgEEP0Wpg3ec6lFRMFqyeee7VU08KUxkbgVRLVCqPoX1rY765plXQkMhcgJJy3TWUg7qzocNQYewbfgq/Fcfh5eyndgkYQjJUnBgOtIZ8/mHY4ahV5eoweSY4SUcBWZLcwntwr3CLvJAUEKEV3oS8JCI0lk/YEW4eekQ16tnCEnBXu27welMjGKeDVUDChqHPF4GZKewFae+5S5CCvM3jNfnCv81uK2I3u+ZMvZQagQVeF2Y5YQFHO5kDc4KmdE7sjiP+mfOaTawLDApOiMwMzo8ugvAvcHNwf35bwRfDNH5XnN4+UD3hhf6mkNLCLLyWZ+N/86r76U/EgnoaKqSkcfrciIlyeLjIIS2ARCyblF54pI0TCrDz9hsycHhjAda7At9F2IDYX64GpkwNmMyCdEjFxHY8TI0WHjDyYjneSG3ayganIfCg/4zUrhZyuFK/rAFYbhVvIqo2KpVKK15qsbVQJ+dg+42obNm1SDzUmcbAMs3pvAGFeXRqb58Gc+3Oyb5pvrY3yB6tmDe6OHwEbau1OZiraOuiyrAqKl4T1IKEexmGY8g+AdFSHc3trd624WgYOZE0qOL7q6iKTirbROAJmMTc8Y0fYUJRMxoA6UhjJury9C2YQVKaSMoq62LtOHjinj97i91VXWAAU8vSf+x3df6GxicorNrxVdYEY8nnr84MRHfvHaJS1zm8bjqbVfF9VNHnrJxdW6Qv5a/vADrav2mp1333lJbl1AHDZsx8op9zTlFodzx148wPyjs8ofaxgwsSpaVzTdwsMKwMMDlq+Tix7dh5w9Z4xKpb4uZ3gOcU7kJ8oTvRP9rbnfCnwNO0Ab4KrJuZht0ppcF+c8IDwkyaoN1DEKQjXs4AQ3rQ2XotiR7IuIwXl5OE8vJUzU3olLDRXPQx20XYUaMxJvbxjdnW74Ygz4QBkPqJtacKBc7SmcGjLZUGbwM+QZ3hn+2blcCvxYK5ZbS508HdHgqsflzkRXLaGtwIHbd7ximul9l203nMmRN6buWDZz+nJuf/rkA+Zx8zvzpPnxZa0bSNkTzfM2PrPnsUepfpoAZW+EthBAfzHGTra3Olu9s+yznbO9t/pvDKwj69TX9df9H+of+L/ivxK/cn3lOcO7+rn6eUY5R3mH+VvV2arQ31nnrfMzi7hF9hXccvuqwJPOLd59zj1eyWZhNCdJ091Od9JWrdEzgbykldodSW0/ZpEMMnM6FGTApciA61D1GkDqfjCnLPwU9gmYnsURVKHRHS3SDIQpmCNE3IHg5ME/jItKje6On+qO0w6MVFc8008HaYbDgkyzXRUUV7V1HIUddZ2rq7xspfl321XNs29dek3LDA92x0+985X5d+ztfuVz8o+qcePve/rghsvmVrz4Co5iFgu4eAvFzXiQ3RVZ3Kwx+jpb+Va51ZlBy3qAxhlJmpfXkUf6M0m1vycZGMUMVUd5hgYekiS3BReFosawKYLNDlUh+0ptWhRTpNjtKLiaYiciBkKTG86XkMbaKWIsdpKJBVieHWBFm83Plmc7M2jhU62luCZbQGd1lc8RwRdChb3CPDt4+5S95lnzlR2340DaWTH0pitWLpt59YoNl7XiGHg4Nhx4gOjn5j19yfVPPL73sY1Q3sFQ3hhgxY1y8a/3IR3ayTCl/iHpYW2t/iS3RT4gHdA6g6LoxiPIcH6Y3Jz3pLaH3xN8Q35T/UA+qp4RvtW0XHuuxwAd4TFsjqTd85LnXQ/jsdCQ12ilNh+k5B4D3Gpni63NRmx+JzUnewI5SVzttLp6Q+FMl29BaSaN982k/lwrNeygUDeBSJEO2Z7mdIKYd7KK00/FXaQIKIIrPBkQVeRNy5ubtzGPzbNHREOzJ0HgWX0Y/1Hfbzc4Yobbb5S4G/1Gnh02oIT9VFtbflRj2nLUnJAJuMJJMwMXObPKmqY7ei89lSVV1g0IfnDW00zv8NFk205JHmQdDo40WrSrtYvq0JT1epsBUrLRl9ro620GCCsTyLOGVIC7CFSv2uL/oC0whXgYKD/FOGIilgvnynhsPvI99td+tdX8+52zsfu9buzk0wZz+xUXTYkxiyde3tCA8aUVDz+2+75PAQtx8w3z4K13jcDX3rR0yJCfUb3hhwbwBfj6XtRpVNWyuIwN62FHK9vh50T2JT/xeB3E7fQ6bC470m0ujHTilkS7gqcpPQpRaEXIPHbYvbjHi730ME+H556ER/MutyxVN4rNYovIiCV6hWOagzg6MWtoNleUuKehTd5DXuKlmAAK4w34Fu8jszODiOKgUs8BLTmXAicu0IX80ExoWAS+jbCpr7LDJ2uJXNWWF1vlE2iTCOFqTyGo10L/hvqHFiz+WXTIoIE1f/yjeXwDG21Zvmxc0at6/dimT8/tZUZabd8cy7ZZHKICjzGuXBRaESJOVZtXuVzrqGTDuJAUMglcTaoZAw8hQ5jL7K3u1uKJpROhqq6xn3GccTkHaNXeASXVfZq0od6mkqF9Tqppn3wvWG1F1ZQyVYvZvD5PX00F19pfRFvAbqsFWEC3OSyQ7FTUTFpSlmkAhcWZtDKZaQiSJ8cy/dM4qnDy7TGa2OS+VOCKR/AH+LJSJRr0U6UjBQLB4OpKXAkqqNOQUXVRxBlInNc+p7L6R+/W0129xip9Khtx7WUAyMqc9fIdUDkWfDOdZpSi0i/l0VkT127pLfts9+zimaUz4rMreGrlfJzVZ0gt/0DMFxZkAeyrAY8WvNgwUAWX+wdddiMeLIZKJl5fV+zSlhz64NYrMX7ptQ4sDJp3YLX577+eu6Nt5r0rZ02/Y1isnycv4q0snPrIs7tXH8EKDj734LnhL+yf07DvXhu546lHH/vlE5seBWH9Ajh7K+h1L9phxO04H9fTitQvwhc5/oy/w5LAebkiMtkxy8EB0Xa5HU4X4ybYToUaYgRJlt0eGYi/IkdFyQgXJbdKuAdId9Aa6+stKEqu8W/yk3n+k35ywo/9yB31eiy1Bddu8uCTHuwJ+Bozgm+fH88OYIC909mjjHcKHl43yNRnESyxITMSGFOCkEc8AGU6oKfAhukufmblwSs2NIfM4+GxA4ddX20eB1rw+cYR81auTt9HKrdMqRm6ann6H1BowLY1VtrqqxbQon1Ior3TDrnRkFok0iFtkw5Jh6UTEpcvtUlLpU1wgmN4AYHHZqcj+2ifNINSwIl4jhdYmQhgMy0sRoqSbEDMluuHcjRazfOHDnVonPPjvQPn7s8MnGP3YNY8d3YUGz1rjcnr+ZU5Fm+28uhBdxmjvUJUCPtqhT0i1+HD4Egij1vTVV36aZ5YDz9Nx/q9kh27o0TnMBdcTbkw9mnVOrS9gNfr20+uQREyZztk1OLFgdFd/jFWyDUbZUn1ZpqOPqz+Uc5pvj2AU6vzu643/nIPDtSsW1B2Rb9Kd6E9XufMFGfN2bNvb5lqt59kueLk7cw3VK+uAuxNs8Y+/Bftl/l0p+awep2MWwN9kwKjMy4+Js3gt8ovyW9Kb8sfy/I48NmIJvilYfwkcSHP7ZE+Y7vZc+w3PDdGGCPO4G9l72YfYTdwD/MPCw+Lcj7r5ONsnCvjy4QysUJrYps4+XzvuiwxPKtwLA+ysvrOZUaWFbaTXGcEuQqxPl/AwnSNKFHcgTAdlhJQG2/Oug9Wz7l+ut0PuoJ61b3B6UwPHvWhe3vGadHe3CFFskP8aJwBzU9lxir09jCvwgE8Ek8xH8R3mn8wv7mD23/uNF5o3pKeij9dZT7bO6bfwsA4a0yFUUpRyrVwpIPbxh3iDnMnMgMplnKb4AQHRWKAbDJRjHrxiALsf+Axi8DsFIDsuIklCPHrQd/H8IB9qBTuTsG7OJ5XPbxXTTJJMelPFg4lF4sX+4cWqmGmonSc1FbaUbqx9HF+i7BZ3c3vVreVHi49VmpDpRWlLfDDS6WflfKlRjA32QjHHdaPnBBhhWCIGsQdshCx7CIr6A5HLCc3NxqToVHZ9ajTYUypaXPgudBEOskwwx7MiYZy4dzcXNyWi3Ph3K7iaDRGueQOhGIWvZIaaWrUQr5jcGnMGAzfBvgWxZIxo//AZEXs3dhnMcYey491xBgUC8cSsZ4YGwuU/K2h10HMho0zVqDhNDAZMLanwQVv+EEpWaEnMA4XjEqcH6cGF8ddEQ9oJ6+Pml1Q8paSikV7ldQP+moJZu46NGNtYtivLl/wqxLQWqHY2AGzys3jeY21g2f1NY+z0fueGj9hwvhplw9dn24l035Z3jDirrUmIcMemdJn2LKH0ucyYwTYVqgzL9po+AWXzzVFnCWynSyG2tKHikPtX+kcbylth2DTeFVRgIQTHPUiS2kj3ENH7/8PSltWoqqNylfT1PO6W8UnqQ75ke62JPUf6jvTMHr5eym+UFlbQgIVzraax4vG1o+8IQ4qkLvrvdTDzfkk79np/VqW7TDz2eiGXUNmLbs50193KXDzh6GsGnhy64wRX+Lj4reubz3sG+RLjjgDXEAirfpE10Rvq38dWc+vF9epndIR8ifuE+mIepw7zn+p6VvEt8nv+N+Ir6vcAnEVv0xkHBYOFR8VkpsV3PVCsC1nXg7JsUXQj1yvjAObcUh6Lbs0W58B/shsP4upWccpV9KZGZBNx8ST4gts+KU/T2/4F06ab/3jF+a3P8fhtddf/+CD11+/lhTcjfmfm2+c+Jf5m2Wo58lfPvnkpg1PPgnlvcu8ll0H5dXB93rYKO/nGuEiziRTr9W7kjlDmZHaSNfQnO9yJOq/9/pkp4XvckRoQRf66l5F0e22Xl/dUWqz2aO6bjlhyk+99dHdDVCVetd/+OuW3aVchvrrF/hgdOyth2IdZR126ob9UOq7MF/9/Jx9mJjn9k1e3QyV7L13xpW3L79q5kqo3JarzT+bafO0+dGwCemvmH07n3l055ZfbQRIrkCIqbPK/qRRso7Dkg2P42ZwCzimwjnZNss2z8nKkl3NV8lqtUcljWqzStROssgoFQRAOEN4uQRJupSQ5kmsFFzq3Ogk05xLnVudh52sU0dRGmqG8hPSgTfRWLOjcR/ORb0hi/OAPk0to0WxQRKA7/qqjCjaUdM237imbTXWKOSqfq3WzJ6MJCyybcMOvIliesg1Q9taJw0fOODSCja67pqhNd+UD37a/BeUMQF41qGMZeQV4xDv4AvFmM/hK1zvXO9eF3uwTBLcw9zEeUDbZ3sj8nnhGe10AV+qTdCmaw8q65xbCvapwuBCo2hodGbB1dEVzhXu5QV3FEl10Yv5Ycoordk+LHJRgVBQFIvWqTUR2u9VUyTwMueQIn4tphYUFBQKRQVGn5+pi903ehaWLihb6VlW9rDnwbJdBbsKtQ682ne3/6Gyp8q29eF9Ea8RKUx6jdz8ZL4XfwbuTLUYaSleXUyKDX8oWRzsYw2SAb3b0gcn+uCKPrhPXiQBLKQaR1BWN2dGMsuNGctEx2cE4os7qcjPgb614nJZHWKNEKeauBtlo8g1NIaMvThaUBsZFhmPW31X49m+01jGPsIGIwWkxKWppCQ4jcXssBKlJYiDw1wC+EPwnwkeZ76p9hza1fg29SYinZm0wOqKLaLHx3bmF2WOA0Hr2MiBnWs0XFswrGC99kDBqwXvF/CRAlVj2SDK+iuo2opr+/o24qxzax0XFGdCxCGwfghn+lfZNtyBT2IGYd3qbWWtK11euBJjYzRi8TT2JEtoEbwGPNpb7TPguT4DHuozauqSPhp39RnFpbCB59p9+VaIk/VNCBqgv+1B3BLsCZJs4a0OV+tDR3Sn2unY7vmZw4wwsj2kGW+xHT6pzKjQop63DElxNtpLYANy+McerV51q/V0d4dK+1y/3q7Uo+zQuVbUOzOFzrSKRWNFtPfUsoIXdp7S+ULg60QTOOi8/qrr6ordnpHms5ct+fjzj98vMb91TJs8NxHOjeKXWyefOvFRGlfEL51QklsR9rgdTYMmPvTzF+69q3LQRfnewjxP7oxRTct/8cdtVv9Dfs+X5D7uUbAK7xilYQSOqVxq728bZWu1CwEP8jNeD/I5XW7scxI39jOSIAuqnwrcjnybfNt8TBskh3yMDxzwHR5MleZO5OEFK3KlKlKFXIHAB55mTSVijRI/E/U5J3ga3RvdW91Mm7vDvcZ92H3SzSG37qaTh1h3ILh4Uy+haNpWB5pigDW7w91ziHbBnsv0wOqnLP+92+plgEu7LLKd9d9TGJx1tyVVH5/t2HQU1lTXFDvITYeUWG5slP/KWy65qV6RbrsNB9noMXP87fHcnI/LqsdeXPkgfvfYe4+bq0A+94CeGcdGgSNsMHyTHDMdazlG4gN8A2lwNJEmx3EiWH6dg1W8SPa43bLEu9xRjwdRFWnzWkwhE8T4X5iCJJ6nCCI+KWLxf3bvMkbmJwwhFbGCeeVWV677h15dZkz/g7OvefoSHMi/tHHE/DIc2DjhyqlPryWbTP+x6QOaF3ThQ9RhwkgC/toPyqniT41KpGAZ8UQWOCkHeUke6+CCglvKkx2qanXwFir1TD0/ghnBr2fW81Yc11jUZ3hSRgrLcqykyKyag4Ksl3NLAdmjqoWohI1xfaUSOaZWojpukDQMDSfDuRHCSGkRWswu4hZLi+VF6gq0kl3BrZRWyivUj9BH7BHuiPSRfET9Gn3NdnFd0tdyl/od+o49zZ0RTkvfyafVvj/tzZWyvbkeifbm0qPeflteQvKP+m1/3Gk7Ottpe4lRRTtt/7eOWD7TEStX2BpthPbGioMlTKf+8uQ6pMDXQAy27QrjgPbqPhzMmEbaEZvth810w6b+D/2wvV2t7XFEtcsuxdDqoZhndmh0wPkZUC2KodIzJ0G1MJmEp+M+FHp0rFfRZEfoItpDm2P944iCcau5DTve2Ivt29/GHvMZ8997d7HR9AjSSb9nPybPpCcANmzmWPZSwIYLJ3c5Szjsorrdr9qTolezJwW64emG88I5kpmS0D8Jzg+rKTZeJ8jFsy7CMgymwbs2MGydeKvhVOxaha0EhT0JT5uHoUENS/NHk1asw5mbl/TQkRr1jOEPJJda/dsxQyLWEcGEHjlxPTJya5PZUTTuV7N6Iz46HYAt/Genl8Xj7fNH66e6qHNekZE37p21aclbsFlRp+xg5lTTNh3UTn9QOztYHe3vOQlk/+R2RsfWfLLspJAvDRt43y7dFYCN09/Igfh3wgFNd8BxdmC0yxK3YGMKCyqw1bVgw3HzDC40Vw0pHjJpacvYMYGLaq6cGgDR28i/z5F9qSsHFjg+0X7Wmpn3UgB87gOQv45H73K+xWKwez1Gpe5Iyhg2AhZl8i0+I5M6Zbg8XJ2MJ5PZeDZZ6hQ/Yw+rJ9hjKitXsI8JB8gNSEQyHg/8AdCMK9THLNVl13Ukr2Y3gukMR8uTbCeO75Lkat2epR52qzOYcg+7bg/bE3bDvtTO24Mg/UPACIlTEKtRh7qGkkg6nBSeIag+eoTjOzD+HxiMCgzGsfjmXgZDaWMqPl8/BaqOjlehZ041dMfnW/M8v+mCbTdNcXtvhAD3HDZskj+J7UhOQCoLIq1Nq9O7NUs0oYlnZvCQnpOGrNQrugpfzWoTrai6BtfW8QJHu4OF2uqIpwDfe2VFZYu5irnenLN6QS7e+Sf81rwKBpOv3jD7PCLQ7uGensw4UKHeGQWriRwCehRvxTNQyLATPR9vzcf5AhoRJzh/H0miUgqpVHsNvc/ywbj34L5E9r6+8MCI4SJ6CLeE2kLHQkyIraL3hvaRmh/di8wpdB4o3Kta93azLNyr7CEI2jEycLwmk7eR5hS2nh0E1xVkriP3ZK8bWa2pP1xn9etZeSnK5AV9Az/kGw4cDjWHSDiEQz4oBf5JTqx7H4R3nLTyomfewVxkvQMjv19RfnjHYLguZuUlmrkOr8nmJVHAstnraMcW+OHPcfvBN33I8Ckqh2Ve5YjAaCwRkMZimVPBPSkwBmisW9NYroxlZayWhbUWOvcbPHJCBy/IIssB1UtynCiIUtBOhDCWNXVpWE7IRKbjomy9kwhGm9D+M/MI6Iym+PnZBHQKR8rfHaBn/d0ryuO36q9mGIUVb/Rga4qXUPMEjuGR5l7yl7NnHiGfkD+bOdj9b7PbdH2L/3lbd7ZMpMaK0z1i1B3WTmikQ9umHdKYNkhIvrZU26QxksxhEdwKKKtCy6qwWORkeb3CuhWwSZ24cBcLp2TYMTyKIhKMBFFmuf40Zioqcn+xN04lBtTeOFW2cOcy8ZaAVZL/pkCY8lVaqjqP4KBluh8HVq0yj68ih8nXJnfDizec6yHOG16EerTiJBZWKrK4DUO9FW3HQTpgXNGSYfAYHJ09+3dRwATPA6adVjDcb437tNpLbvb+a6G9eAwZ43K3PCKGceJ8U6HXW76d9b7q7PUKvM9jSLiPS6avKD//CqttWGNohHy4PmJd/xXugy9BfQwX3iSflMlGeZtMlsq4WcYyKLflVi7lCxpne3smn5aetd7bL/Mc9Ai8t85w44TjpIOccPQ4yGrHGgdZSuNqPYd2hQuSDhHskPVEx/lMxWm80sI2DZIiDv6sWPlFuwg2KTNuNFyIY00GyQJrYhQQec4kzAs4iiS8DfsRHYlk4fNUNhoEDPecNe45kl0zBSMWnQszh84ZHDqLwuwhGuPpBOB9CZjjgM3dvJ9UAxOpMuIyZwTyk3YunyPcFLEfzxAk8fJqBSsBX5CRorwYFVhw6aOE308eQAJ5wFAJHUS2GjM4ICudWNwZ+eIZGuumA326ukARW39j9F4SA61HT3+RigOqhg0dNhQzkEuFRucxHokTIz7BAXwT+RJPNp9M+83l2cntBM1jtjPTrfwq6BojuYJboZzmTissz/HKdG66spBbqPCIYzCvyKLAQZkZ5ZQoMkgM63KF3EiHy+ObDZkJ51uTz+nU87U71SeGWCO5utOpNDUe3cCicG/nEo01trsY0PhMtbV9ogZXlZ+iG2Y7dpw5Y57IbGm1tfa8xtP5mgrKQfkojgagHcaY/Ny5uTj3SCjPHQrlhdRc3p0Xzk/2yU2ECrv6fZPoCsVLpS79G39Xfh6D0UB9IBlIJ8lH8ckojl6e3Ir64JPg4F9uD+eHSbgTS0YI8fgkj/nL3VtRJkB4eTOaRvlMw+ghvbPlU+2n6TeV3TnPHxtox1tFF2ys1UGsMWp0Q0d430oHo7ksXzLjPNa5Mx1nNVZQVeBxIa7G/8vvrc898NBz9PunSKBP30A4HOjbJxDBDYcZ7bfmS8+tXffDj/4I/AhbtuW1Fw++Dt83V1cWFVWuXp0oLqr8/jivnF342osvvvb6iy++YZ1abf2c0f/XmGPJLJCzjoYZthL7FoYuTYAkHTnFg7gAwIxhiwCXsvRf6iNhNkEXo4CadjxxTbamT3XTpVIa9ezgVlwYJTW6q7auWsYet9PnJdNffmjTVROXHVo1c2BNoTn2OP73V8DJyLGD5h/MSf983HzykRmZvAyBvBhWXkYa/hiJyTPJTHkd2UKetIELoCP4d+o0VwjaqpWrXeJ/cY+oND/OORbyutNdP86OaxBTkyRMtZdOjSbMxeOG9s+dseqldVsuanrWHLvjxTOfLfgnfgpXfGjmnfnDCfOUeTaTl5/hFeQRsgl0R5URoTEQguusqV5hJsGwzFBOt9YnYlCAfeJaCpSu1GgdUFHRncoYrJ+REryidy0J3JPuOU4GQNkY1A9AB22TMG5CmEy3B/47CXLM3+FZ91/7w4iZ7MQLOobPQpMAgGHwNe+Z9wW4f3zvzsSWwbqzQ7lDYPM09JlRr4a1ekkNqHF1nHqN+leV79Ywz3rZYrZEG6Fdpm3R9mqvaxJYbaTymgDOlSYgVdW0Tvy8EcyMgqXT3jRGI6yMBAPM5mE4OIBLgL8SvGsPAvKjquBhT97FrQatThd/cerCRuElgRGC9kaylBASsO3Hl+ARlu/V1U4H/1hjt2m9nGpIpxoyjSXrAdACshnb2LtgTl91oDpafUf9VOVQZqkcYJRxOswbVzvoWADswGRJ+klyyz/27DFPmltx7DTz63NTvzU/Inn4G1OxZDOp5zhbBrLxoUJ00BgwR1kgrhDXBbZwW8SnbE+79tn2OA66DjnedWkertYxVL/Ju5v8UT/sFg6gd+F2Fgt+p54TziE51NTnOb3JnM12LT9SESERupxKZHOjhA3psNQjMVInbt65FYN/gCNGQT5bAe3EsFZs8XD4KFqUd7QZlEuw2H/UGSj6yXpRpzJLDZ1KnU61Z1eO6u2fSWUD2JnRUXTNFKcVos+OjbowYs3azZPy+CGtN+uzN2w7a55598/mX3HZP7f8Kf3YkrFjZs0bP3YeOy5vfMum9C3mqff/Yp7ErXgVvh9ffeDcV6sevOmu1XfSudCTAE9+bjPo3eV0LPAxo9IOvo4SVPqz/eQR3ETlaeVF5R3lI0UG7qswAspXKhRSoTQqzQqj0BIr+2mzwc/upUOFBVEFIz15Z4U1EbzNsJFmcCaDGu2bzEqhga63BPhIW2jXu62FZXBv2Wlns4eXsS8SxHWTmJcXnb4Nm/8Sul9nH8Pc7xaYo0zXKzhBFn9HexqB6/igvv3AqxNY250QQ/nJKHjqxrWw84bjDdeH3IcCu0Bf6F6mM1FUptaiAeowdIl6PXuVONMxy7MotiK2Tlvvf1x7yv9UcHPeltjmPk8l9gX35vkWuZa7lrtXxNh1UI/rQFK55ethLy7R/WKmnBa9sby5nJTvJ/eiXACM7vUn5+V25JJNYLRyeWeJRRjhskSJUUJKOsm9hubUGguaC4Bfw+kCeibIc/lHpUXxo3RpjGBV4CizqPioN1D5nysiWcuM0TBxXLdWS4iDD2eJjX4t7GRXQ0J0FC4uxzW91sZabIS1Bm8kay8crsFcsI9HXHfV5+/94fictpuWmukP37zz0YX7pjW3tE0bM7YtuKh10vwbWmdOZ3zlj7U9/sEHj8/YWFb5ws1vm7NvObroDTx2/NRp45untaUH3nD7rQtn3npvRlcNhvpxZ9vjYWPyAEeTY7pyk7hKfIp7Stxs2+zajfYxu22djl2u19BvHYdcjqRrotKqTXNc6mpz8QFukfch36f6Z25ulgtnmmd+TgU0TyPTNDk9EoamScWsW80zIeFm6TPpZLZ5bso0zwvWpcrJtFDNf7TZiZ3B4kxLVS9ooafOr+n2P7TQXhFnZ+HUgS0nNUl0vl8JW9LMjGtMYV0ef/GkmxxzNj53FkvvfIbzzA9OPPs+mXrrpWNmQgudi8fljWvZdO5mrHzwGXaYW8wF5vXmhr1M7sq1N999750dlm2ahrawlwAl49FUQ+c5LHA+bhpQtbDNQUNAxwwFdur44Txh65hO/HND4uugefA8C0fLDMXgbg8THBCyDKchGBjdHfSnG6xhAd1pK6wJiEm1F+Ma7JAwe8k5F9OdHkIObsG7/413mn8DO/k1yuZlMzua7YG8zDB0O8ESCZAWwvA0L9ZUEo3mBQ/DH/IMU8fS3Mi4zkAMuT3M8TQ7NkSjU3QxtvM5StGsAK2FnHUjf2PwwjzVQYbAG5xGXkxfxPxzMwbvD44D5uiTVn7Wgf5aRsf0o/lGo8gBny0WwmJCfEn8TGQrxDUiEUWUWaxEQqLQyDfzhL+UAdNGgpk5vz9eqUT+71YqSTX8MCXSmtj3HyuRrAN5DSBXpzfQVUieOJO+j+btAPsk6bA4wBDwj8JOTxKH84qSLcBV6RxyqJxW8LMQ8znSaYyNXLEXXw+c4ItbepemS1Fq052i6wrG4zSwdeDneIDZzT6J4+YRqz7Mp3p+S57jfgfvaDJCWwjwOQahGzPTDsD7QJh0MUEOdRn4IBgWFoXxLLwf7DSd5B0EZxXQ7ge0V1xIPHBKALLauZGZvrGWJ5l6t8Z3WOtujTAK6WCO7LgOpg0Skm8N6wB2w/9fB3VkZkDSQR3ZYUTwjnfYt/BfLHnFjQBUUQeCilkDFfNPEBL5CKOtbGZdr4bMyJ92i/NR8vUOdsO9snnaek69OQU/C3teFNnudXXiJw1FRZxXVMSVqs2OGqu7qxpxRfXvuqvAybMx2THIHtp3AU25tg5f4cr3qoWlzr7u8UP6XVqXM2yArbgs7o701fgtJXnJi2P9lyTo+m/kQ3wCZC+jlr1AnAnLIUydpEKJ7eI+l4F1tYEGOiK3WFPegirXxm4CRRRQRj+TxZhuDWOy4HWK9uRm/QoQUKGDF2pq64BW4xMvTl08bXSt/2HyIcGDI4/kNJT1t8oZgBOL4f156ClDZ/3uQJIV3so9msvcHcJ5Vv9HMJwckjcu76o8Js9HF07MQ12YRnNvNhJuuyGrSftytcuN2yQsHfH5kP2IXkRwC8q2h1nhpWQrsLuh+b+m5P8LSuxoXxAdUNRN1+britM++PPZTsV7+RznRkrugVyS6yYoa6IyfXdx7IlYcwt6F+iLwW7vUofwRxanH1MmrZvvy6+qrq7iD9obWn5x1/3lVcHr+geYBb+csHxRaygaK+5TeZG+oHZ4x6TaK5LBiX39GfyUkLfJbSCPOPiOJQDh4XmT8mbkMYX5QqFNQRgk5MPYPdeHfT4321Xq7sq1vU1nu+zqX6MopVQqfXOxWqRp/rn5OP+Io6gNWMyRudF3o6QjuiZKWqLboiQcTURJ9M6+viP+TnCTNHwEGZ68JLqzz5xbKDbjdMDVaRqVSKegBYPGoIHw+oq45ceD5Z4P3/PrF+Lzy/m46n60gKE1DfhHAhIydpz6jiWdYv+Kyob68ryBvuSAQFlpaZW4I1B5ybJb7vPkJoZc/OSqjoeZHe66moZEvJ/9F9hX6A0V960Jzuwz9JaWaLhvyJ8aNO3+JTQOY60HZsWLbNn4z3I8A5UaAVBViTyC8vDWvJfySFsezpOtGGXeD8GclBXMwT37cTFeS2qg3foPIoa5HvwmAb7zt3O4Qj+FrFnyNI6y1izCn8C1euYe9ov//z3sF9+/z/X54R6M/g/vQeZ+MEDn7xH/D/eI6Nv9Yu89B3Cx/n+4R0cnDugXW/foaAaawl7GjkECsgPfyUcxVIHqUCMajpqBY09DM9FctAj0wJvGVbOubRk//vLJi2/p1zDvhpI+bVcXXTJCFYcaLHhcIsoNFzX0KSrq08BMzk0m3Lruzx0zauH8+VfOGHbRkptqq66f4/ReOpHw/QdNhL+CqVPyglNumjNlypybmBkFsq2svDxaMANV/Pmd+op3Dr9DO98qKir0w+/o7zjqYVd/h+5e+LWuwxWZVP995vqfXPwf14ME3IUFNcnqqlg2dWVTXzbt/V34yfFP05/+/tPj4p88v/d9zPuJZDLxAN18W11ZXVlE98y6Kvg8V11ZWU0updt0kJ4gd5y/Nv18IllVZV2M36S/mZfT7bf04gfoHrMWNgk4Mj+srq78DA7wOtiZSB92M2zwwaqKmvQI2HswkUiScPYiU4CdL+ltHyUTyXLYycQBrLGxYDcdwN2AvNkVbGOUe3m7iKJ2w240DE3ajcokbNy+5Fz7UjtZbd9of9f+mf2Endtqx7QbyLC32FnBbnc5aWR5anYtDRz066O7fwdonDY11ViZKLZWggOSX5cJK0E72KwGLmtaOG5eZd/ABK+EA5EnB93RryLvpNQYtEa4Up15wacSOLt5DM3BYeYaC8dBQ2WPqOiIKHfxti6CKro/6cYV3X+m+Afq7YAvkyws8LihtsLmMfMYBib1GzpTFf/dXIo78G1mx7/+/S/qC5iH0EJ8MTyXxi2GGtGrNRzT6jSicUpUqBWIoIC5PMIqs+mQe5GReKWLxQyq+PTVdNWrFI0pXPFq+tV3wJYAAlPU0Sn0FNZk4gORGgFffM0Ocz1esuEa8297sfiLX9yDPzDL//IXiyMdhjIlmKkoF11uJKM5tTnE4fUdcTmd4hFJ83jQEU2UnA4J/pSXwAvr8hmBlsC2ABMIKN4uF+TEKjl1uqq7U1bDcMBbQRJVFfqfYQN8ApR4CluLm8aiVg3UJDMLn3qshU99XpxITb51cfNk+4va1XMXDKt9+DL8O/M1R6J8wZix+MabLxlR09Cuz+xYXOvCD/xykn3oCJDZUch3AcjMhUJovFHl54/obuWICjXiVlRvl1N3vqS+q36mMsiJ1zg3OY85TzpZ1ak6bbldrK1LhHx/YtkcyHGqPeWohn2a7eqKbv2Tbjo1heaY1mOV1xoLRrMqWDVKY5O4YMKYReZhPGj6z+275BGztNop3+2efpU/VDMVz148bDC+GS+fPsk+/n3jzL239SurtGR9FC3GMaYNqSjXUCXEH0EKh6Qu2EBe6nHF734P+YE3A1ZDuNDZSCeI4tiN4yd2cr8Pmw+RZvLF9Keff9iHK09FH0WMJYNSkAHVqSXoCqPhTfmoTPbJeKIXx7x13uFeRva61SO5ueKRorD7iN+PjoRlb15XRwHeVnCo4HABU1AQjHWxwS79vDzoSsL19VlJ/JluQUYUt1mRWJ5yHf3WZlcP9sayQPdZKZVOaWrsohvHtS2+ckrTNdePnDzt5sOXXTblctd11w6qnIMnzh9c38/42cLBlTOvru3bt3bmZf37vzZq5Kh/z7iicgD6Sd2OMSq4IzxvOxJ0oyNybpescrxdxRvVreoJtUdlM8uRMCqv8qK/yylmm2KmXlPtFIy0XVZ/Qktitc2CDAipc2oVAtopjTJbLbXAfOWCCoUqxol3aJ1OvwqfNG/KVOi3UL3mN1Cny+8FHnh5z3F2ODsQ8pqPEkYOdzTsS/gMH+PzRUJHaSc1sbs3y1pwM+pknrdGnuKKVDf1lWhurAVPrRUPgFwPIq7egANIkYxd8sKSQRd1HLjx1hdubbxo6YEbf9Y+d2H7/HZ2YNO9v192x7v3NjXd++4dy35/b9O51Zsf+9Xmzb96bHNGbzWCEH/D9gOcle5DKp5sgNqgU2qJKoiiCvnYjlXU2FhdAboDcvO7ashKKXbYGMEB/LOa/MY8Xto88coBD39Y9wnDRJJlRQ7UU7Z4BH02bNgI24iKwKeKlOZgvx/HeOz0uFzSUT0vnEfy8qJFRxHyoKKiiLOTPLbLo0Y2s72FB3xBK4OqsCRQVUHxDthyWUTOEgYvAH1IDuKzFK+94Gd3vnbd5nn9+o5qmzlz8mCNXHEu1n/aTUtumta/aVTrDAd5/YXJ08snLh45ZGbLgEQ0Vho0z8785eLWoXXJfkVGzaVtmT7gQeYMVmUbgcVJPf8ylyJpO8qxMpXpH0OV5s1sM1tt6eCBOyQR3PHJhs2jYV7DGqOwWOW5Tua5HQrD07XUQSODCF99BzRwIzDViupX36lKpdLvUA/xx5HZVRdEZs2b8Z2nmYHnXv3WvJncgp81x2fzNpv1syWQN7nnb+btNG82eFcmb/A7xVgFd8jBo8kcQtJOsHwa/Gj1ORpmB4vZKNzb2vOV2UHv/X91XQl4FMeV7qo+Z0aae0aja6ZbmunR6JqRRiMhCaSWEEiAhJA4hJDG3OYyxlbABmLAXME4GAN2jDA+knjXuew4tskHxvbG+T7ZyQabEK+TyNkY53K+kF2cY9ebxDCtfVXdI4TtcHyoqerqV++9eu9/dbxCU9815wHdArPMaEtfw8W5Fqg/xBTquxnbC9CawQjannl/gFNgBFqfDMjv0WfxFHmeDvL30WfJkq0fps8W+lwL5Qvo80AOeV5A552fhmfrR+R5Fc0LTsqX2sjzPJonn5QP/u9n0bsYnsto/SEvkdOCiff41RAHJ5iZTK9W4fJ6nTZZnTkzOCsRZZjGqCMYAh1kEmppFUCHipYqb77FJVVU8SzRPwhvQfGSmdqLtWQYEuNGnskdEGDyPS2scSTJG8R5SjWKkq0yxsgkGayq4cmORXLmmwTGQZLmCaf2+JY+9M5Dey8e78EOOaT/wO6UwktHvrRy7TfvmdV4YPzJHd9pRd7m25Z1rJ2XcuO+ntfW9a2qd5XOWFTbc/S2Ni606anbp6W2njugj+x48cidDdXdanR2vdy0+bGVqx6/a2G+R3b1bZ1bmlc/PEv/dV61255o6VKru2oKSnp2p81cYHuBH0WMCihqhhjJi2BJDshYDOQFcBRwNmaiRUXeqBw8RgZnma84mpCQQwpJGAB1MOLzcSVVOWxBFWfJjtCrlDswPOkgTdJlHAJcCIaSo6rLGSGDlStGShDRhTpEjscT5vBLap5+7Df6ubPfQI0nLt7x0olNs0uvuyzJihVPXunOrMUvFAyn93RuWzYDHX97y4b3L6I+dHFsuHH98ecvbO4cOJoc+TU6MZZOV6aPZ/Or9kDfipmUVqxaULGMkD3kdObIsj1hx3aXWOVnHRjlkqHY2no1iQybAmRfNa9pqKvGhC7jtAIVL2hvjz5e1bNh+vCunhJ9HLlD/ZsO9jds3bJqXgW7e+3B+fL0TQ8tvf4Kf/7t+oEZirem//PfuiOb71V6AuipY2ZqYaCnsE5GUTmGCEV2oA3Fqwpl2aQqloskIIvSlYwTJ5T+JQFFxMvW/lPqcJ5JJD1mYpTy1fp4+ZyVDYM758qE3uCC9Xt7ErdvWhUpHRw5srh5x5YVnTF9vGLOmsb+u7rDn9EHX2q4s35pi9mX68uMKqnlB/tov45M/IGfyb8MfE5qRWUW6I9dzskJYVkuThTjYtIhi1PKRXgKmwmPk3HSD5LAxxwLpB8pOmi41BFUlmUyKtM/nMJk/uXr+7Iksh0fz/qPm9gM9BCb8590z0pEcyPJKmBOtlr5iCTZuAihIjMGf1A8896Y8z2ytJxSwNgmfUoq6WrGX37llcyKV0jao+upv/2NvcBM5mt9Etq0MndqbY9L6DYJWa2MJEqyxeq1WKwbELIyCFsxkhmrl2ybqbHstWCLJUcEPtClXhGz4BfIKqUh2LExNwFK6cyYKwnwN36owsl8/xBP0pmlDwWcFYekXfBTmvhWmtWP5Hfkn9T3ZZ7U30VR3I92Z7bitzJJ/nxmHT6V6WYmz+pzLYAnosxcrXBWIRIETg2yLJly0IJsMBjzKglA4vnn8NazotXGW1mhlBwUwRCXtNaCjWtNTmKMZNxJpUSuXUlR4aCsRWOzQjPVDHvJAXv9WvtzQ0Nf3TF71vZ/aQ9rS5KJxa2RcOuS2trFWphrefiea794bGiw+8FLB+67+MXZmf9ec9+icGzh5/vT+/vVst67DV+6D+K60+a5TEUDU65yDJZxgizx2gUOPEvr5bdagUaIWqi/dBHNQafpAUr14wr+p8fIsUMqt33gH9ZTuW3R2rZZD1rx0qzkVENypthUKrYGErZRoakMR8TGcmCxQWwCFLBWY0BOlRtI7obc/pnUuPX6U/oJ/QNUiLrRgL4aXdIT/Pnrr4EHtxEaJ36P76Y5+yo0l83KqDVeZOwiZ71WsgH9jC2XrMISyVDLmrlITqC4vP48Y52EbA2PVrMp4AHHS2qVqywQXd+9tSdaU2yD7+S0D+QGghz/PwXxQHP6/nV0yx181wHM1vhqGCdVmhMjmyqJ5I6H7/Asz2OSkMVmlQQOOt361hgZL2n4hyIU4wB5ikwyY+2L+u+PHKFbz6+fZ2f/Ckn636Ht+/U+ut+8DhB4UUqeJWNVDVss4bCvvo5RamoCKtkvi30sUcNKRyRPYOqKiRpa7FYyi3yxFmzFVdPJJqmXBV0ETeTprnA8AxnOleyHn8wAhmls7soi4umoAX3DMrCsdbCxoHj+8Nq61MqFrR4V5TscC1vD7fVlNh/Kj9/5b0f3fPdz9WhdW7K4ZfXsh8o7EvmB6vaKgYfxfj31q2SyyRepLW76AD11vfPkxT3Tage2zxZdVhO7F4PcgoBaerRqZjxoHw+XBZEcToRxMBwM1/kFJApIqB6XA4kADsSeFgDlhJ725MLbrQaapX0E7Oc2Ig4ykQkcBoQg0vQxN+H7VsROGXEEQrCP3tO7fbijIH5H8/onNta37Xx287azu9vrbn1k1bBQNa8+FGqYV1nT2xhSmnr587v7DoysjodK5tz77TW3Pr937rwHLty79mfj47cuv5arzlrdot3SElRaljW23dqpAoWrYOyU8q/R/s3TKhuCKDjOBMary0iX6DUPTDVTXRceN9zpZO9YkrtpSu+MrpHpBegcjAyloYVtuGFJsr10INbsVdauoNz18z+3qGWydzu+TXsXW/XV7UrJJ3q3qe/gnUbfnl1L+/bFH+7a+M4vr+wp5T6Idq2dke2btn5u1MSl4CPcQu4uihPNMQjP++mzeeYWjE85Y95fwl3iRsAi+ZijmiZaEWvPzYGQgFPJPSMCzwtLhfsE3CTMFXAMGCRih5MAeDAsopeklhsQkehz5bAOUbCT/cpnMMtyAkDnM2RHGDUtJBYgUzHOMbLXK56uBZ9AzIp9jB8bc6EkgChXMjD1P8mCUgxFFVFBCmtnHUgBOxDlLuk/nKOXzdZ/jC4j8T7eZvc45qFQr8Njtwlnz3Ij+sWiiqqU+pOfR1IV5QVkV98o9O8Y9M/OFDBJZpEmRx0liiSVK7I/4df8x/yc359MIYcqJxNJnIwS+/Ciw2GnJyeTVvt5vJUpJHEDQEDi200DmUWAdF7CR2yVkYOzGpWyPvNuDoB+iMyS0AyoWDT/AZSsoHP3tC5yVzbHqzyr5m94ebuiTuutHNXbMH/H6VT9rLzy5vCGLeXdG9uK79+it7JHfoSxUB+NJnmM9d6/CtL0yv4iOz4ZKA3fNSc6r63OGTq+umXLQIPIcghs1PDEh9xe7iCjMMu0SqficjHKdxTUpvQpx5WvKJxxgYRSmq+QRU9Au4qTGvSg9xXobC7EPEG89XnWZsLeyakrw3Wm0+aMAblGIKvoZiLJrJbXN3B7G/WJsZ0/OtHX96VLe15GuEa/XLCld9ryWaraka6fv01G237wWt/Jnx04cvnRvufPVg93ly44sGLt4YXhNZuJXhK5PQRyc0NE3aDlWRS5KFGkFR0r4oqKVI8quxNu7KZZeNxWDxESYwppyjSCh3KfJetEYFTpbRfUlMIIJIIaRWNdW6P9e5ZUDXUXdi2/e64eR/KJOelGOcefV9VWnjc0ixux2vJWPfjS5pO/7CooD7nYw5kVrtL68Mw9S7fNVS08T/0NobUJaLURnyCKVpbNZguGqBn8FmNuAyNnlV+UJIYjfEZArwX4TI68mOHFDdVKAsvj5lqx+XuUPZJ5GLdlvof3cSNXXrvytyvZb7O/g29bmC4tJIoKW8NiY6WYZWzw7Roji44MnycpRM6IosXKnTe/Dx82Ppv9bvqmr7pG2e7MO+h9XYEvXvqjXmPq1hugWzFmtRb1KX4/wIEgVr8cQ32x4zEsxxIxLcbGYhVBxcjS7/PTIQUhQv6r8Fk3qFcZUwpyYyWbsaxK+p4xAk9TweAfl6FkAM5uBJuf0jOQZgo/iitjWw+fnPvgb55YNH/0/eM/A4ev/7Zg+9KOO3orKxdsaVe6uzQ/evR9vVJtry0eePzdfff89PFlzz6X7F5ctnDPQPrwYGVuQPasm5TlTipLTcsTVA4sfy5rVenipouhaUypa7dYsGSzApwgbBwj0MlgpMnJsas3XywximT0VTrhfQtYqUXomWtH0Xt6KZP9JjoH32SZAs2CjW8xpGWqHAQQmq1BK9zItaPkndjEh6wG7/iYei2vTAJz/KAPyT7k8+XJNmRTrFabk4wO0WZMe7RefRM4TNcW06Q5escD8cBqNBJkqWPCCgo1bzo59NLrgPBYW0FFabTaL3AjGf/m06vjb75RXNVVW1iY7KzI8unPlE/7tU5J5CyiKvBeQeAlnrNwvAXQOWY5CBRY4KGXsyhcDYcZzgnxApdrUWtsiLE5bbKNtVkwYAmrlWMNQqcEEOmrJIAgOBR9/xDZ/QeuIhB3Nzp3HeLG7GOHeIClkrGJ9kbaCYWw+nU0pNeh3+lP6+ce0X8FHE+hC3p9Zin6r0f0b02Om38A/TzE0PkrONTG9XHYiGc4kc3K4DxQxE4O0hsaagrXR9KRt3Ej1+++YrbJE1+Tz+zTev2+eh9u5ABAohyOyfflCg6bqO4Q0EYBTRe6BVwloCLwp1Zr4V0etNaDkp6ZHlziQR74Ywd/5Eq4sCvfx9nsvFPwAG/O5OZYnKY/HXNTR3q1tpYmzScwkv5wNUkTD5NJacAi5A41VymC34RaT5DNYwOcaLXbzqET+sfcBPNbfYLTP0YnzlvtVolHywurEg0R3HrtKJu6foH8Bem/Gm6IV+VnZb6VynyJltopoXkSkqQAeBBRZY9zoJsacM9yF0Yd5JqfqaaH/dRoMeQL1NcSq3M1mWUqoowFgkeRE73EIqf+R72HBTLm4LPXjuJnMouMWIrYoQ/BDpF4cKFWNS3SFcENSqeCp7m73HgOi5pYZFX6gmhqfGgeQyPjwmErJVaQ/8TkMx0a5JdnCoAj9ifyibBwuO/k+KEvvHtq4cJTPz9w6N1T/ShaNX9jS8uGnsryeZu01k09lTj5wHujC/pP/eK+w++e7Os7+fMHBg8MVFQMHBwa3L84VrbkQNbPkXHsZUqYmVqRVXEWyeDl2KIiJuz3TOUhySlyxu32Wn3/1HwbZsJ0ehRrGFnXb4CTUXR8w2hjTX+TnFywOlH5+d57Vh+IqRUz4t4F07kR0etuWXTrtMW7B5NWi6ivYY/o/+d0ampNh8RyBt8JvVeBXpmJM5u1eJ7Pp3rdXq/b6Q55vVYFRV1RHI0yNfGQMYYQ44K38tzekNPhIPlQzoZC1V6fbK2e0osxaj4BZLhMxcj2pzZOkqEbO4xo8nOcRVM+mgEdugS4sAK5PFMQWAXyjWJu5eGV7UWFhb4ZW5Y1bEie17/5VLK/wF4oRws8xzqXFFTGkhXORW2nuBFHSUNZ2S3JqhUDc/I435oe/YO/zx90ShYe6434aywntpRVThMw/g1j5Ei/ykVB7xqYw9qckSiKllQpUqFSVPSYHW20o0E7sjOSU5IlTeIkydPIKA0NJYpxY1wDYYYComTsrL0uVFhN9nxGQ9EA8Sgv1NlChCWByRUBAwkYez7ghykTs2kyxMk6FNQiQ90IEo3eR+lZaqq92ZvMiLMEvmVZR3aDRNGawOalZV31cnnCu6xr6Ji6tWnka7e986FLf9+1qHfBgK9uoH3JveVL1oWaFtdvOP3+Rwp64Jbl9lBNiZJwiH6Xv1ledaRj+2Dy6edy2rREuae4IN/hjfkqRzfXLF/c4S///huUXzGws3+l8YWqOX7MIU5Qt5BrfUSrgEh3WaIBmTGwrRfTmbfS9ASNkad7t/4t9t/1Z9jDV65cv5u2dQzG/DC0FWESmsejOp1RcJaRRASjiCuCIxLBGcU2l+lH6KA2JuSogzBnFeictRlNi2asXY1Sx5DMcrb1/VXtFQGO55Es+SPFxZ3DI507v377DIctB0zQo+1D3sZOd6gsr2BIwyOZZ9YcXN5REkyUuKvmraxLnFgKNHoZRphOaXxMW70k/9b8R/LZQf8G/yk/u85y0oI7JdSF0NcZdIpB6xnUGUSpIFIhAo0oDJMXVoyrAwJdTtTkRDEncloVi8XGBZQ8mxLPac3BOWQhDec5gxxrKc3JI2svjMVKrarpFC6nQTEaCaAkauK8TK9FvWp4hbT5S2FBTUohFqG3LYJuJKm7IC4i2YLgJ8RxLzkcLMd6cr+r/1V/Bym3u/IFclWunT+JSk9wDocNopJ81+2oWL+Ej6YaXY458QxAp8zfF+5XXc2tTU4cz/zE2dTa7FL3L8SSgVsksB+ngT8SxGJlNEu0SrJEiwLJMsZixJGDTsgLKkJW5pDICDxmJ6HQWBYavDdlUjHgzMCjAQQm0zqj1/QuNBtJCKOZ+mx0GT+sD6KvZTbqYQNzhUAvr1PcvFhT7xJRI6AQ+KhqpKyWpBoBMYJTkAVWEJCNHI0mE1YvWqwCNvwGMVyAXWvJql0WOx9ykkzKdJYMYkozjXEIT9cldm/mm/j2P+CvXLmQab8C359m4o9c+L6Sk4McHLmEBlkBMWEWSRarqJKE2RbwrlgSCA6xTeIQY5uN8y26vYHO9VJENOY8BNG0GzUGKIgXUw3kMJqPJzhlxQpARcwEg9vQkeZXmnG5fujxVx/Xn71irKOBLxXCbjX3UXM/13Kmj/FrVsyUVfC8hlHZS+xz5oE+46wrmTOA+kfMM6zXzXOjlf6pZ11pHErbPWq222q0i5iSSG6uhlDJTe2OQrtNtN1jZrvrPvPcKsXLAgf1HoZ6AnPl7RqjVU5EGFrlbrSarc9tpXScMulYn6Ujx4F5eCPnJjqojaf1nzDri9n605oDAag/7ab6VJcEFur/q3ku8Rfg+mh9ay5H2rfeVD818We8Df/FJeY2o8UTX6Arl9hGVxopvUPQvz/hjzwiA3zNxBjxBYYInq5DAhDD22lZJluGs2Vl0O5e/Bco06EsQspiNrPMDe+dxB/BN1tR/8T99Jtk3jf7zRJ4dx/+HZRrUP4F8i6XfZfQu4fS24bSJr3cFHqT0PY+/Acob0dDE/eRd4UsTZUTf8K78J+hbCZaNHGQsZ3B2ZdpeRza3kHb7kADn8GLFL6A9/BvGt/GK2m5xN4oj+M38Q7+LeN9vIqWu9mb399G3wdem+8LU8oX6MvIuinIbrt5VvpOU5eXdbicN3RuEOrtpfV2mLq50qzXVDl5Vhrq0bU5cQbU22nqzqtoo6ELQcVRrE3dDJli0MQ/zDnyYrADkXyOLWCLEC4sKMy3OxAEUEgtkvNRfmEBiwvgdzG22yh6dZmx8w1TkDZswZu1YA4mrQGZTSfnhz85oz4DEeuATh8+/Kl59cOH+fP0eLH++iem14fhP/EfoY+LYJyuJOfGc+81efGUyYuWMoGf5EW2b27Bfpryxo1fxyf584YO4l4qCxFP0UH8Bt5Hy0EH8TDRIw829SiJ3zbLQMfwMlJmy5ZVgox3URmDjoFcqI45WUPH/h/Nz7AQeJxjYGRgYGBn6r8mU6Idz2/zlUGegwEEHgWEH4DR/1b+CxRgYLcFcjkYmECiAE9nC9cAAHicY2BkYGC3/RfIwCDA8G/lv5UCDAxAEWTAdwwAff4F2AAAAHic7ZvPS1RRFMe/8+a+8QdSISG5GASD0BjohwQN9pNalBFY6ouhAXEWbVokSEgEgS4yf1FmTc+iTULQ0B8QtqmVRARCm9oFA22KIIighU7fc5li0rDXqE2D5wNfzr3nnnvOmTPzBgTH+YijIE6GiltdpCZNHzzqAdVCnaTOMuaFOwtQaaqHuuV6uB2JIyU+3htj3Faup0wW9yMZTHDt8zwhcfaehzaexbierBhHhevl5rmv473jtEO0XbSdtIdZb4tdZ3FTenLiOelnWNYVUVyhf4I6TY2Go/buTt5p4H6cNau432CARqkvcdK7rcMa0o/UoL+a+aoll+2NOWw/cg8h2NnE7XyehF+iF3lYP/FjzbPz1JGCfR97nWeubdSZvDqknpybx+gutHadxR2sEzifp6XuoRhC3sKjta4hn+0lvgxeLdrHi86fsc9xPdUUJF6e82JrKYqiKIqy9oTSuZlS9xAU8758elUURSklIeRmKqlNyJXl386KoiiKoiiKoiiKoiiKoiiKoijK/4l5jnO/88v/5v7rXhSlXAjdLXUHiqIo65mFd4v2z6g56s2vKh1mGsnwJRw013DMdOCAGcIu0007iqRpwSH7O6LrXF+AFx5AqxnAPsoz97Cbtt0MI2VaccLGjaDLnUa7+xoJ9y3SVduRph0L16HV9TFl62XR6UQxaHox6PRjUHxOOzbSP8IcSSol8XJmfxfGaZlP8M0szz7TXqWa4bv7kXRr4fOuH55Ds/lCfwx+pIlnNVQb48fg25pfeXYZbaaecR9wQ3yRU9hszx6ikvkafs4jhr1rMWfpJ2isfc2zy8fLHILmkxkt21tNsFwyw6A1/4bC+Surg5PBnsLfXlG1VGPe30LFqB35vbV/yinPdpDa8vwv8fH7oJjXsRKc/ty31cgj31mrWaPgvbDvw8q6UxRFUcqZ70nkzHAAAAB4nGNgYNCBwhSGFkY2Rg8mGaYTzE3MG1jyWJVYD7CZsU1jt2Jfwv6Cw4JTjtOHq4y7jPsPTwqvGJ8b3yR+JgEVgQWCWUJFQh+E+0TYRHlEe8SqxH6J+4jvkPCTaJGMk7wi5SN1StpG5oFsgewTuU/ymxSqFKYpbFE4oXBH4Zcin6KSYo/iJyUhJS0lJ6U0pQlKx0BQWU45DwRVlMAwQ2UdGF5TZVKdoKal1qEeof5H/Y+GExB2geGNgYCaXDSEdiTDAjicAoUn8EEtDq0J2lpYoM8oHIWjcJjBNJrAhlE4CgchnKW9RfvcKByFo3AUjsJROApH4SgchaNwFI5CYqDOLQTU1RqFgwoajcJROKRhHBTO0f2hF6RXpfdM34ZC2Ka/xUDAQMEgziDPoMagx2CKwRKDNQZbDPYYHDE4Y3DF4I7BE4M3Bl8MawxfGRkZzTN6ZixgnAKEx4zfmNiZVAHhClMp0y7TH2YMZhxmAmYNZr/MY8w3mX+w0LCYYXHJ4o2ljmWP5TYrNascqwvWGkC4wsbBJs1mh80OWw8g7LE9A4J2QiRALazQzi4MDWZhhU1ocBYWuIkEeGrIwFt2L+y+2bPYi9gr2RvZO9gH2CfYF9g32E/AgEuwwB1weIFc6KBFBLRDgW44YZhDikORQ9MoHIWjcBSOwpEKAW0jKLEAAAABAAARxgCAABAAWwADAAIAEAAvAFYAAAdLAsIAAgABeJy1Wd1vI1cVv6m9X2FTSndpS2Nnr1TUTdA0H61E2l2omNjj2F3HNmMnaZ6q8cx1PJvJzGhmvFbEIyAh+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+eqea0cBBrLG5mpjE2HGDqhu4iy325BH3N/sQEQxBrS9vrmV1zOtRSrJW5HFa1Ep4uZ3qNCwVE+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/Avn8+fp4nGzaVfSVddTt8f1017a7W5E915M2KmCBgYmJiC0Y2N3d3d3d3d3d3d3d54z3vLLmxfHC/28MYU9xjPV1X3x6Zu9//vp7z96rvf/PX8Uj//dvRs/sWb2sV/Sm6k3dm6Y3bW/63iy9uXvz9Obtzdebv7dgb6Hewr1FekN6i/aG9gY99KRX9epe02t7i/WW6C3ZW743vDeiN7K3Qm/F3kq9lXur9Eb1RvdW7a3WW723Rm9Mb63e2r11euv2xvY26G3Ye663u2EaVu8fwzac3ge9Dw3X8AzfCIzQiIzYSIzUyIzcKIy+MZUxtTGNMa0xnTG9MYMxozGTMbMxizGrMZsxuzGHMacxlzG3MY8xrzGfMb+xgLGgsZCxsLGIMcRY1BhqDAwYYpRGZdRGY7RGZyxmLG4sYSxpLGUsbSxjDDOWNZYzljeGGyOMkcYKxorGSsbKxirGKGO0saqxmrG6sYYxxljTWMtY21jHWNdYzxhrrG9sYGxobGRsbGxijDM2NcYbmxkTjM2NLYwtja2MrY1tjG2N7YyJxiRje2MHY0djJ2OysbOxi7GrsZuxu7GHsaexl7G3sY+xr7Gfsb9xgHGgcZBxsHGIcahxmHG4cYRxpHGUcbRxjHGscZxxvHGCcaJxknGycYpxqnGacbpxhnGmcZZxtnGOca5xnnG+cYFxoXGRcbFxiXGpcZlxuXGFcaVxlXG1cY1xrXGdcb1xg3GjcZNxs3GLcatxm3G7cYdxp3GXcbdxj3GvcZ9xv/GA8aDxkPGw8YjxqPGY8bjxhPGk8ZTxtPGM8azxnPG88YLxovGS8bLxivGq8ZrxuvGG8abxlvG28Y7xrvGe8b7xgfGh8ZHxsfGJ8anxmfG58YXxpfGV8bXxjfGt8Z3xvfGD8aPxk/Gz8Yvxq/Gb8bvxh/Gn8Zfxt/GP8a/ZMw3TNC3TNh3TNT3TNwMzNCMzNhMzNTMzNwuzb05lTm1OY05rTmdOb85gzmjOZM5szmLOas5mzm7OYc5pzmXObc5jzmvOZ85vLmAuaC5kLmwuYg4xFzWHmgMTppilWZm12Zit2ZmLmYubS5hLmkuZS5vLmMPMZc3lzOXN4eYIc6S5grmiuZK5srmKOcocba5qrmaubq5hjjHXNNcy1zbXMdc11zPHmuubG5gbmhuZG5ubmOPMTc3x5mbmBHNzcwtzS3Mrc2tzG3NbcztzojnJ3N7cwdzR3MmcbO5s7mLuau5m7m7uYe5p7mXube5j7mvuZ+5vHmAeaB5kHmweYh5qHmYebh5hHmkeZR5tHmMeax5nHm+eYJ5onmSebJ5inmqeZp5unmGeaZ5lnm2eY55rnmeeb15gXmheZF5sXmJeal5mXm5eYV5pXmVebV5jXmteZ15v3mDeaN5k3mzeYt5q3mbebt5h3mneZd5t3mPea95n3m8+YD5oPmQ+bD5iPmo+Zj5uPmE+aT5lPm0+Yz5rPmc+b75gvmi+ZL5svmK+ar5mvm6+Yb5pvmW+bb5jvmu+Z75vfmB+aH5kfmx+Yn5qfmZ+bn5hfml+ZX5tfmN+a35nfm/+YP5o/mT+bP5i/mr+Zv5u/mH+af5l/m3+Y/5r9SzDMi3Lsi3Hci3P8q3ACq3Iiq3ESq3Myq3C6ltTWVNb01jTWtNZ01szWDNaM1kzW7NYs1qzWbNbc1hzWnNZc1vzWPNa81nzWwtYC1oLWQtbi1hDrEWtodbAgiVWaVVWbTVWa3XWYtbi1hLWktZS1tLWMtYwa1lrOWt5a7g1whpprWCtaK1krWytYo2yRlurWqtZq1trWGOsNa21rLWtdax1rfWssdb61gbWhtZG1sbWJtY4a1NrvLWZNcHa3NrC2tLaytra2sba1trOmmhNsra3drB2tHayJls7W7tYu1q7Wbtbe1h7WntZe1v7WPta+1n7WwdYB1oHWQdbh1iHWodZh1tHWEdaR1lHW8dYx1rHWcdbJ1gnWidZJ1unWKdap1mnW2dYZ1pnWWdb51jnWudZ51sXWBdaF1kXW5dYl1qXWZdbV1hXWldZV1vXWNda11nXWzdYN1o3WTdbt1i3WrdZt1t3WHdad1l3W/dY91r3WfdbD1gPWg9ZD1uPWI9aj1mPW09YT1pPWU9bz1jPWs9Zz1svWC9aL1kvW69Yr1qvWa9bb1hvWm9Zb1vvWO9a71nvWx9YH1ofWR9bn1ifWp9Zn1tfWF9aX1lfW99Y31rfWd9bP1g/Wj9ZP1u/WL9av1m/W39Yf1p/WX9b/1j/2j3bsE3bsm3bsV3bs307sEM7smM7sVM7s3O7sPv2VPbU9jT2tPZ09vT2DPaM9kz2zPYs9qz2bPbs9hz2nPZc9tz2PPa89nz2/PYC9oL2QvbC9iL2EHtRe6g9sGGLXdqVXduN3dqdvZi9uL2EvaS9lL20vYw9zF7WXs5e3h5uj7BH2ivYK9or2Svbq9ij7NH2qvZq9ur2GvYYe017LXttex17XXs9e6y9vr2BvaG9kb2xvYk9zt7UHm9vZk+wN7e3sLe0t7K3trext7W3syfak+zt7R3sHe2d7Mn2zvYu9q72bvbu9h72nvZe9t72Pva+9n72/vYB9oH2QfbB9iH2ofZh9uH2EfaR9lH20fYx9rH2cfbx9gn2ifZJ9sn2Kfap9mn26fYZ9pn2WfbZ9jn2ufZ59vn2BfaF9kX2xfYl9qX2Zfbl9hX2lfZV9tX2Nfa19nX29fYN9o32TfbN9i32rfZt9u32Hfad9l323fY99r32ffb99gP2g/ZD9sP2I/aj9mP24/YT9pP2U/bT9jP2s/Zz9vP2C/aL9kv2y/Yr9qv2a/br9hv2m/Zb9tv2O/a79nv2+/YH9of2R/bH9if2p/Zn9uf2F/aX9lf21/Y39rf2d/b39g/2j/ZP9s/2L/av9m/27/Yf9p/2X/bf9j/2v07PMRzTsRzbcRzX8RzfCZzQiZzYSZzUyZzcKZy+M5UztTONM60znTO9M4MzozOTM7MzizOrM5szuzOHM6czlzO3M48zrzOfM7+zgLOgs5CzsLOIM8RZ1BnqDBw44pRO5dRO47RO5yzmLO4s4SzpLOUs7SzjDHOWdZZzlneGOyOckc4KzorOSs7KzirOKGe0s6qzmrO6s4YzxlnTWctZ21nHWddZzxnrrO9s4GzobORs7GzijHM2dcY7mzkTnM2dLZwtna2crZ1tnG2d7ZyJziRne2cHZ0dnJ2eys7Ozi7Ors5uzu7OHs6ezl7O3s4+zr7Ofs79zgHOgc5BzsHOIc6hzmHO4c4RzpHOUc7RzjHOsc5xzvHOCc6JzknOyc4pzqnOac7pzhnOmc5ZztnOOc65znnO+c4FzoXORc7FziXOpc5lzuXOFc6VzlXO1c41zrXOdc71zg3Ojc5Nzs3OLc6tzm3O7c4dzp3OXc7dzj3Ovc59zv/OA86DzkPOw84jzqPOY87jzhPOk85TztPOM86zznPO884LzovOS87LzivOq85rzuvOG86bzlvO2847zrvOe877zgfOh85HzsfOJ86nzmfO584XzpfOV87XzjfOt853zvfOD86Pzk/Oz84vzq/Ob87vzh/On85fzt/OP86/bcw3XdC3Xdh3XdT3XdwM3dCM3dhM3dTM3dwu3707lTu1O407rTudO787gzujO5M7szuLO6s7mzu7O4c7pzuXO7c7jzuvO587vLuAu6C7kLuwu4g5xF3WHugMXrrilW7m127it27mLuYu7S7hLuku5S7vLuMPcZd3l3OXd4e4Id6S7gruiu5K7sruKO8od7a7qruau7q7hjnHXdNdy13bXcdd113PHuuu7G7gbuhu5G7ubuOPcTd3x7mbuBHdzdwt3S3crd2t3G3dbdzt3ojvJ3d7dwd3R3cmd7O7s7uLu6u7m7u7u4e7p7uXu7e7j7uvu5+7vHuAe6B7kHuwe4h7qHuYe7h7hHuke5R7tHuMe6x7nHu+e4J7onuSe7J7inuqe5p7unuGe6Z7lnu2e457rnuee717gXuhe5F7sXuJe6l7mXu5e4V7pXuVe7V7jXute517v3uDe6N7k3uze4t7q3ube7t7h3une5d7t3uPe697n3u8+4D7oPuQ+7D7iPuo+5j7uPuE+6T7lPu0+4z7rPuc+777gvui+5L7svuK+6r7mvu6+4b7pvuW+7b7jvuu+577vfuB+6H7kfux+4n7qfuZ+7n7hful+5X7tfuN+637nfu/+4P7o/uT+7P7i/ur+5v7u/uH+6f7l/u3+4/7r9TzDMz3Lsz3Hcz3P873AC73Ii73ES73My73C63tTeVN703jTetN503szeDN6M3kze7N4s3qzebN7c3hzenN5c3vzePN683nzewt4C3oLeQt7i3hDvEW9od7Agyde6VVe7TVe63XeYt7i3hLekt5S3tLeMt4wb1lvOW95b7g3whvpreCt6K3kreyt4o3yRnureqt5q3treGO8Nb21vLW9dbx1vfW8sd763gbeht5G3sbeJt44b1NvvLeZN8Hb3NvC29Lbytva28bb1tvOm+hN8rb3dvB29HbyJns7e7t4u3q7ebt7e3h7ent5e3v7ePt6+3n7ewd4B3oHeQd7h3iHeod5h3tHeEd6R3lHe8d4x3rHecd7J3gneid5J3uneKd6p3mne2d4Z3pneWd753jneud553sXeBd6F3kXe5d4l3qXeZd7V3hXeld5V3vXeNd613nXezd4N3o3eTd7t3i3erd5t3t3eHd6d3l3e/d493r3efd7D3gPeg95D3uPeI96j3mPe094T3pPeU97z3jPes95z3sveC96L3kve694r3qvea97b3hvem95b3vveO9673nvex94H3ofeR97n3ifep95n3tfeF96X3lfe99433rfed97P3g/ej95P3u/eL96v3m/e394f3p/eX97/3j/+j3f8E3f8m3f8V3f830/8EM/8mM/8VM/83O/8Pv+VP7U/jT+tP50/vT+DP6M/kz+zP4s/qz+bP7s/hz+nP5c/tz+PP68/nz+/P4C/oL+Qv7C/iL+EH9Rf6g/8OGLX/qVX/uN3/qdv5i/uL+Ev6S/lL+0v4w/zF/WX85f3h/uj/BH+iv4K/or+Sv7q/ij/NH+qv5q/ur+Gv4Yf01/LX9tfx1/XX89f6y/vr+Bv6G/kb+xv4k/zt/UH+9v5k/wN/e38Lf0t/K39rfxt/W38yf6k/zt/R38Hf2d/Mn+zv4u/q7+bv7u/h7+nv5e/t7+Pv6+/n7+/v4B/oH+Qf7B/iH+of5h/uH+Ef6R/lH+0f4x/rH+cf7x/gn+if5J/sn+Kf6p/mn+6f4Z/pn+Wf7Z/jn+uf55/vn+Bf6F/kX+xf4l/qX+Zf7l/hX+lf5V/tX+Nf61/nX+9f4N/o3+Tf7N/i3+rf5t/u3+Hf6d/l3+3f49/r3+ff79/gP+g/5D/sP+I/6j/mP+4/4T/pP+U/7T/jP+s/5z/vP+C/6L/kv+y/4r/qv+a/7r/hv+m/5b/tv+O/67/nv++/4H/of+R/7H/if+p/5n/uf+F/6X/lf+1/43/rf+d/73/g/+j/5P/s/+L/6v/m/+7/4f/p/+X/7f/j/+v0EvMAIzsAI7cAI38AI/CIIwiII4SII0yII8KIJ+MFUwdTBNMG0wXTB9MEMwYzBTMHMwSzBrMFswezBHMGcwVzB3ME8wbzBfMH+wQLBgsFCwcLBIMCRYNBgaDAIEEpRBFdRBE7RBFywWLB4sESwZLBUsHSwTDAuWDZYLlg+GByOCkcEKwYrBSsHKwSrBqGB0sGqwWrB6sEYwJlgzWCtYO1gnWDdYLxgbrB9sEGwYbBRsHGwSjAs2DcYHmwUTgs2DLYItg62CrYNtgm2D7YKJwaRg+2CHYMdgp2BysHOwS7BrsFuwe7BHsGewV7B3sE+wb7BfsH9wQHBgcFBwcHBIcGhwWHB4cERwZHBUcHRwTHBscFxwfHBCcGJwUnBycEpwanBacHpwRnBmcFZwdnBOcG5wXnB+cEFwYXBRcHFwSXBpcFlweXBFcGVwVXB1cE1wbXBdcH1wQ3BjcFNwc3BLcGtwW3B7cEdwZ3BXcHdwT3BvcF9wf/BA8GDwUPBw8EjwaPBY8HjwRPBk8FTwdPBM8GzwXPB88ELwYvBS8HLwSvBq8FrwevBG8GbwVvB28E7wbvBe8H7wQfBh8FHwcfBJ8GnwWfB58EXwZfBV8HXwTfBt8F3wffBD8GPwU/Bz8Evwa/Bb8HvwR/Bn8Ffwd/BP8G/YC43QDK3QDp3QDb3QD4MwDKMwDpMwDbMwD4uwH04VTh1OE04bThdOH84QzhjOFM4czhLOGs4Wzh7OEc4ZzhXOHc4TzhvOF84fLhAuGC4ULhwuEg4JFw2HhoMQoYRlWIV12IRt2IWLhYuHS4RLhkuFS4fLhMPCZcPlwuXD4eGIcGS4QrhiuFK4crhKOCocHa4arhauHq4RjgnXDNcK1w7XCdcN1wvHhuuHG4QbhhuFG4ebhOPCTcPx4WbhhHDzcItwy3CrcOtwm3DbcLtwYjgp3D7cIdwx3CmcHO4c7hLuGu4W7h7uEe4Z7hXuHe4T7hvuF+4fHhAeGB4UHhweEh4aHhYeHh4RHhkeFR4dHhMeGx4XHh+eEJ4YnhSeHJ4SnhqeFp4enhGeGZ4Vnh2eE54bnheeH14QXhheFF4cXhJeGl4WXh5eEV4ZXhVeHV4TXhteF14f3hDeGN4U3hzeEt4a3hbeHt4R3hneFd4d3hPeG94X3h8+ED4YPhQ+HD4SPho+Fj4ePhE+GT4VPh0+Ez4bPhc+H74Qvhi+FL4cvhK+Gr4Wvh6+Eb4ZvhW+Hb4Tvhu+F74ffhB+GH4Ufhx+En4afhZ+Hn4Rfhl+FX4dfhN+G34Xfh/+EP4Y/hT+HP4S/hr+Fv4e/hH+Gf4V/h3+E/4b9SIjMiMrsiMnciMv8qMgCqMoiqMkSqMsyqMi6kdTRVNH00TTRtNF00czRDNGM0UzR7NEs0azRbNHc0RzRnNFc0fzRPNG80XzRwtEC0YLRQtHi0RDokWjodEgQiRRGVVRHTVRG3XRYtHi0RLRktFS0dLRMtGwaNlouWj5aHg0IhoZrRCtGK0UrRytEo2KRkerRqtFq0drRGOiNaO1orWjdaJ1o/WisdH60QbRhtFG0cbRJtG4aNNofLRZNCHaPNoi2jLaKto62ibaNtoumhhNiraPdoh2jHaKJkc7R7tEu0a7RbtHe0R7RntFe0f7RPtG+0X7RwdEB0YHRQdHh0SHRodFh0dHREdGR0VHR8dEx0bHRcdHJ0QnRidFJ0enRKdGp0WnR2dEZ0ZnRWdH50TnRudF50cXRBdGF0UXR5dEl0aXRZdHV0RXRldFV0fXRNdG10XXRzdEN0Y3RTdHt0S3RrdFt0d3RHdGd0V3R/dE90b3RfdHD0QPRg9FD0ePRI9Gj0WPR09ET0ZPRU9Hz0TPRs9Fz0cvRC9GL0UvR69Er0avRa9Hb0RvRm9Fb0fvRO9G70XvRx9EH0YfRR9Hn0SfRp9Fn0dfRF9GX0VfR99E30bfRd9HP0Q/Rj9FP0e/RL9Gv0W/R39Ef0Z/RX9H/0T/xr3YiM3Yiu3Yid3Yi/04iMM4iuM4idM4i/O4iPvxVPHU8TTxtPF08fTxDPGM8UzxzPEs8azxbPHs8RzxnPFc8dzxPPG88Xzx/PEC8YLxQvHC8SLxkHjReGg8iBFLXMZVXMdN3MZdvFi8eLxEvGS8VLx0vEw8LF42Xi5ePh4ej4hHxivEK8YrxSvHq8Sj4tHxqvFq8erxGvGYeM14rXjteJ143Xi9eGy8frxBvGG8UbxxvEk8Lt40Hh9vFk+IN4+3iLeMt4q3jreJt423iyfGk+Lt4x3iHeOd4snxzvEu8a7xbvHu8R7xnvFe8d7xPvG+8X7x/vEB8YHxQfHB8SHxofFh8eHxEfGR8VHx0fEx8bHxcfHx8QnxifFJ8cnxKfGp8Wnx6fEZ8ZnxWfHZ8TnxufF58fnxBfGF8UXxxfEl8aXxZfHl8RXxlfFV8dXxNfG18XXx9fEN8Y3xTfHN8S3xrfFt8e3xHfGd8V3x3fE98b3xffH98QPxg/FD8cPxI/Gj8WPx4/ET8ZPxU/HT8TPxs/Fz8fPxC/GL8Uvxy/Er8avxa/Hr8Rvxm/Fb8dvxO/G78Xvx+/EH8YfxR/HH8Sfxp/Fn8efxF/GX8Vfx1/E38bfxd/H38Q/xj/FP8c/xL/Gv8W/x7/Ef8Z/xX/Hf8T/xv0kvMRIzsRI7cRI38RI/CZIwiZI4SZI0yZI8KZJ+MlUydTJNMm0yXTJ9MkMyYzJTMnMySzJrMlsyezJHMmcyVzJ3Mk8ybzJfMn+yQLJgslCycLJIMiRZNBmaDBIkkpRJldRJk7RJlyyWLJ4skSyZLJUsnSyTDEuWTZZLlk+GJyOSkckKyYrJSsnKySrJqGR0smqyWrJ6skYyJlkzWStZO1knWTdZLxmbrJ9skGyYbJRsnGySjEs2TcYnmyUTks2TLZItk62SrZNtkm2T7ZKJyaRk+2SHZMdkp2RysnOyS7Jrsluye7JHsmeyV7J3sk+yb7Jfsn9yQHJgclBycHJIcmhyWHJ4ckRyZHJUcnRyTHJsclxyfHJCcmJyUnJyckpyanJacnpyRnJmclZydnJOcm5yXnJ+ckFyYXJRcnFySXJpcllyeXJFcmVyVXJ1ck1ybXJdcn1yQ3JjclNyc3JLcmtyW3J7ckdyZ3JXcndyT3Jvcl9yf/JA8mDyUPJw8kjyaPJY8njyRPJk8lTydPJM8mzyXPJ88kLyYvJS8nLySvJq8lryevJG8mbyVvJ28k7ybvJe8n7yQfJh8lHycfJJ8mnyWfJ58kXyZfJV8nXyTfJt8l3yffJD8mPyU/Jz8kvya/Jb8nvyR/Jn8lfyd/JP8m/aS43UTK3UTp3UTb3UT4M0TKM0TpM0TbM0T4u0n06VTp1Ok06bTpdOn86QzpjOlM6czpLOms6Wzp7Okc6ZzpXOnc6TzpvOl86fLpAumC6ULpwukg5JF02HpoMUqaRlWqV12qRt2qWLpYunS6RLpkulS6fLpMPSZdPl0uXT4emIdGS6QrpiulK6crpKOiodna6arpaunq6RjknXTNdK107XSddN10vHpuunG6QbphulG6ebpOPSTdPx6WbphHTzdIt0y3SrdOt0m3TbdLt0Yjop3T7dId0x3SmdnO6c7pLumu6W7p7uke6Z7pXune6T7pvul+6fHpAemB6UHpwekh6aHpYenh6RHpkelR6dHpMemx6XHp+ekJ6YnpSenJ6Snpqelp6enpGemZ6Vnp2ek56bnpeen16QXphelF6cXpJeml6WXp5ekV6ZXpVenV6TXptel16f3pDemN6U3pzekt6a3pbent6R3pneld6d3pPem96X3p8+kD6YPpQ+nD6SPpo+lj6ePpE+mT6VPp0+kz6bPpc+n76Qvpi+lL6cvpK+mr6Wvp6+kb6ZvpW+nb6Tvpu+l76ffpB+mH6Ufpx+kn6afpZ+nn6Rfpl+lX6dfpN+m36Xfp/+kP6Y/pT+nP6S/pr+lv6e/pH+mf6V/p3+k/6b9TIjMzMrszMnczMv87MgC7Moi7MkS7Msy7Mi62dTZVNn02TTZtNl02czZDNmM2UzZ7Nks2azZbNnc2RzZnNlc2fzZPNm82XzZwtkC2YLZQtni2RDskWzodkgQyZZmVVZnTVZm3XZYtni2RLZktlS2dLZMtmwbNlsuWz5bHg2IhuZrZCtmK2UrZytko3KRmerZqtlq2drZGOyNbO1srWzdbJ1s/Wysdn62QbZhtlG2cbZJtm4bNNsfLZZNiHbPNsi2zLbKts62ybbNtsum5hNyrbPdsh2zHbKJmc7Z7tku2a7Zbtne2R7Zntle2f7ZPtm+2X7ZwdkB2YHZQdnh2SHZodlh2dHZEdmR2VHZ8dkx2bHZcdnJ2QnZidlJ2enZKdmp2WnZ2dkZ2ZnZWdn52TnZudl52cXZBdmF2UXZ5dkl2aXZZdnV2RXZldlV2fXZNdm12XXZzdkN2Y3ZTdnt2S3Zrdlt2d3ZHdmd2V3Z/dk92b3ZfdnD2QPZg9lD2ePZI9mj2WPZ09kT2ZPZU9nz2TPZs9lz2cvZC9mL2UvZ69kr2avZa9nb2RvZm9lb2fvZO9m72XvZx9kH2YfZR9nn2SfZp9ln2dfZF9mX2VfZ99k32bfZd9nP2Q/Zj9lP2e/ZL9mv2W/Z39kf2Z/ZX9n/2T/5r3cyM3cyu3cyd3cy/08yMM8yuM8ydM8y/O8yPv5VPnU+TT5tPl0+fT5DPmM+Uz5zPks+az5bPns+Rz5nPlc+dz5PPm8+Xz5/PkC+YL5QvnC+SL5kHzRfGg+yJFLXuZVXudN3uZdvli+eL5EvmS+VL50vkw+LF82Xy5fPh+ej8hH5ivkK+Yr5Svnq+Sj8tH5qvlq+er5GvmYfM18rXztfJ183Xy9fGy+fr5BvmG+Ub5xvkk+Lt80H59vlk/IN8+3yLfMt8q3zrfJt823yyfmk/Lt8x3yHfOd8sn5zvku+a75bvnu+R75nvle+d75Pvm++X75/vkB+YH5QfnB+SH5oflh+eH5EfmR+VH50fkx+bH5cfnx+Qn5iflJ+cn5Kfmp+Wn56fkZ+Zn5WfnZ+Tn5ufl5+fn5BfmF+UX5xfkl+aX5Zfnl+RX5lflV+dX5Nfm1+XX59fkN+Y35TfnN+S35rflt+e35Hfmd+V353fk9+b35ffn9+QP5g/lD+cP5I/mj+WP54/kT+ZP5U/nT+TP5s/lz+fP5C/mL+Uv5y/kr+av5a/nr+Rv5m/lb+dv5O/m7+Xv5+/kH+Yf5R/nH+Sf5p/ln+ef5F/mX+Vf51/k3+bf5d/n3+Q/5j/lP+c/5L/mv+W/57/kf+Z/5X/nf+T/5v0WvMAqzsAq7cAq38Aq/CIqwiIq4SIq0yIq8KIp+MVUxdTFNMW0xXTF9MUMxYzFTMXMxSzFrMVsxezFHMWcxVzF3MU8xbzFfMX+xQLFgsVCxcLFIMaRYtBhaDAoUUpRFVdRFU7RFVyxWLF4sUSxZLFUsXSxTDCuWLZYrli+GFyOKkcUKxYrFSsXKxSrFqGJ0sWqxWrF6sUYxplizWKtYu1inWLdYrxhbrF9sUGxYbFRsXGxSjCs2LcYXmxUTis2LLYoti62KrYttim2L7YqJxaRi+2KHYsdip2JysXOxS7FrsVuxe7FHsWexV7F3sU+xb7FfsX9xQHFgcVBxcHFIcWhxWHF4cURxZHFUcXRxTHFscVxxfHFCcWJxUnFycUpxanFacXpxRnFmcVZxdnFOcW5xXnF+cUFxYXFRcXFxSXFpcVlxeXFFcWVxVXF1cU1xbXFdcX1xQ3FjcVNxc3FLcWtxW3F7cUdxZ3FXcXdxT3FvcV9xf/FA8WDxUPFw8UjxaPFY8XjxRPFk8VTxdPFM8WzxXPF88ULxYvFS8XLxSvFq8VrxevFG8WbxVvF28U7xbvFe8X7xQfFh8VHxcfFJ8WnxWfF58UXxZfFV8XXxTfFt8V3xffFD8WPxU/Fz8Uvxa/Fb8XvxR/Fn8Vfxd/FP8W+/1zf6Zt/q232n7/a9vt8P+mE/6sf9pJ/2s37eL/r9/lT9qfvT9KftT9efvj9Df8b+TP2Z+7P0Z+3P1p+9P0d/zv5c/bn78/Tn7c/Xn7+/QH/B/kL9hfuL9If0F+0P7Q/66Eu/7Ff9ut/0237XX6y/eH+J/pL9pfpL95fpD+sv21+uv3x/eH9Ef2R/hf6K/ZX6K/dX6Y/qj+6v2l+tv3p/jf6Y/pr9tfpr99fpr9tfrz+2v35/g/6G/Y36G/c36Y/rb9of39+sP6G/eX+L/pb9rfpb97fpb9vfrj+xP6m/fX+H/o79nfqT+zv3d+nv2t+tv3t/j/6e/b36e/f36e/b36+/f/+A/oH9g/oH9w/pH9o/rH+4N2zSFpMmTtjGG/e/P4f/788J/++nO3Hc+J0nT3DH/L8fO/3Pj3DsZpMmjxs/fsLEyeEeU57+6HHbTRg1YcjQ/x6D/x7471H+96j+e9T/PZr/Hu1/jy7473OGTnkNprww5SVTXuWUVz3l1f73wpRfh2rKa8qvQzPlNeV3yJRdmbIrU3ZlyufJlF2Z8snllN9RTfkd1ZSNasqfrZ7yT+spn1dP+bx6yufVU/5N6ymf0k75de2Uz+um7HZT/mk35VO6KZ/STfmUbsqft+vCKf/Fh+pzoE/oU/RZ6rPSZ63PRp+tPnVtoGsDXRvo2kDXBro20LWBrg10baBrA12DrkEnoBPQCegEdAI6AZ2ATohOiP6BRNdE10TXRNdE10TXRNdE10pdK3Wt1LVS10pdK3Wt1LVS10pdK3Wt0rVK1ypdq3St0rVK1ypdq3St0rVK12pdq3Wt1rVa12pdq3Wt1rVa12pdq3Wt0bVG1xpda3St0bVG1xpda3St0bVG11pda3Wt1bVW11pda3Wt1bVW11pda3Wt07VO1zpd63St07VO1zpd63St0zUNCDQg0IBAAwINCDQg0IBAAwKtBrQa0GpAqwGtBrQa0GpAqwGtBrQa0GpAqwGtBqBrGhBoQKCpgKYCmgpoKqCpgKYCmgpoKqCpgKYCmgpoKqCpgKYCmgpoKqCpgKYCmgpoKqCpgKYCmgpoKqCpgKYC2gdoH6B9gPYB2gdoH6B9gJYAWgJoCaA3D7156M1Dbx5689Cbh9489OahNw89dOihQw8deujQQ4ceOvTQoYcOPWnoSUNPGnrS0JOGnjT0pKEnDT1p6ElDj1f0eEWPV/R4RY9X9HhFj1f0eEX/7y96x6J3LHrHoncseseidyx6x6J3LHrHoncseseidyx6x6J3LHrHoncs+kVA9IuA6HWLXrfodYtet+h1i1636HWLXrfodYtet+h1i1636HWLXrfodYtet+h1i1636HWLXrfodYtet+h1i1636HWLXrfoFwHRQxc9dNFDFz100UMXPXTRQxf9IiD6RUD0/EXPX/T8Rb8IiH4REI2CaBREoyAaBdEoiEZBNAqiURCNgugXAdE+iPZBtA+ifRDtg2gfRPsg2gfRLwKiXwREqyFaDdFqiFZDtBqi1RCthmg1RKshWg3RLwKiXwREW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUlpbak1JaU2pJSW1JqS0ptSaktKbUllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JpSyptSaUtqbQllbak0pZU2pJKW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUltbak1pbU2pJaW1JrS2ptSa0tqbUljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JoSxptSaMtabQljbak0ZY02pJGW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlrbak1Za02pJWW9JqS1ptSastabUlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pJOW9JpSzptSact6bQlnbak05Z02pKu66L/fQ6GDh1K7wG9QW+hd0nvit41vRt6t/Sm3QHtDmh3QLsD2h3Q7oB2B7Q7oN0B7Q5oF7QL2gXtgnZBu6Bd0C5oF7QL2hXaFdoV2hXaFdoV2hXaFdoV2hXaLWm3pN2SdkvaLWm3pN2SdkvaLWm3pN2KdivarWi3ot2KdivarWi3ot2KdivarWm3pt2admvarWm3pt2admvarWm3pt2GdhvabWi3od2GdhvabWi3od2GdhvabWm3pd2WdlvabWm3pd2WdlvabWm3pd2Odjva7Wi3o92Odjva7Wi3o92OdqlXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFcD6tWAejWgXg2oVwPq1YB6NaBeDahXA+rVgHo1oF4NqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFegXoF6BeoVqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHol1CuhXgn1SqhXQr0S6pVQr4R6JdQroV4J9UqoV0K9EuqVUK+EeiXUK6FeCfVKqFdCvRLqlVCvhHpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVyX1qqReldSrknpVUq9K6lVJvSqpVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVUa8q6lVFvaqoVxX1qqJeVdSrinpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVzX1qqZe1dSrmnpVU69q6lVNvaqpVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUK8a6lVDvWqoVw31qqFeNdSrhnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVy31qqVetdSrlnrVUq9a6lVLvWqpVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddSrjnrVUa866lVHveqoVx31qqNeddQr8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtIN8O8u0g3w7y7SDfDvLtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8u5BvF/LtQr5dyLcL+XYh3y7k24V8+/9p0o6JAICBIAiJup34l/Yp6RDB+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt4/fPn77+O3jt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/fHr89fnv89vjt8dvjt8dvj98evz1+e/z2+O3x2+O3x2+P3x6/PX57/Pb47fHb47fHb4/f/v0OGbI6/3icpZdtTFvXHcbPi+NrSIwNIcSFkHOJY5PguhgH6nSJ4F4KqVZrihNoZfdFddIitZrUWMJutr4A7RSpSdSUttu0rlpxUoVFoymXe9fUFKLQsUrVpi5o0zQ6aao/ZJ+WKv0w7dvEnnNskk7jSzXDc55zz/n/zv/cc46vbXMLGeaz8o/1kFYi+Af8MjkIv+y4W8WE6eXvk1mIET9KHSpCnBj8fUfzxo0SvKFRud0Uic+vLaHynX2qPfrj+MQinyFPkH1onrEfks0zjjEQV77vQMU7u5Tbnkq31hgXZjOwTogRX7V2GHodmoKuQW5MaIZ8Ca1BnF/iF+xDAiNcxEA+s5FfJBSzvEiuQ2sQx+wv4l4uklvVFhdm9Z5Ts0Wmf09RLfw9UD6UfmgCmoWuQ5vICZRT0BrEUbuAvguE8Qv8vO0XfrOWv0vGIcZ/TnyUEoHRf+b41dq87fi2xg3Tz39CUhAjFv8eWYIYhn0D2BuEITxpR7vUEiad2rq4H/FnMemzmMhZpCyipOragGT8WWdrkxz+R7avXnEv2LHuSsXxB+IprMIPCOUj/FkSxJaOwXfCn4TLrT7OnyJeNU/D8fnjE8jXh/A+vo3sRbfJm0gcPsCbSYsKK9h1lTwFe09HHHd8Pw+oEB/3km64h2t2XOgL3FCL/6pTs1nO71Xbvy1+lZ/iGmlE1ASitgvfVV6Lna1VdzLs1Hjjk+YWPozbHMayCMyRYpWfVQM9a2Mgs54P8h2kCX3f561kG/wQ36n8l/w8OQT/hRPeIZYW+FuKelMOivS9laPV63jr4ktmDe9Fr8XPYQPOqeSTTnh/nJhhvofEIIY1HkdtXB36M6idwa6dwU6dwU6dwaTO4PQRfho9pxHTyZ8nOX6STEJTqMtjtc3Ggs6ryu498Xl+Fw9gYfwLWEqK1manpk7OLGA3bFVhAWdLXbzvKh/FOR/FmAbPO9sD8RMLvEPdyt1OoEUCORvH9SrfXtkagE1yS67yHVgIuTCtfKe9TVimwLU8yIJQ9ju2IheJ/Y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UyHetibpimfTX4qYOaBwrq2tsPRFTXl1ircRn/3btEm2s40ZSYn0bYT+ylCJJtO1RwS17V5GAl30iQaTroVVsz37A2lXg6+dUXb3KGZwqZiC73YhuDCPkTWzee1pXltHYx73tL0uPxDYt7afde7ztpWx8ymC4N6fH0TLpsbW7x1bTiupaFIYp6fV/8aW9j8orz27VuY1cVou2O2MdjixYddlojLPlp+Rdws1nGnjAfoaHI7JG7KosZcxHt7B2KrRjgyOrT9b8rQ1X0+KBDXX7nbsIlIqmg47pc5JHmjQYJIZ3stW5UNZUeZtX79Re9DWI6ouOn6lUdvhu+7aro0oMpsTmNWJWYWYmFWP266nC3Cql+vuolzyOLe+QcOnpl1YYhtc2T7Ttb/DMYb683tWx6G9fpQbDPMrkFkubiVT1/Z2qPlpt3nuAHHl1l/IDzoAYhz+Yq+v3pnqJmio9WtWq8tWqnNMlPqzArraT6vJGRq2pwe5c5ZU9ll9VjtOBYPWu39mzIof2KkptHSHxcxVd0No/uR5iu0sDeJsNGkWZWEql40Y+JBBhlkX91kTLPdumgINctFErlgFRHLmjUPw+DWryFJM9E1ZRPMgQMzDz5LzGcHMfMgQkRus2w7CBO7+0vYX1jEvUsrXxP8bcvTJ+bVmt8esSuP+Nv11BMWP4eEw0P5UGZ271ATo24q9rEkwqSL3TD+oY+ulNznWZwDqjoMqZ2vfPgFnWo5T/Xd1N163URoY6DtHU3eNH9IlDrRqtW+frFo5swifjhV00QiZMRM7GbTlPc0TZM/9+aX8OsZx7FbaqICISIZXb0kEjEi9W/DzCJGxEMizcZqZG3CpLrKl42TizaIJmr/pufOnTO1/X6vmsUksagqKRFRYkmDhNW/zEpOQsJEfqYKIqTKWa0bsYgIk7oHUiQJX3vDtaenpzblcdxpzkkGP9n5Oipsu3Hw89Q0Wd5P11577eXLl0UkSRrWlpUj6/vayOp+kPV2214WX9+p0nJX/SHZck/3UUK23oPjMtQZ267IOjqimUjjSr3akIiLQFvY6tS0k3rNDNDFM6y3q847HH0ozTXWRR10D8jHzkLoMTeTZHfxnW1DeOiuPB5D/Yr8An11CMfltkL5o2obdvPnqxmRGleLoy8c1uIk3HlezMC6tmEXUervblW+F4/QYk/tpnS1aXGxZbKHALCRic1HAVsadxPLpvRcGxji2aYJ9uaAJiYzkmAs5K1t3nqtsHhnWavaOGysvPnmmZOZM1M0WjelXgeAdl/FrP1tdZWGKzdVcn+5+b6rVI8ZFP0ntnXRwf7RznjxebVzRZw7zQLR2S9rDFE2rV49NjY1Jt+H3dvYB1EsT1lH1qiN42uYGsJCacPQG6fYxoNui1K1fDd7a7nFPkeWd4/jbHZN5s59IzvqpzrktmrHL3+3ph7804Ulq3E8tNtha/FasM72M4pBRI2UEpEZZSKSxKrZvzCLMJHq2n81K9Q29qNbo5yw2ONAtLOrcFmUrL7Jwkybi+kkMZPmvXs5O03WZGswHzObW2uJjITcpFoso+WM0RYlXyqT0OzgsmiZdgmlKlqFQ3PNjcPotvw2/ssMcltbPRgw0SBpbQfx6VPsplYDrqSt/CbiZwZissTEZGWzYCJTMkpcxK/pwhHhH9SMwdXSWuKs4hRuUq87Ai1Os1r2zaIeqiL3MysRDeIrYXEIChUZUBxCTOaxLm5EUGuLi9tKVDUNSSSZWc6Ti0UzU5uYuaywZRCyLDzD2R2OJTytSBefeWxkxDYMY3Q2tsVJfCyZZQ8v8YhHVSYamhIwU1MzSiKSZCLLeRqGNE2TT/v9WZbqKGhKKd5S9nW4BM+xmjHRWCWcsZFxSuInAarPnYqNVTmJmZ+U/EBO0zQlomFIpi2acnmWrmEVScyMhpTMzOcRhaM1i7gztg0YVU1pcHU+DIPmbOQ2ieJDTck9DGKkLMJkKYmfKHKeLl+6IMwslvMZG6l6jEdilqxKaqqaadqNwyCSNV+6dGG325lZzvvhiCtwkz7W0DaW1xjQ2Um3OL5nk57PFiOWcrs96I+NUjjGCRfbp58s2Wj2Si99ajFKdREgYaQHPIyHTvOzYvZLohJAtmkNbX+bc+bUy+i1eWy9cMwxDyGaZ2226ewlnWVxbczu4is6aR6CkOrliZVwAlaXO+0SfEgys6oxU/HVVLko7DYqi6asnHNQt2QmzTW2IfGrkdXmxadtt7OC34rfpfUY8IgFDaNb0vKwYfM2th2r3VngmkfVlVnVdszcTjgHBcfaWH51J7HNP1lHs7i8c0NyPMWXwb90m3Q3n4im5eX5RLcSKhnE5XzsCB5BJt2YTfMVTlUuF8NBWkhMVWt6ur1ntW+a+IFXzW0vLf5PzXje+/qzzWLS5EVshnvQXPcIc4sb2X409ejV3rk4c6rxNbom2drkLVvjZqRHWx7XAyzGJ/hJyU9LXOPL7ahltAtbX5+LmuW7rMZbxoLg0tU2sOsYE6rBD1pn5zp6wf9/rLF3xQRoZfUwzSIyBD3hx9acc1M77sZlKvuZmeX9xMzi5zpTj73m4DxxgdJizafVDGqOcrehcI0qab41zW64sJTExNcxY7ESv+oTXMpOP8djqQonrUuVcMsBoKIvrXgYmCklERE9m9zNa9wigcW0XLqvXdM+a9YWMpGENU/+732eiCkxkWYh02lf75hvhcLE5BG6XE6JYpRzZqM0Jpuy34rsW2cxhRQnk2uzlNw43eKwqYxWNSZKTCnVqIxyFPGTUtZqiJnXCld4voZziTBsYUvzsGR2URLiUD22bd532qFPREitaeL2lHe7IefsBubihh7SNE05q0ia1A2f1QxB0VemZOynpOJDV9uNY/VTMTFpduubac5lrpm55muWphhdeXJy4kbxsiawUtMQlsdx5MQsKedMlslsGEYPZCNSsuxHpiRl48iaRUQSSbEzWDWIEhGd7TMzs4yq2c9FzUKYdTIzSh6Qz0bKfidNhUWYsuYQ2V/mtMjS1q7q0YCpxnnHyJDJ749vFiIszEmYLZsmGVIa2ZpzoPgDc847D+EV2e9PfY0zVc0qIvuzfUrp3O5kf3o2+DM9O0spjePJZBOZDUMaxzHrdHY2nTu5ZhzHS5cuGdFwKNRsmTbhSzNVo1pdExZ7XL8cl8yD1U6zXGqVixdc2b9PPYDX+DFqbjvfg2ZLH5npsTg2qcIohiKIeQRoMVQYhzg1qj5MM+INW928e5WxokGlUAszDeqwDg5m4nmskH/hZWjdWkmvc3HWAXyb6Smdoz/+SXXyWre5RpsZbflwe19n1d/RyRLyn6j5/eOb1KCloS3Ta9s5e/IEkbgoCMZLJuYYnrBK6XObSJOwc8hgearb7tfOx9RZ8TtLLdfgUQtGtaAp5chUKit0mAWdj9Xqzex0VbWsRxPexilUl4qk3d51IHVnmPefD8E4NH93P6mYCvmsoXlCuXKismVTEDQx/KZGjUtdMYyJfasutmGrJnnm6HhZTD0iY/Klcn5YPvyEma4QA30khsrqZGdenFkWh6ViGGGP2LMyhFhknko1FpB4tuGUNcJWk3ozTmP9xPvAhmz1cVhIQJnjWc3NSWxuATSyIQ3l+OrqgfwJapMx5dwag1EPWGo3QrFp23I8pypO05yCWc+ZYZtUV/xmxM3XV0achHj9EpnqxjC38/hyIvU4JcVdXszaLrKSsIVcy9RsMSV2yIJWcyNTdumSUmrOLqo2Os1qpkwsSZhI6sUyM1VDo2dWeTy6GzVLio/pkEbN6rGqQnPIFhFxnHfuzSpurZqso8pmGjZTn9rRmtNORy0CksyUzA2vJcYiaw0rcFunD4MSLCVM2dS0WHb9FFFSppYRpXHF9sCAaA2ZtVTwuS9NSLP7wtQ4NUuznweSmQpLHNPUdCCRmZazdhmr6vNRPNAiZyGWYTC1POWUkubMxRKti9seElXLD61EYLQkM7/EkB4nLR9uDn1OqWRy62SmkshMPUp7P522YAw1HfwwxKJUo7r3k6TktjwfPNHJFlPoSm60awo1qtbZNq2ULEmSJLYvxnsPqMi5CRQVYWE/DBqZ7pIwkenEQqkcM9StoaquUOp11jCYFuzb+/OZWk7bOI4eMl6zg6YaQlZyb1R1ms7Mcs57P/Am4WzZt5fdOKjqkGRIkqd9SmxZE4uMTMTT/tTMduNgZvuzU78PRnq2P/VVYOC1o6o3OlqVrZ4TKXEnbgpz7QjeTCno43TV3NXi/qby5nVnFj9icgtsb56+9tTluA+u5k/N+9VsSimLt4udWYpR0NrrI36JL/FIza2ox7ZPSc1Sqt75Jtf7PHdbRuUeyrXvzgadxFzn+sQts8+qXsmmWH5BRMzyOniuPXT/T5/Si2S4FpDemetmD3vxRq639vAT9oOHB6fO31GtBPpYXkcYz/F5IaZyFsohh2UdudgdJ9pX24ypnSNk3K4SbiyvSiVs5Na0q+sCWqrxr5N0yzcJtpBDQ/2Av++K1l+qK35/cCoVGMwjlOao8fkelMnZBnrLppqXApGyYlLbn2LYsVXz2exFjcehYu4ipiCPmMhX7prusYiznIPdiRcVM6r4aKNaVRPJfGHtbrQ0B/fLG9XgkmZSdOfk7PDw8HQvecFVM7HNDyY6i2Mc7RUDr9v6UHdHq1fALUOvXJBrFGkHuWoWKGsoiXDz0piZcPnu9aEv4rmPJ40RcSKOURPdWNOlJyFG3jdFGzRr/Cw1opSGMNMpJOlZi7EiIiEzMjaZ45aYWvZtqkK4Vq6wNoCDv8E604y5zzCKRQ/hq8bmFv3vW/XZfj8PNiNmaYqWPamFWXgofgGtjnvSVH3AcUFrMb7jMHjg+OzZJ2bmiSwWZ/AgyzZlBqlP3ayFLVL14Uj1UJDnpddQeA+82+ec5sBSc6c5m6V44AsDNUQjLKJO1yGCy+2JoltVba6l49aeVI2FMSOqrLLEwmxVyZXv63uulLABEaHkEaRGlpkpCdXsw+bZz0RWfMKkNZBgPnD5qElJzNRfttesplKPMq50JYmqqU1EyuUMZW7hrhs9MZuIB4mTWRYqRw2PChW2ISVXgXHKS6WkMwY/KTNrWCG56mYzdeVaY2gl+H6V1EhMjMpRPK45s5dYPb27uLCERQZL1s4D7bk3AWBmxlpTHDh6itwW62fFtkqX6jdjYi7nTJ32QsTCiUWZWNiyepBMTQhMbX2uES8skkRYNU86tQPwsE7l7lP+lxGZnVkupbGLjl0bS45solJ0u5GxUrkRXE8kRsvc3jIGSgSJGemWPWwzI5WbgW91nesaUptxeEzEaqyeXmx+sthMwt30/kdZeSTGo7uqtVfdDnsJu9PCoRS3ReTZMiGsLTEsiz9ZZ7HMQzncvU0b21qRR8t9TLlo9mM/8zUJ3LbKomtlUdGscxFw+MxWjEOagiHqYwNscZFzPtkqN3yd3z1XnCDr7IKbI2ptKeRV6YZDJvm6lcjmr2gZobH4z6BniOZ4XInB68tcgxBYNtchKd6tlrbfn47cNKVcbV5eBMK9mUzaFXNIaT0ZPXK3WNiKT9Y0ieSsRMXfrTknLtYKz2fJZqo5pWIxVXe0snE1mzKRF9rzt5TqgLEWTbcsaFBGpj8+5lzHs9dbmKbJ69e4iWoZ6MlmpHmKmWq0qqd2JL5lM4Ow2g7IVYbr6HJVq0j9ruLPFRMhDkWQ12VTY+DEahkRorR1pmqnthhXwCU1Yh66thyXNc59DtHOrVIKFRlWvGtmlsr5tgyxcJ0eRS+cbRlHbl25mOoiKPIvmhiMZoc4hRCC+aHX+69qzJyKCaOGWBBP0941Qd7vx3FXXK4m05TJbByT59YYk5HXkDI2kmGwVqzGyCx7uA6XCJma9MOeBqrExqTCoqpCKsl31OQhjJ7ZUOLva7p6CQOLRUakpD8WQ5IP/2LJI6k28iKPmD2IJyb8xTOqeALD7EstxlyP7yLjckVk3dDfHIcLk8EcvVo3uzIvgleQZ5fjViRSs2f5UwqmH+YkiT3nKWsSYRF3JYkVk/zATCmRzRmNbDbUI4fyomzlxkYcKyNxiZsyrsebKXs8FZNXUvJHZkzGqmJaHYDWcleq59OY08jC5mo1mZrfh1QjB4yIJZkqa9HSQZGnEhFBJinlbKquyH1DnDzJTHN294WRGimxqGW1EnnEavlsz8yDsOZJ0iBEpNlMEwsPYza1nEueq0tSZndfM7F5uacy48rhMU85SZJFAFsbD6Zqw5DcUBhqMthwRfvNOg3/UPbYdhmpDVNTUIHqdqfiI5umyS0xVAoVGv0s1buOSOfqQrV14OkhfRmzuzxqJ9acWpf12Sx5diR3vvvhyjVzULdRNYm1RWmOZmuCflkucSXWt79sSFgUXoT8L6qimLKpe5mJWVzgG5EHyPtdLgmtuvGV02DNjTgkyTlX42sJ6iresZoEICK+SlpWNeXDoc9uQDXuk5+Kb3Vp2N7U/e3cuZnM1yK8Y9RBsTXOpiVa7BY1p4S9zgxZNFEU8xl7dKivQp7xWR+HzbmSFFylm3rlUKWqOZecDyaltUXSZuN0PVIX7+dseKN6P5nJ2LWmH0Hngj4y37oNX8pG3ZL6YhEOgUZc6wdNXEsucC2b5+Ou2s2YjXyhbPVf58fEBzP0y2E1jiXXN60OCTMdCFpop7v4qxTKnBGRZnWfndTp6QaGOaaqO/dGjVWqHHDLlZH2XZvjI8TwbShmjU6LvqDsWqrKMhiJ6FiWxZaZYHGX1KblIsPNIltDUBZ/HR3WNFcC6ia7NX+dmjv3zUpORfOJCRENiUu2mZGqDcPQ/GbMnHWj8kwsAsqLc/JcW6OckYLd14jGccw5e40CnzZilEndRkVzzTKlUEKxBTZQtc+VihA1TLMk8hvRst55U9sxFLsdtIpRkC2zai7nUmIv38tmlIbV7uUJiEzJ087rhXERqR7sYcJCzGrUpXmsMy834pfm3VBSKN8rIpSpVY0Qc984l2wZWlT4MbLJJg+HVs1GXMJtXeibmYope5ZSSn4Ybgn10hV2FJFaMYNKPUBWLgElvgf5zKXyQ82lNo4MZibFIV+zuIIjiIimWumcm9XDhrYf+eWxqieesgilkpvRxmEs6JlSyaG3EM0/ZxaaDV7JQbNI0vLUyJcZLbWagxFGSUR4qO+WhC2TCzARGTwqjENxXJZaXoOFh7QrKtxKsA0b13JjHjGa3TtSrBhiXOvEkVlK7LK72VfGXfJ934SSS+3EvrEwmWW/J1yjPqSueLW0f3IBw+w574dtQrzp++6Knqwl7CEhtTYxSjDvtZSvcCUHd+6147iPd9zSIsTbMY50oH7n4rdWD7FmJYSfqYtkvWJSXbS32fKWxroNMcKBNiuJbmTNH9jSNnfiw1nMzcxz5K26ul3x39M08dIavVGhwvTQWahYeZmCsaVZcYr3UCmvo1nmCIrua9blY50puD5obRZgXlvRKeSodflSanqVZe+2y5rWSn6Hir51Y/t4RMFmEZKjZsKYUT4X3yjJOCZhNFIf3RW0TxW7rTxQ1cGHIyLMZlN9CAxwc0vLejFZ18b2QxXXBB1iskXxD6sRxusqrTEAebM2RT2HFDNtPM9vWmJ6z/3q8XWL0vFScd2iqrGSgJZ4Lw0Vag9VKDuyptmyDkNXSORQONMxt0AIQogKbL2wHDiM2eI51Bgiz93vHloSFk67k5P9fr/fTyFcxMyyGsV2J02qhsOqdAaXeJSVVSeObutZ73FzBrPbFtwFXANqqzA1D0CI4UNl2NcckXjfVJVDyFy7vFZ0ubuqcoezuiJM7Plt7UQ0h8GUENuW4UCmpuqFojhp+y7VgkMhH5RDdEGL6O0qnGyG7Nf8bypWPVOqtbfE+o1pLiMTJwJbN92i/5CZ0zAsynsxd0e4rmNRK/7lhpXujNcGgPsVWxyCn/5bObBmZY65MetZnNp0ULNgHmYjViM15Xlxbm59C1VNO2dLe6W/efZgCS9/ae5v5HIAKzbk2RdRihKRZjImGUtZjFxtGn7w9muYiAeS4jLNpqbk7gK3c2TTkzTM0eGJ/RRXpLyqqZnUQVtDbtjmxI/9tPe/niZt8TxpGDy2JA0tUyJXy3EuGXqaRYh1bjYx2NbWvvQpUNczbBlvZJ0/fb37Hmo0ML+sW+WtVvaoVV2js5tW2xVttW/oDJz1FCWZbNM4sSFBhNrheDaj+lfmPqF+s8DNOhgjRHEw8XakWlcd4rgpbi3lm2HpikXNNssbdU8wtoRpOjvW4+wkeFfEYB3QErs/tGWrVZOuT38ec8JCRllzMQCKhD5D/a6zuDPNRW7zaHHrzUJeqHW5a7Hj3TowoJ3BoqdsMw9pfcRqFVQPWutrMOjCAboURlcjXDaDHDw8f10qbmnPbh9U93tWz7/k8DWFWcm66WZGMdOCliWuu04u0S0YI1zbCtO+YCvQyMuY6bKay+AHJN4wBfXVMBZNcaKa1Lw5+0qLk7YiibgNY11FZD7mUd8ng5PENh9dUG+TL5sNzErOlCtpmzOx2gyiIHPXXtr1MOt2XPfarz2zm0eXLZ8G09FqX53sW1dI3GqRE97EZo92PCs2MT1IOhlGD9STmmQ991jhvklenBE1/cXiZjGrqGWx1VZLMdZVjC9ufXC6B+qjt/R3mLIRjcNQ6hiocqjeWjrnLaMVyWpiews+8U2n1s3tDKKlCdaU2w0fU00UK1EE1SvUH7dMs5kpC8calC5YPbFdar8xI15btbvkjUV3t+XNbMZFr1WhISI2Hn7X8zTu7DnnIcSYtsdkuqgc2m1SXAP9tdZyLka+UsFDOJyrt0535Vexp1dLdCbinHWq7QC6KoR9QetFbuJ8Wm7LYBwJmy1dvTTkFnkAACAASURBVOBAq7ElLEqqatnLkJFQNC6IpGG3P9ur7kuUlc+UmkBUSsiN4+S95YZhmoJhhUugiKTiQjub9v4d/Vmc7U9FxFRi7JzIUJLJzEOWEzOrlW4RQnOKnpIw8zCO+8uX5hNdEp3U63/lrNN+Mo+pKIOz1FTwCs7zpvDW5fzSO9OmH7DFO7aRsZFeHdoUxbE7Tz+az5fdC7zASuw9xsyU53VH2MNu1Ew7v2UNdNq42rUB7FDueaZDyXB+JErHFUOWEEW0LJy+SOltgUr1P/1EzsuT4pFmkqVqT3yltbSzbQuK6bRZrrVcoRx0T9eXDTX9Ls9ls8wLqzFxzGRcRc2uIjp4GXuQyQ4VGiveliocKRR6bMlemXsbZ9yqtTaGCVGntmFGOmillk2j9bw2cfi+1ss1/23XJXW9ta+fe701aeEWSKLLFjuH6rgdse3N9n7aH/pqtdRlWifbbSqhbqWuQb6yLlEXlNN+00QdAh7icJXYY5moC6hfXFJxHdZ8xFRzu9v2UIo4xoSVOZSj3qI5N4pmU18xX/HagLtQQl4HYjawcU2O1lhvqLu32/0OVhUwbKvwQPzbzIsKdxQq0Zot3VKblVWoPx9GW4Cuvrgu4hC4z3RYriSSFkN9ZcFiprkMgq8nUWmJWrhjfpYwl1zMTNNZorzb7QZJJJKzTlmnTGdZc1Y1yqGUilB/z3WxgNCiMVUZcHxEqa/7LG4aSlbJcIu25HFZ8G6oUcpsnlr9W+zSiVoOvancX1wCt7JyVNWxLvXazNGJtmmaOMlut9Mpm7ecNcreo14km3qsDy1bpTSRN01TttIWoTNg18miVkt5TbYsVFe7fMcqOn04XPW5+YtbSoCProHlLE+xxkvpD1f7slJJFKz2L7UugTWr+SFkXWbUz9exGM4qmEdaI6a5T33ZH8QN4e7Hb8l/wkPrJetyrUbfuYfIvICxa03P1u4eay1rkC0N2YM2a+rYmAZSm2rz0ZHS5CMhpVwzH+dKXaJnZ2de5kJrzK6FpGGx5igL0QhDqi6UuJtLHPNENKnfneLtawstJ1Ge+1tpznk/lX4ZRq1qR/YYxy4sqm7zarOw/NJHbht4eYbYNJh3RpeF2dLmojZcC+/VIyCbmRdRO16As4XfJ69kMSskqe6hEmMY49BjdPnVOP3X+8dc6nlVGOtQohgdyEVrR/ylIbZm0i4Vdgn4MjriQY7xysUKFaZ3a9J4yMDMq9Zf21p5KzQinG512ZnMmuFm0/Q1pwr1lu+lEXpriw0+7nkNm0tnC1urlUMbKX2zrbSWVQofIZvnmc1bkZJspsSt1UasgDa/7VXEG6wrZ7VPTHWB60014dFcMaTnkHOfZXtez5JXN+Rm1xnhcHGxRYL8etEw2/7o2S2zNBbGbckdW9t/uGzr1QpWz4Zeo3UKXG1UWp+s96AUYQuJg9UBnrjlkh1YBFjbvtJaSXTnivZZMRCftho99Fa35YSJxQEX5aVCgc0jodXH83S7Z+eHge7FaS6gSEf8BIeafq1f1pbKVVb7Ytn0IZqGYbcbx3Hc7XYng5zb+cGBJrVpr6f76dLlU9rns/1EWa0tJNoKxLZVgtriP1cIDUdo3Yq46BbnK/ZXO3L4bHbKzpBJq2LqmxLZ+5TWv2qG5FpiOazhbkFsXWpbNZXOABmPMUNKrfeheukhT0bM2QsAx49oncxj+TBa9u+M/S9nbwzRUPu1luI2dagf6UtnVBsIe6eGlT04UYrbSixJMQzDlGNTcfbc7oUXV8gvtuQLlDLJWqft3Cnm0HD1uF41LUFTU0nMrx1OZ6u2lD4jWq+zVWwQM0uDMPM0nfk5J+eJtHSCbQIjDhXLKsTlUJSzZs2U21lXVT3+mJLkfJpNJaVSSJiZSfJUKiOncRAq1VTIG9HXusUpJaqHzKI7pXQ1kdR0uZeuG+LxSYS1xH61foEUC6W3bkdptysOjTyfdnbjrnS0WppW69YlVO1YHGsdLFpUbyUTdP8+0in0imndIRZqOXbzogK8lkCLWvKydTqoXnuNcaFcktlLCqFq8riFLTvoOjFo3Yr2ivo4uQWo5ra5z6gES/DcVMkDZVaWwuCcLLV46pSt5U67EIulADqoZmJ5+aD4a5lGouPu6rmzgYf6hK6A3OWvRMv6MtWos/D1iTWzOtmIzaBgTtPicJyTsTTeq5YXV9pZ1TLd6xSVUDCBtgb2Zib4pknVaG6Wo6qd2tjuc384lLwvsDVXcQ8p171xaJb1vV6hZSc30xZpICJ6NNB2fV7t6kYdORV0En8+yrn166hjumq2bsapmSytobULlM4tmkprSlV3YrT24vPBI8+FU7z4qs5W//lJz2U3iNf9UIhslZbUXqYxInMpRJSCua/WmzcqqY1z1DG3f5ty7+ki68MYuCahW9dCj5bN7inUt1rGlnM4e9Cyi2wvr5OHrzHFJaeEtdKi1RkF/4yVfPkrDbBiTCrZ9BbjCrwqxRzTlf3lmvX09PT09FTE+xhkaZXRWbLaPitxcmHShlbTfK2MqaomSXOR9XgDW3lypkMJT7RqhBH1TZsFq/ZpyzaKNYi5meVicG3nrG+f6K7e6WyqEjYO5FDUthVzcAMKexvOPKRUghtNTVVSEubWMVWYh3FotbFiJRy/dV6DT1lpWY3Hv91+v08plcaRanMZmFq5lpl9f/QSvCX52+s9tqrP7o/XEuZbqg20vdvjMLP685Haj6mEQqkK17pUtTideuZ5aSKdUxpSkdRWu+QpWamqpssCZK1FVJWhJXjdRUieJlqGyPtwsloWtJXJc9maBvbrydMkkjgWbSt7SlvVVSdf7jQNkoYh5yzD0DqMVie7Mot3O0uDqBqxejl3jw7QnCXRycnojWa994RSPnfuRDWncfQ0xKwqMpjZfpq8nNbZfl9rJnolOyOmnCfN3hslFfFaS63myWoP6lJYvZYALsaU5L3oeW5aXk8l5rUds3rBvrTf71MwQqkqG1tJgCvF/UvBbZ47A6SUPBZrsC3NRFvSZB2fWg+4xRQsvGilHY1bh3rVdk05WwjUXPLDa6vzWjoXXXeo0FhfgfVoyOy6cJKtEhE2duXsO1CV16q1zpG2Vd7mAjHzul/jMagrJ9k2B6tdYueY99IMs434K0SwWW8PKzVf5opTB+Kny+XJUFzqwqULBoufWueWVLWafGnVuDLBhfiNPrU8Ku/eOB2qBGz/CS2dWbVDOddGQF7fjULxV9sK417HHYZKBgvD0uI4bkqe85s4OKjpSH7h5q3eHlGsc/siVdb5LFFdIC0g2FhWBTDmfMVFlRJvQnNFn0MXPN2VFTtieapRtrQ0xlt8nEc+PQrHlfaaT0Ec8uWpGHUppk1wXzZ4dbS2kk3sPqXU6s0tbW9sC996a4m0lUFbyv7PXe+txQLOLppmuC0F9iW6zkiWykl4oTfVYqobhSR0no+Ly9hiV/b1xRsHmVnRkvcR5k1PdJx9vkbFCtyLvm7BrBB+xdn0uA+tVj8oDQhFFjeWyrlj4X227K0yszf8nHKNJRAyolwOUdzSreKJmuLaYiXlqp36Ws57PIcf8oOt298s50W81bOZJWZUByVEWyWoF9kjzdKZc/aKQGYUT32uQn3KSyjz5D5rV0ulyKsRC3trEh+ZppY1V7nsTc7KIu/9pttRrauh3mJFPORgt9t5XbBg7/DieJw1C4sb+bzWuBJ5IW6m2UVfCzyXA1uKU6WeT7wRKxuJB5+YZdVhGJKITjkeTty2MRcxNEvCSTglYfagf611SWryaFhV457Ymh6Xp2WWUprCYsuliVIpbdZ64Il49S1PbkmXL10ax/Hcye7sbJ/SSEQemaOqmnPpDlgqOXhpF++LIaSWaaK5rkUKXZx8DcyaJ+9e3544iZ2MuxtuuG4YhsunF05Orrt8+fKlS5eYLWse0jgMyUymaaI8lOg+s1RCpkhYtD4jr16XhM1Mpz0Tcar9SkRcI/jGK6E7IfkFJdFa/qjLtjcy00xJmtQUFo/b9gGfUsp5GlIaPGJ+KgNV24Lj9e1r3MNAq8aqnZmKVpaMhUtxK9AnhlQeyW918Vd7s2/4sKwFofJCathyYdZWbWcWxl6wkI/Yj8spbbk9d3XKrj6GoflfmuuqzG2as609nKv4wbR1l912aHrX3xK5WjNPrZVVV+qaCHQmZz3g1j8UUNGXMyt1CqvOqMkxbcNmZj8aNqtoNCJ2Yoh11RxrKw2/PjttDT18krAYzwaI/hDUR6yWqiVF5VhIDqBaqSRYlErjq3AxafU4imuFio9mLireRf6ts+m7r7y2/XehsRTK/req1/PfUqwFU9boQweJbjJuatKVbNV1U2JatWhej6LN2sPr8RwZQlBBcRmRlyOUcIqIu8txu7KlEGhfbEMa2zs3q4aJSDVmW+05ScycvKGzTtEFYRyqpi5bURRNwcymgweTqdc2z1wFgYVD7HoArPvSrQM0actX09UasyAITO3qnDDUUuBbMi5Tax1k0djbeipKlMPhqa6Pi0X6qC2WFFuu4DURMt6cmNw9sKhmWnbyax3Zspts2JfYWiJPUikISdx6W5Q31Nlj7rqEw37BzEOcekwu8vo8vza8/c9DW6zuyFFTbmrnEaO52Qdxzloy59WNxpaGFIPoXAq42CnDSbPXSiw2FC9VJSJCObvd0LqM0nYScIuau+DdACHEQxqK6pqLx7ri1W7EasugYs5ZW7F9NW9FrEPy5KTBg2Eleec6S0Oapsk7fYiIkRaznbYWgC2lu0R0uw4u0tvUC6LNRg0yJkvtWOvVo4RrcmeJx28iO0ZBtFiLYu3zjUlKL4wyAEqP28zMXpHN45s9rMLXCn+x16VeWriymwmldq1jI2+dYKRDkrbAmnlnB62Zn1V9JSJi1ewp6CUVb5pynqwVKqwm5HZV89LhI2NuK1MWikuXLuU87XW6fLbf7/ekqllTStN+yvuSy0vTVOZS1qyWanq0ZhVmGYa5sE9wy8Qe1xzmWs6ZSD35sjwgmxtWL6Kwin9vSiJkJmxpl6apJCV7dgbrXLOszySpPyxJyesuuOtu74fCCaICXnds64ymhzoRpFqvs3lylyekgwn+/tH7aVqXtW//yN4GkJmXrU1r9p9/QBNz5TjbWtKXgiLLYMqlqvLwL+1Sg1tCFcVIaSKtDgkp1dU2yukHMZJL2fp6fPReRFqbRi47f9oqAi+HCmhR2ipzH7QQI3u0dhQ0bwtV/BoujJLqJDL4w4r5v235aEo3bnK1AczcSWpdB34e5SzUlUULdW3n2OJlB41F7sWWqJr7OxwNu9gMauxulB8T/WZ6cdBM6vHpYmxqUnpMalSFsaBsv/G3r+8pt+F4GVL9dB1yvZ6hm/kfh2owR6NLXetz0evMVH2LxCSJUuI21OfWU7OJVGKgx3pgx1aoBwIE/TZlT8qpOeBKxOveWrFcg1vXPOysvL+w6VQcOJSJLXFqsn4OxipptjWvgRaBjLpQdes61qUIec3hmPuCcRCFMToiRjeuS3dtVmqzUpKMFnt66Nzrfj2ew3vI5pqsx+pkhUFSOt1TKJMcnP/+XUr6mNekLN1ViFoLNaP2ZUsv6PIFk9Tsgv6kV95W+7y0KKFoLjy5kZOnZFqzbMt9YCZOXE4mHpVWSx/U5qU5q+/NUl0KnT2V2UrtLVpsbS18UJd5UbRqcbc+3KaUWlp6CxOPPVzC4qmb0VBxa8s5D9LipjMZSS0U42XIjVymeNcrU81cJmyupUz9uXhYrbW4Gm8VKSTGi3oILUw8ZRlEdJmS2wRW0ShEHtPp/V0HSUVBluPN4qTcghYsa7HXqHmEK9VKwBL7Oknpcx7PGImFV8eqFjEcwltdaRQ77uARmKqaJ2ZOUuq3eHIns/fIIDfo+jeey1ZU3bY4+RePbPOPUWtk4X+Sp2lIRY3LXLE055yFU6vfWgwvKfmgOjk58TjawdslaNkLJ096IyKzlJIk9oYaHkzShhwJXb58KeesIjmfpZSIuJRJVvIFn7yXCtE4pmmasmbXJ/u8F68QlXMLIpbqkaaskmQnklWJbcqTG4/9ObgVuXhdNJNZNq3ZEaaah2EQoWl/NgxDJs5T9hiS5mdwS22NYuLmqYjZ2GWtsFwKmTMNR4L6u/DTbqdcK8i4al9NXxwzEypO45K+01V7oYWJIxgtivc1LRuKLMqhLy1z8zqoSstajGsf66Firp1FLSZ7bgaxU+j46XO1qMu0sGwe33ha3fba7yRkwCysAnP4VI3i6W99ifWuxRPWRutgxPKP8kAXjUW7KCuJr/tckwe8X/O8H3Qnk1ja2pYpcTF6r4kq4lhDcd6h2YiNvLB1Z0Sct0ZaFgCiOVKw1Fs9XPuiizoo8Z0h0LANjrUlcn0O7AZGKTbHB0yYHJzIy0FbIkRDznzTTF0DC2M6ckaSK3eSWySfdaUom2Odtko+2zK1az13vFSMUPPt8Bzm6H5za5V0SPOihpcZdcXUWnzb3OSYQm8/ZmsJWMUFNLt9k7CR1jw5S0R7r4VOJn5UDIkGXldkDkcNRSdcymrt+R4yQdXbxPgbGNfS9sv+kOtD/mZmwlrSrdNqFyV+mPVwRWRe5RXI4TwnItJyMLaSYq45W64BfB5ltxhO7WRbJr6VoOc2hLgmRZXwXOLN6Jci/rhFfHRTTIrH0p3Aec6SUTWjTCRexL81gJVQ94BKtfljMe5ClthSqrGB1XDj7Uw9cWJu0Umclh16KchkDzCTWInC5koK7kuUliVTYkiyt9/zfayMptYsSoKVu6i35WZ3IA0mFGkxaWXI/N/VrmRm425Q1VyNfC2OQliEjcgS137CRGlIIXPDS5VKleU2V8hoHbKlKFT2rrxCXi7Kam0O75nVGqcNYypPsCbX8CJgrBiqq3hVKYEKJcw9DbXLBjMzJR5yKJrrUQ1zvRcz7xZWNywahsFLIgzxpjdHUw1sbU4ern4/SZKSsFH1prKkdFZjaj0GWlVbCfA5zj7sBeM4hgJzSdVafaF2svL/zzn7jGjLpmrp7nH59HQYht3u3NlpZuI8We3CKMzidmg12gmratbJexhJba6mdUBJnTgtDKPI01qlrma+sqqNaexXbGaRodWnOzk58a85DmPOOYnsxnGaprPLl9KQhnHc7/e73ZhzJjLmxCKphdwUs3q2urzks30t/bmMOljXmd+MPVgkg3c2luW/D4VPdQqyWhuMZN06gIk2nLmHDGxxI7xiYi91m4Ecayy0iBqMEjAs6rEOYkrD4qsF77/QbH82ikFX2+mxMQB3dn+H0gLrZ5RCk6Qo8Rbly2uPCFPvdihemZnMvIuB8Cw8ix/H2Etzu0LgGspc622REOfVk1r3SZ5DDMr5JOSKFnk0237cCLG47rK70NzjkUrM3KK/okfXLAcnbz3Q49F+i2NM7X7Z5GMr5tA21yM1to4ELNKy5bKIWNYaC3iFXK4WgknUV6nvY3WOFrajUFp8/bK+qMWGHrA2VrmLUzkcQ+/lt+LBUhKv8rvXSc/VrFozqDYqKFk5Lpfm1e0UaSTMnpgiIkOtEt/Vn67iezbf1pB34uip9UBc5maobtmM1ffXjh/z3jAHbbVZabbIqwtVQ3QuM9Svn605n/ud3KylIZV47TSPKket7z61eDTVo6Wzmy/emXKFbZWW6nL1/kCdep61bDwR8aJWhqcIVMOE1fDwOE8lhAN5X2CpKSyltjyRcUsrXmY2z7YA4W7NjZXR172C48+jd2VzVoa8OesqgYS9RoOIKat6TAo8VCaiVcIPixmXQIvWpa/+vy/jcyR3Dcdyn6RIU9pas9RFs5pXzaT5Xdp972q/dAtdcQTbovhZS7CJttlS0zpna+lQydU7rT29nYuDgirtHNnVhFmmD1Pp01YsypSJjYs+bm2QicwSkaTiznV/N5mpTb40pZLLb2RG0nLRpFVCLUEmLB7PkjXbpMGz56+36I7yQCX2wNM5M232dbgHWFWHcmzwz3LZWnpuew0H1ZzIU+KMk4ceGXtYtAgzn56eJhl9vk3TtGtaubRe4CZJo/17t9tNmqdpcjtcHVhcrSqliigTlyXUyLIy0+AW4tYlNCUlVc2SkkiaNE/TXkQGScZ2shuJZb/fi8jJyck0TbHWTc6ZE01TOeCl5JEY+6kEBVFKKY2pLCXNRnso2GBdZ35zt96ssrm5KPR/HtYRM2NdRD4xbffVLTfUKMUoUi9C7r3sqm+Ul+Wp6UADmE0b26YZb63y+YDVpMseaLHVFOKBVnU2D9+u2P61mmSXl734rUQzRAhQKymKqQ+8LFENXOIauDh3FjlVlH3z8LRsm4N9zUiNuDhE2Ij7dCvb9AB0BVO9Jl+x0NhSSy3LXKea2+7ORKuVMKjGYS2rvXSRN4sOEet6F1dKKLQ5UpNjUPeVg63jy9ZTZmUtLm5xWVnXDqadzUeXjd9m00NHJlqWSj3ULPBIVDovu7S3qg+rEhy8thiVHlgyu3SldFTnTqwvon6XZviWQB7k/3zY46DYpprmVTM65+rRzeYd21xbyHmqZUnmnLHQk6J1FZTqIprTQGcXCi8CLcLdOHKfw5JCGy3HYklvv6BUI+k3suVs0RdXQ7+lTpp0niLtLO4hiLlledf9sPRT7lbHZmGaH1PTcHPDmnhKD/myoUB+zCZ0j5d3mPb9QliUSrptu+2z2ZhK1x7qyox0y4XNajH6KNbdcA6d7pbHA255k+2Q44lxOZechLgat4S5TcNKzHVh7uZym4y1ZTRTVs1TLhWX5noLZKYpDa1GAbUwNlu4O8ohY06apLjFr3f5pmUl1qdb1mv3WqReVa0WOGitYg/WMHanh+9AWdVbCXSFz3QqBaSKOIuNxInytI9OnjJ+SrFLW8XyUQwcUtUheeobZzeUjuIRya3zjppyqbk0C+7E4gbFlCQYpKSWmqzbSumPyS3/iNttL66UXHwj3DeTUg1JHVmZaDfumPnS/tRtybvdzk+l0zTtxmGa9sXATOYJXifDSc45W/Hsi9esqMXUyIvJLmt3uCXLS816aljrY+UxDEMNzxiSqNqpqaepMJPm7Nm+TDSk8exs8rBirx9MapLmmEbVTCyjX3AxbFvphcskid3JNgwDiwx0OLXraupwTX4LPM16Vg9FW8iqBmZ3rporpMxdTIPiKac3WidgtZZNm27WOXdVeS1eY5m04+J1MxDzkAF72ZBGKM8BnXO5g5bM6ylQy9XheHwnJwllsNxJYuvaFLOADmveNE3CnFLa7XbjkCYqrVZqAbmF+cFrpvjXdd+fak4kOVzwpgdz7pu0vHVd/LGGTvTx5N1chGyraglR8NWPbp171gKxa7y07qyzNkAuanweLU3AvFGayJbK4HiFu0MVQKe8UcgiHJ0OKthZ+iyGJdOR5Kwte23Mn9iUsF284NGiDhsu9UPnyXqw5bmr2VZfg0Nva6U0z+I4nUKLnUU8K3Gp9tUZe7T5yltLrrnowfrwE1rjxBypKON4XTJlc+Ctaw8vQ3S4SzxavEnIf9JssZmLn2056v76WleecSa2qJLNxM2amcqb9g4KlWWjo6wbEy0wLn7Z2DjtWFB7qXvA0ULsrZm5uWJKVR8VGeI1zMOg1nejrYrUy8YTRVq1wrFd9++ut84xq82BjNhYXHMdobSZbBo+0WJocq1yILrKwV3XvW6a2F3qbb7HPJO5k9hcJyAEyVDpOxjvQzMTNEt8N5JbF4MSDKpa+lfXAAMt9sgxRp7UZiXzV2gtqb2cbXfzYx3rro9u1zWwpH8YBU99NtKWUNXao6hmEUlJ4om3tf/twuf8cNL8/rEvnYjNqVTCrWtuGepS6l6X+AcP5WdOw1g8v6wtij0GN69jr1s+jLe6yDmP40jkberMKBNrVvfUqwhPedrvrdbpM5cFRJTGodg4pMQwV9dNrcng2UGqzNZazdW2lCXTpu4aNg7DlLOaSZKTcyea1cySpLOzs3J7aidqq90IRWQYhmyap/I1W5dE8W5kORtlj7o+m/aqym9fzj96+7QFU683YJXUmluuB+tw2FfuQQ60ap+9sDbxfvYiWcusElqUBOo9ZfP4Jl4Hzi/bd2lMe4oecHfBHE0K7k9pK/OtHrKZeU/krqd5s0TW0sSLCKdOK+iUWw1tLZbIeSHWZS/ZjYoBWddJVMMwjOM4juPk5bJVz87O9vt9XKbL7kIqKxtGKHAxdGeDxWPtXJOr7ll5UYaMVkGx2vJVqbYejW+SiKMC7lJtPG3ueK73Zl/BQ174XmckWeeet3cYJR2Jjb5i9YxDvcTK+muqByoM1HZZFiv+dPbm1nZv3bA3Bu10F3OozFmvvWhRv3NdxV2yHTr+de7F1tau68i9NvfOmR/CtBxLcdE3s8HmtNwNCTLMS1wMyy5qxlSCu7zr2RvHYeyc2X5C63DnLrWfpM3urtRMjKRanNw4tMXRyeZze2oFfbxOSK5TlWaTfxhXFoqwtzsclrtEKe6g3Sko0xz8xCVBQCRMKF0anrvsKKqxImsXdhHZ1YzrszRPU5JUyo4atcbHnUIN5ufZRb5hL9C5HV3Umso1FJI2UizmuWl5bsisJS8+3B8mWlyY1HJLrVxxUyfrxuNEB/tBrr/melvsLjV2HIxdfHl2bWepS6HvNb5J6TLcSMmqG03aLXWHdem+6/tUntpK0t5qvgaZE8FNSiuvkvFDpKqjpdiHVsTrrZYtcj9Nkkr0Z9DKaQ4w1RpOIMTMbn5OMpyennl/gZiO1tpuuepKw2DLOt9dBuqYdqrZKw/U810SGdzCrmxacyVUs4e/DB5ANWUz00G8PkCcv6TWOvFOIQBvbgbWctEss5XY37a/i8jZ2Zmqjie71qnEO+S5l7Y2J2Maxv3Z1Hq816NaUwg6DEPToG1eFL0kiWTwxiT7/d7Mrj23K/2HSwH1NAzDfr/POXvkgIdW5v00SNJBTi2T2TAMQuxF1lKtYj4OwzSWNhanSQCAqAAAIABJREFUp6fjuBP2MVCnXhrI1EyT29011+JrOaUk43B2duZX/gsfubMoWjpcsspIjtSAYdJje3ap0LbRm74aH6Ixipd18Utpuu0uryU3PB3qONoMlIeqwzRFu07R6ExcXYWsbm86FKoRFe3GaZXnJKbtjBDaKJAUys324f+9z7oc1inU0go6gBeptevt1uP9Z2+mSLwI5qEzNixuYMk+prUbvbvtB9ZuW1fqWnRcMzrkqa8RbFfoDbsZk328YXLbGjMds+OmK7TYvYLG3YxOizrmeE8y1rkHr1sIFvrgwEfHQ9Fm/8krdhuJra3WzutSQNGuYHDt7FX5cLZ+NIe3g+1mlHBTtJI3esR02qarFGGxW6NsVOBaxAEfbi66LrK2qtXVd6SjVVx+f2zjuZIMkzKl9laxRCWLuaKNeUhsG7HPS80hOreE7Gs1LOzHpU5eNEovzNfKB517vgbqKhBzYdOluV5pO3qWi1XLpnR0ZOrRyce1mKsujTLlmlcBnf1yZLnV+Wk9ycNzFFomvdUaFO026qZl91CY+5EQoLWiXccrr0O/ao0ICk2wQ9S72487+xGXEE9VO+J9Ms1mlJKUxg2LzBObi2q3LAimVo5dTZOyR3+6YPLyJK00hJrbC8V1VTUMt/Fvg5UqsJLm+5/SkCedH677cFKapikW+aFlh5wNP4Ny1bJ1Bsiw32fhJDJk0qpoSy4vmUoJ2Dci0lRKudV6hd68gJJIElGiqYRatS7updanl17Oee/dBbjmTLdvnXPmIc1pL8SeapKottsVMXHRb0lSMKK19q65q16aNWuzJpTCN1TqaUipltiKbav1hoZBEpvplJOICu9Lqp66KCcL0SkiZ2zeW0FE8qQ8G1+EWfaqpUAEsRhlbTa47ItMO/N/8UO3D0R2qBFr3SYXCXQxbMusl7srq+Gio/p6k14WNzTuM9GNr9ThNj6GWE8qNGigAx+9obCXMQlCBwq4bsQRLlPrNltPdSnwhzqTxZLOm2p78/ixqrZffddM3W5kW0blXsDp3Mkp1tGosVV8KNq4iGi1zfjs+NAPifXq4+p7J0Z3//FEriOxIrRsvHlIGa+95M28MdUSb901FGcWXaG61vE8xU2DzaLAGRltteWr4UpDObAwi/x/pL1ZryVJciZmZu4RZ7trVlbW1hubm6CheghiQAH6AxpIrwL0ogc96k1/kgABjjjEiGyIItkLu2s6K7Nyu9s5J8LdzPRg7h4eyzmZTeVDdXbmzbNEhLubffYt8/f6yHM7YTafWTULZXGlhMkHmyLlyAtdiIw+X/fXKO+ix8iojQE9xYxaZKEs7iF5WDZtxuo5/ny9FAhzMoQ9RVmBJVb0mfDtkskHVf4tKugJ6nZd0YIqjpn6uEBcMSJgZclSpYqV3mZxt7RcytHMF3AM6uviKCOT8wauyOJaTt89Sb+GWjkdobg806iu6hRKn0A1I7ek6fsCVN9uvo2MVMIIqFSwNKtodawEUJw09rAQbH5iacwnNpPTagKf931fyBKTCPoaJ56zJqbTgPHmk8tfB6CVtp2KK2qKYE2TMkp++zRYFtm8djgmQJFQLejLanEkswU02LhpmhA6nIaAqCrX4zXTg5VXNqZcvb7Kvpo8hmflfv6QI9SfiEIIc9mDXTCric0sAUqYko1HLK8VgAhQ6uY2qScBMaYZrPMlfpLVJz13YXIjAIoKRCGiwYpZoZQ6Mca2be2yi6obsniSsXBhWXB6mJUlEjrjHBa8lsAxswI0TZM4SArFo1Oz6A3z98y9/gjPzpi6eO8dEgFwcrMBc+yOaayNI59pZvDD3bR7Z9l4BuGXlDFQACztTeImEoAAhBDMP85by1CyXhaCarPpHdrvx8pfRZqXC8sH1eKuPUeEYTlr6tSvCQNp5AOfJ5HZxVcm0edU6TGkCP+zrAMGBv1J9c+ZrODaB2Iu4VJV5RPITYYK6kYCFrPpZ8j3KV5XzfoyPpkUCd0wJkt+4PbfugieDKOZw/wAGJYigiE7Ne+qDjulMXhSk5kHv63ssFOSoOcj14kSdtHudLGAOUUnzSLiusSsbyuIQFYm4NKdTZmNc+pbdev1bI076ogmhzRhkkJOdGaY1Us1E3phpQBO6DQlSqO4XmBxL5ZiiA0nFZBYWxZNZjXisrZKKl+OKv108qwWw518FDk6A3JPYc6zuHzytDpNfKz/al6z1l9zkT9qzzc5Z+4fhKOx/iI9tAxtnXMeXWV3SDVFAU3PZ2cec10u5wS5sboA7RiQrA0cabNKMtJk/8yPUNWemZfTkmhsRDdCrRdvaqIrSlm2vsDFi6CjmO4Ft0fLdi/5Van4BhVLOKdl3/X6EhUz8rlQAYsAP7uSp8+Z9DqkCMPXw+pcAAAAP0ZqiEAZysS2FjlMPCVyPz+irpYxfRF45JK30Nvqb1qnBUPJqRogSSQqwjYdgpBzhZSatPltndzxekd1zimC4aaIZNUDVN66kn+ZaVThMRbGLQzYI1ShuFYTTU2N6tZ6vCQTaoBm/5oNFs1oJ+UCOscSrcAa6K1sOGW6ENbqSRb/ROHkKqNJkGWLxZUdOyfbEmFlHQgi0jQNRzbltkMgJHVACGDpUTTk9GZBpZp4M3JwSKKoCg4RyQ2bNOZFDUhIZiwo+YM5o55XJpjkXCGIi5U6uYpwzpGqsBjgSs6pCFBqKW3CkGw9ESh5v6so2+NiZr2oZUAIRKiiaZ/RQWJrj8EALKKqufWLWERcEo1R3TpnAWnmh3Rd17Yts5Sk37QckiM7EJHRiYDQEhyY2a/avu8TrLOYXn1q0jefj+gJxLTSSWhl9a/ZEqRUYDSDkYqhHp4Rjxcz//FstFjeSF2MnoIzZUZpGP2YJHlt0fUvfJYRJpdXJoKqBuEzV3URVBj9WD28K95vS/OpeUm9KGY68xnmrFaoBsFzKUwZZy9MsojmbzQxMc2CzeUggIk8Zf5jp1IGTpl1zKeRzuUQDayNI+fKKpgrveY/My46P2IE9tH2rH7BAvlM0OuTQClOQys+ygw+JVqamB7ACa+DcTNZ96LZTtgiSeEkmr74stbC1WDJqJhDnBb95iU3HlwgVG4FqmfA5ppiWPNo008KUB7ED5c3az0dDlEjc2htTJ0cfWs7ANq2JcYQgqjY2SwT4kRuzJ1zMCZNWc7aZEqW4pdSkphoiq4eo/Qn2BE4NtWHJHorm3blfAdqhLNh253BzyJCrqkfHrtKRUECxWc+czPnievJb6tc+XyKUx0ocCKluShvahnDwjxkvB9Kqrd4QoWaoO+jtjBJ0ixnRCfk3SxCijR2T6/x4/rXRMMKS46TyTz/ZHzJ1GWyRtmtNl2YVea3rD/KaIaTrhubRKkEZJS1Y4TX+lsX7c1w2cFGxem2GkALCj7Z29gyKI9QLIFehXWQktgJG98WXdRgP1LK3NEMfbQ7Te5CtWtpCRpcvAtF0GJYdUYQ2Eh6IozZaI8UMKOb9cEHkBTjiLBqWixFkapoNP5oTtRNZl7eexFztdbktqspe9bCeI2dzFWQWxHWk6ZFZzZmhOAcWVoCADgiqyOZmXKXYk7DHsnw1HSJdOjBCAm8oggUQ3EAjjxxeEhsKkeAyCpYXW1RIVeajRRzU3xqza3MRFCIZHCyJT7Yls4SRYScI5eY6Pv9vm1b733KDFtkv1X0u7yDT/420/bnO2RuHCU5/S+NiSexSfPRc7brmxOGBgM/Rw5LyYzIMWolFcQTZvgDJFCN5wDU+sXcjU31yAu12oBo5Q+v1fxujk/nrdFAUFE5wxyY0AFnAPAA9pkvnW0F2armnCIKcpprOai0ZlFVqE/d49ZK0kmmea0hXSw9pwPW0SeZGmbVW/NiKTC1zBzbXgIstDFnoL4JA/sUcbOqbxQGwwoYTHG1EMcXyu4K5tezfWMBC43nFGdzf12cfi4qi09lHS+ekXPbiklwwIkZxQj5nn+MU3P2U3rwCSxasxoK3qmoSJTji1GhCqlaYtMufsf6x1KsUcrhLJ0JloN8btZbz3knlPTpKkgR3ljmLUaGS2ETOeqldPJVimGRmXI1tUx8NlA0smc291z4vpBjt2FkiaWzsVi+FNk6ycACVQV0ixSOstETnqSnm+VqXf9httK0DydjwHhuGzcwO60khdFAZu4deYJJNfriOuy6uPigzklHU4pLuumSjap0cD9FoNxhiHJu5LQ4dg1FZ7ZRM+PeQrauAH4dmKz5OKtnDoOhcZlA1gcTgIISJX6KWBiYwYuEMbFr0o9JyssYoutLShbkHCxRQ9WhJoOVKXPpYaByG5g7cCXhsOiglBfRlJujKfI3HXbmWUEWjppEBKgO0SFFjpEjGLtDJjrRtOocueJWafwIe9l6QyvBhxlJPeX+m1rcxnmo6FVklAAFQEYAl5zhAAEFkrlYzoq3qF5ESugrQFJ3bdZrRIwhRFZFFHMDsHKLkIgEgUFVJAuLFDMVtxAMVHTi+SgiRUZpfljJ9hZTYly+LBZRi8Biihlb+IjoE9nJjEORQDnFraUlWR/B5phr+zYRxsgA0HH0uWpyOYgxS8+hxCKV0tzE64a2loEGS8CCbgOoMiGic/UJ1XhHRByjKviaFlnrhMqtDcpjjoDWrDVaGOlmY/PMoFsEBc8IvSmZw03BWqyKsDywxuyElc2NKo/3SZ7ZCYg1p3omCFyLDwyiO5V8VpWSVZvCUhIBAMBhtbArxZuUWdKSomsQ09CybmkwAhvQg+EzZFgiVV2LXNU6RK5cxprmkRLVVcjCF0CpDOmSAAIlhaQndEdzhAwO1/QjAimdzTTnU7DF4ngCms4py5PTaPGpWwxnXoTTppdRJWlKxvFh9XN+iud6ng5ePeQFKRlC8k4ZKo+/Dp7CtifU2Dq2+hSXevZGcv5uqsIZguyi8+5colcEvFFHt9VXiSGWPQYDuw4hh9aeX7C1yc60AktQbgnIxaoFVUGdH3KTxLv5FKvwBUuVowBUxZ+iAodos/VxFuuk4hwXeclkdSr9rOA6qT8oZC0OVgG5k55kFKkwuGYCjgUocyPhnGACc0wLctpqPTJWYUw8B61TEet/O7S4OECzOAtDPr+O6qlF/XvmcneoYFo1XHqqeR7ESWZqcaojJazW7HB5KbWjCSWVqAPtXrSppl4FMJobcpczuphj1AAqjh0w7SuX+Cso3Ews0YQyrufm5DrNxz0iQk7oTHOqoouvAeCxPG5pMAjoCEWMlWSGBAmeTXsUJug/5YZlVRBk73NCbLxPdFIEcli0lSZiNn9WJIgxGis08QwAaoWzCNeTYSIzB5GaTz998quVwoHLimMJaZRUZN9DXEVacSKc/AQpPxzV+dv4Bp12Mdp03yLpKNM5bFqf2MEijpyWGZoV+9WGlnKNRQFVVFGUCFiESEGYhfOgtXFmKBtC473ZlhGCI7u0+YywEDWyyaohflxKo6od5bKi7A4kJ/Wko0q9r5gfCAwBVfaMNOjSnCFEB0hIuTmxKlkR1AgLnpwYwb2ap0Evmh9CX88x52KFvMnBKWXlfBo/sQ49RRws28p4+7AbLZ9SDwGASKzNpTFLCWEQhS8UduOAzZMKlWITLWXyNRlWRh4Tjkf0/FNK2+IZjoBnZr4L59r492csbFO8cDVzYZYxgey85xrkHLzaayLR3lQtQC850hWPdRUpwmTMtvAweJxXbzfe6eYWp5Mgt0U30DkHZrHwXXh4sLrvmJDyAUoBd+aAPKXlOiWPPeWRPocS58XfoikPfKRVGNioY0NJ0CHPC2vLM5j5KNeD2vEn149K7s5ftMW+YrISPyoCmxM6DdGlMi9Z/AyEZ1Ri8763ZtbSmNNfYU6D2uMM6QUrtmutXh1q0BPfEUrgE5JUw5PCcx2uw/D5Sxsz8C0ywxVMwzLf5SZwOPDwbUXCBC/PdiKQPTJz9FZFWh3xoWds/lrGUNIBsd55UlCrcrInUzmbFjl3qjrjRjJXPuj4dXS47FBPI8uBpiomkRh3oSfJTvPBRQImq+ZqIj6ZJ8N9VFh5JvyyLoXTw1/qv8nVmGzUMHLu09KWpOBZQ52kcktM0Ft+ArFyCrGNP9O1DXS0ZpWc5rpZzBwga84sHQpGYIHEKESurqdVNcbkY+oNgMz8gcpTsqK8p5nzeDRXUV9q877RZef01sY6iDE45xTYOWeXxVo4EUaktm2Ti/yYiiO5/XfOgerxeFRJ5baiEg6WyaAsopXHMIEomM1+vt3OuyhsoQvOOSpsqIbMEgEdqoj3XqUv55+xxUN/BFVHToURyBGVvshRikPLN8IaOQTAEIINFdCSFwAUwCFp3qCKs7UjknSP7BaD875MXRpLGLYmXFRYiNBiFJjZ8kpNJuYdWeGhrDFfDUAwA+NS0dnC8ebOhbVKYFrtSW3yrpV4VpcCN6eLEJZtLBFq3EsBAXKdTfVhc5rqdwrnGwoFqfNQsWLUpY1yudvXUnCm+tiyvOfwyYT1OJXE0XRcm+fSiZyHcM49anZVx/wwVQU9VQ2XMMCikhZmOJ2LlmXRQ10+FBZo1iF5Q7Sok3SCQe20iRXfv+y79ek7xoV0kD6MP5WhvwMzbF7MLZlEVtwdLPGAiwSM4hBXoJeJd9X5buqMkn1Bgz9FOk0cWpEQxgHIhK5mxU3m/jjGnBbUNlpHT41ok5ZID/WgqpRBdU0miposnNzE1hdHZkk67VQUCU6RfAAA1OUFm6zya+L7nMoCYyvTcj5VbFE4E0qiJwyzFm9W7QW2+BhMqv9yX/I5x7V2DmHaLUvFHSqO8aOPUbULtbWCVmtTJocr1sV3FQybIjTNJJJMg3+mLyp9j1QGL4MX22yTmWnypEZARUtiy8LuOuOxLMz0RxiBc2UVLKoeJ/m9E0TGzKHrrAosGAqA5KVUpCoGnFmatwmqatBh2OpEAYdYxMWOugbdbZQ3zhrSSQU8rchBEr1EJw18AX2WreJyBgFM1NJYWAojY5axaEHSih5o5Yhzxs55BlcNXtbittE8EHFIadYEYFHG98wfvXwj50bpPFYF2kDeN84k+XYX7Sc5O1RMbGGIHABE7rGwtwG4qNPsW4MSoYUjIaJ3aMlEmMkJSuaLZR4OzvsWUVmYCIhcjJJTA22kHmOUMVs32yh7K9ajgZ8AZscrQ/+JVbaox0Go40hyuhLbGaE0DF2tPAUVFY+mPQBCjKoOkUVTssNgmYDOe7PNUuXMj7KTnQ0dR0LRCAqi4sg5RyxI3mePSHXODVMOBASg7J8gzICYnZiz9kmVEH01ZGjJceXIFGKwWVlZ12ThwM6RR1BiI2AgKg6Tk/LLT0xVJ7PIAh2XLUjqI/Csbd55ccxk6mePfgWWSN7dcbHfnaA+NUV9rAldHjfP98dTIpXTsgOYmEB9tDw99Ran0MfFXWPRU2lBjKVpF07sLh3EHzDzQpwfJwRiaS4s7NLciqn46Et2CR+nhhp1SebI4ezjFQHsqStWG3BOKgwdHySTYfoQvvEJ5NHzH/Jsg6Ej25dP/leTINzJty5u5PV8c+IZfArZteMi81GK3d+gc7YjeUJXnWu/igX3bDnLuauECARa97o42jfybD2JRebF6MQ+DJfKykWt4eQSLZtqL41BFy3wFqeNi2jupIhZTL1a/DyngOGT6XRW3qXZUzUATVxJKuVtVt9mGZNqg6SgrGmECye2a6xXzjCdQzi7cw7/avZ4n9oYR9dtPKda4DawgI5SUue19dwccJFsNt85qxJtRCOpzGiWrR6hCsIYs8xxgrOMHGamhx1NK87RipZ6lDTvsua8/0lXNnmSa0HhMIqZuoYJwaRhGzQVZ7TFk7mKQy1578PgeHA3R1UlGJh4mgXjDp1isgArAUlWp9ZiiSGoT2tEyUKqXNE088hpNCGy9c5Wh0QW2vfEennyrZumUUkGONnVIRhJspY7A6CIitm610WIpADA2mHaPOysrHJoHHsgNJa5uSWYzY5grt4KvG2XxbDkxvms4lI77t1AM/WOHDWOkIZaWbXdrFQxxrhq22PXpdMWEYlYBntaq/mGjc67ASXNHDyrLFlVVCRHjQy3DBG9A2u2AKzYL96uIhJDtPsOAARqtQcBGvKXzXtVbWoEzjyzDTyeRCX7Yn9hDmrlrpReg4pzhZFpwA0zWwS2HgN0hFIMzDSY0bYmdojjHU3KOVznX2OtYJiPRdLeC0MmdMX9HyExUyrhUB5BMn4bHmI0ZkkpjlVHVkZzp6cJSDxclnL1KvsmLH+Boy+S5y9AipP9e8KFGG3Z2agUdNB5nmWXjoOOx9MZwMTjnrjelKsn1s8h4DxhysYR1ozq0Pbkq21/r3lUmZ7pNNU2XXYSummmJ1ABdO2LuiqWKUHL9XXIjMjMIZyehpMTSAteqOPHcfrz4zGt9QlmcFjFkFIyr64ZkKaQ1FMGoqOK1FESQ2SJAFQwZn5mpvarQ9WVDo+KNKn1MzBiwKebgeWmJO5eKZgopafofCKxBIJCPVJRUEISkFK00DAjSXYvWjgtdepmbkRZxcwcYRw1OcnzhHEM8qd0LPMmZ7HcmdJhZ2LE+XWY82h1jM4uEscXC69FWpRBUzDyU0PBvDElLiWl6FtQzGRBC6uExJ4syNkQXa55Gol5J03HAuEJr4Zc+BUib1IDjwigmITh6ekquyEilicvhcsDmO/SUGnZzIKcTQnnkbZzPeJkzbIKYbEoKtItBAEFBcpGaXU8R2Zo5DBqzf8tYw8kTLZhJcE1U0eASkY3gsAYl81XNRs7pC2OKOlN6mJatD70Fm2tsWIhDyllpvWBlGTO5WwblahVFNb0lfPRBgYY6rR7LCDr5PeTTCPIxmpDJZR1NanXzlrnNI/SIWoD865eFHblfKT0DJjcX1UFEL13IsrMCioaAZoFmxoFBQYsHDhDoO0G4ghTH95NObJzlCkigEjM0Y41o+om7w7yClGEzak3UWRzF0YD+S7FmAmIKjhCZiUEJaAMVbsclAjFLQu1lL2iKSQ2lR+g3rvk6asaEESZ2RweWRU8OctaQABUTqR2TfEOiBj63ualfYi1aAwxM45B8xdEQGSWGBmQWAM5hwqOjJQlEZK4h1xyPBBldAkBtYtpSj7niBTMj4wcgaoIt00rKgkwTR2CRolln0JEBkQF8o1hwyxSpBSYB8ug4OuhY2V3U8Er5GCKfxSZ5CCnqqeHsx+e0vEmzP0BVMfiF6c4kARqEGpUknIKSiwyr7JZW13rEM5pRMqUNq9kqgVw1eAsO6cl4bAi4JhHhQtanEHhCyUCZF6LT/+k5EKRm7AIYNwuzAlwpXrAJLAeReqdoTaipkWVJo84MAUmo9h6nDQX/ZTBJyCaP0sNQhjh3Rr0Enw0ZigOI9rqcs1gchEs1MZK9guFIpPO7hJEj3MAT3XcI5wapS0eJwiUHhXFgWZnhMlZnZe29UwxITyVXFA071k/a516oqeMSRS535s83jqyl695tDBqkgbCQwqYyTJwyt7yiFV7YAXpBE3HKUREWD912b0LiqanmgJZn6H1fVccLwoaTa6XxySnbAcXnRwWn/wJY3iBvbNUsC6+2hlZIRb7rUWN5llm9ixab/bkaAWfqyS8B4v1SoYJhw0mGSXYnWXKHZNWlRdOee/jNmDg79huWCbaE3JIxesdeTgM3T4CutQaG0aAUK0XSFsFVe1qWftSAcLT+17cYEbkWil4gF2MYmKVjCTNpUghZzpifbDVXrJsGbnZunvIGa6sDbS4X8ngmGxJ9LlSGbihkOQvOIgcECcXf6yIpVGMkdbHMVDFkV1mHhdKGNHA66jP6OFMx4lR+pS/pUoT2hhlZ6TM2uRspz+HkEe7UToL8lyRqPayrWQQWpHHAIkQxMSXBZVT4LFLT9EG8OAChmgerOSGhztxTioAIbNN0GpHsw8TkaKOUgUkZ46QpTcns/UwBklWmKT2I51ZwCrWEVoOAhBICbAzr9zkWSElMSE7JRu5jkQZVUEYQJA8aar1kewfQTaWUwI0BL5YrxASNY5VRAUJIKoZzKkaY3E8YEFH5BiU0KEjVDLvEY+5+kTFQSgPZr8FgIbRqAhEUVVCdbmrThUAYcHQ7Qxh5nT8k0eAqNL6NgH5qhaWa9d2ILpU3h1+sofOfxPHVoszJutHpupnxnAT3Goei/rREFE88YfVqa61eHw8owHQ5aH/OFJB5+zfxcyFf4P/6JlfM60AfvSq1oze86qd2Tk6H13JKeIyzPIwpzxmQKkOwOGpwAS55WLoIxftVOVX66/n5QjgWTYnLHP75pf9FPVw0cS3mJ2d6p3GEpNRHlh9VtUOphN7zrl/Aij8XiI2PU19m9TEk0p4YjtdV29juaucKTdxMEXNTfC4Ii+Ny+KjS0OpsGBhVsYOJ8pWHXlUVSqfSdF/Jr/qDH3oTKzg+Sr8zA/Mw1MWCUtYNY1z/VNqT8Y54dNRleaANztYREeeqzMDvllbjpPdYPwRJQ/PdBLUMKxlHZCOjKVi6Y3nKs/BlACXa6xh3xCuYRqTu2OFdmt1XiTnd6yIzwhnoHQamyVPOG+lzquvp63ZghYsmorUC2SIHx9bhRBRqTlGt3vWKU38aGuGySRzZ3Fwceq26lI0fb3ZTswup027jgh7U1o5DAFvc8fMGhG2t4sxjvZSEoM0M4l5+g3K1RtEPhV1ZZHOMeaHqJg0eshITOZOhSM3+J+MWXkIGDkSUSKII43fa9T1DYPuklURM1fH6LCQbH2pcjSxwo8wy600iVJS36vJV1tFRYWUxD4jISaydSU1Mevbkg+YExztkhARQTEJVmAm50CHjoWAVBUlBXMXppl5ltWOn1CZrzsiKdFUiKYTZWYcJs+F+zRyR0mTOkJfrNpgFnqeLu6JI/9Twh7PM2g/yjlL0w+YjG70bEELkwHI2O5xgr7hJ36w0h9m1rZmNsvJL1iRGmDkvVPtihMFzNTG8t/0az7EXMi4mlpmLufdz0/ZCVpTRBvTACfAOdnXfRiJAAAgAElEQVRUMj9GJdbbR2XWg4k8P63VRltez3H0OWmUn1N/nTOCmI/WYaeSis+0W+dXwdxj9RRkuLjXf/RoOZUjej5YYflfDUyQXFHhyLzDCpHpLH7MQYEirNF5XwULSVwnPnkxBIBJxOtssS/hUDpO29bFm2hckVPc9FOpuWeo8Kfu2id2p2cej4VTVpO+odrGC4KanHrLr8J8qOqek19t/kWmH8Meg5IlYVa7cxhvyQQgo1Zl/Q5T56oejmk5i2a+YHIuS4FhoAsVJ44Axun+OxhZQclr0MRUHsDOiRB+0vmYK1aJOYCxZXhCgavia7JITU5Ys5ereRTgOBZsEt+V6xuq558jLPMjCuNkNpwnBrJUd8op0lrGv+qGcEZL0OTzWIJREnXEOqt8ZNSpELVk0Hyp2D6DyZhg1DZPTp9C/c9Vct1sYyl9Uu1lBF9UFQQgy93SMhKUKkMkzT2oHq1Isr6yhyGlcSW6zhjpSJCwji1lRB0SKCiLjeAIB0NfwIWNrdY1GVPFLguixmjzFRVRInToisKPCB2SgohwLh4xljxOs41TCOmOlCw3lEwc1JS0mqn5JsjJs9ZiNFGeDQfYkBv1zFj1YIiS/xUsefhgrlMdIgE452OeO5mx3cQuPTvKpQfRLDJs7Xo83Ymm1SJSD3OGdYq/t7Dp/C5Z2wUMpxfC+UO9nkaMRlGmN4SpdBpG9CR3xkppHoBe7Tvy0Xr9o8fWoplDFc0iE93Jp7zaqfzxM4X78g/gObh08U1PndylYRXQ+vMV8uYs1nX51eYbGYwvVG13D2No6tMxs/lbn1HNTxCyU3Pn37cVObUSJzqYOaD4UYH/x9/3hHJIK5Op8+XaHFw8VWpPrChO6E7GK2Pso/RJgyBYMGAqdLlFAdOioP4c+L0E2Z6gP34qrHtqX13MBSxP/mTaVh85dfdYv7hLuE4tZhgYkwwfH5edMSvAyjKlDIWnQzYth+aQOKiZFlAxIYsDdJrFDi3RYCc2YJCIxVmoJuUPn5k0+zdZ6Z/Z/YVDMdnpcPDercOosJ6ojLJa8jNLkEwDFM0WlGRm7jtjrI2g6/m1ratbrAG9FKhGMFZDTmhXE1h9um8oYD3rzP83c9pQllq4eWdbDEkWw3cmMTrD4ZtRfaxhnfxhMOuwJsOxxZAdGIzVUgZX6V3rZLX8LRgz+lj6hOncOPFc8ygedZJHOFosMuC1ybkPhhwizInRcyFEwXGIBsM7EXFUmJiiCt57RAFLYBMAUlHJnVRZaygKYHYoSfuSvCZULd0DQEBEnG+yi57krbkKFcBkOQ/JUJ8mxoW15K5+PovM11pCB1gbKXJJDxAFAQIUttw1gYS5EhHGLFgqiR4lBiJ7s4h3TbJvK0Hci173+Ykuq2LsDzQ+kxYHKKcgsWHnmp0N1fLW85P90nlrNgVeZAt9Ym03ie+rhF910ENhdAiR///DK6j3+tFDUMFYZ7hQpyaV9dTj1GVfmGx+jOwxYeUuGiWeQrOGNVxEkmdQdhw7u33sV+VFh3A6neETW6z5AXAKyC+gVy1tLvnAJzsNXK6J56SCs8kguEgQ+r1q9xMHABY+wEhcXBWYp9qbM9CmoQTVQ7hQ/J2IMMjnXwz17T7j2wWVNnxqWzursOsACziR0PHRJ6ee+E+az1Mppmdalzl595T5/3TEMWv2ah16/dXqZu9UYPIkx2SB+wgjNjrN57uJvKuFq+3Hjld5YJu9w2hQBuZUNJuJqul4ZlU+II6yJ4hGlCoPIyiovm4i6j0qDDbLKcehuBlA8sKEijheU0vrCPvJcDxV1FbOVoeQI5dqQ5n6wUzyrlEHwBUB4tjxYM4QIEthqh6DokSs/0m5R86RWUctPjbAUriNQ0GfZ3uJuToTSg4Pko6YGOWwoMndz0dJ/YgaVmT8yvQiRQtR5TvZtyvXxGDUHFErGcctXKeMDVHRadUIbqpuEAkqisgobjqvynKbco9ENdG5XGTn3MSrngAR0BNJdQWaZGtVvssUktcc0pbWLCkCsOQ3ciAsZAN9FnIIrCZ4S3osQgISEVbwCKAIROnhsgG9a0REJJZE39ESrp5RoxjIYO42jLlT01I9wCJiwRa1O7KO9btDS5OKVAUA730IARIJYkgFExxAK+Zonm7FK5eINAbfuBgVEfH+EL97CFAZgE8Pb5Qzhlx2HT6FdrZ4tDikM/41apzl0xVzyotTLaEjkI0GdRyCNfdUB0vWOo0uq3KWYEERJ2QCg11id4pziYgCfA56yVpGIJzRKqy3wsWO9sxrzolQE5OsYUPHEQCc3NdFzhy05yvX0RfPRhlu0sTnziDjA6g6vrOYLBhPeRinjYZGB9VCfM6YojovleawxwTMmFzSSTG06A0EMyL4pPIYmvrfB7WdnEmjqlHTLH6OUi9/cTxZGQ+vb6b5kJh2mrW3AuqQPgVLntDpKgs2Z0Hn5WVxcONVKCo6HD/AuRpxgGeX6kJM2qg7ZTnzxOpHGD5YhDinouwmLdb8ftXd8qmVBWcN/s4sxvkdGXMuBT4tuA5OhBVPHKCqAfEURJisII9TcK6eZhTEvPhIMYydvGU52A8qn74JUad8ZSJCWTg7ShUVZBotO34kRunHpTeoPOERlrwyyozLbPCd5fda6UNktbtq2vsG95jZ9p5E5IXWOxUf1xF6w9rM3gcyf8H6WgmPvNjspkyckuGs+dopThosuUQvxsrMV2u+58sRkpMT/FRSOsooSwjG1YsADVwYcJXdLzhPKNnla+oUlspr1jjpqLEWlOsIV85JAUS5KXVEXFVZiM7Q6Iw0o9mHZdxRofzDREI1miJyiXFVdYn7jiXXsFC3C7OrGORr8jQhrPC+pAUGmtRm9jykhWzRxwCSZW7WRA0JL62PkXN9b6wYGAKis29XbYdcsSlIefScNE1jHZcVMBF58sAUG9qEXmdmyH//x5/5ycFZE8ar/mw8J6oe7gLjn3pGJ2DA9L+6rD1aHLed2n9xrDGiLOU9D8UBDAGSn1ZeSLaRMsxezuRLzYU7U0vRrKiQGUpdMNolT1A9NRg9dRknTn4nPuqogz/lPjgZK5zpvBfn49N5aOXgOHfkOXmviwfabKA2L9ROuTLNcdB6eUwu2mR2UTxiFyGx85p6wI+Qv8+jyzUUND8I6yWWU23oPId4vuKs1LRTt3Zlx0+ohCbdQsFOhm0h60Vi9n2sBxEAU/HcucV14m9PBXfNj+rxD5zDs+tdYu4z+tFLuljCfpSw/nuRHE4RHuZP4Kc8DKdYNwuegJXSf15eZ+ZCPfqv3fZQK8WeeW8mwgMnKxQCd2ZBpbZ4zJPWFFmlIlrQliwuTIWCggoMoTk6TLcGrraJwccpNqSqpoZRGRnKzodgtbdhZh2gyhArTFUUc6kbJmeuZnYFwlgwlx3uag7iAN/k4fgkjmR8Q2l+SXFsEImZRC8in7iHzAWji6O8el+q0VznHBH1zPVefWqPNfvSxep59L4y2nE95WdPAVExEXzZugDIphw5mAgRLeHPAuxKBYbZbQZHZLmZapkqGjtkweHwsQkXF+xgoYCj09YuW1EAmt6r3AFKVgNYT1wlsdUdIipKZBZVQmf+Dvnzm4hNSuGeHi/nlh2yl+beIUbvPTNHZucc54FzIlKbrwTR5NYDAFvKOOTTB3Ccr+FijNT4WjacPT1TUo9zjUgs6eUe8COpoXML5fNEusX9scYqRngt4BnyWTYFBICZyiSzjCBf4jOxQGf4fGfnsDi2L4WBeI46ty6dXQo8T2qc5HfPz78zsp75yV3nmsLYRfzUmHhe1M6PLhyjgHXBOos2GFMkz5Eja2xuEMZmwynSpQtLgAnXRjhVpumk+zqbVXGKgAFLjgcTyuxklDG36Vi8WUuh0Z9K0JwfEpi733lg3pycd6oKnMzZDaLAUYp1tZFV9k9lSZYDNTk3jSVi5Xgm5yzS0fapga5XJ6BWhJTFRuijFeGSZek5/vepJmr8b+HT+a9wwl/2oxDXp/c5iw3weEvBCe3qnDJyzpivo+ZEz7DD1VKCDAqzHPahqgIA4OxoXB6YkV6z2Ghns60RNQVQx+i56CibbbpFqwJSHXA/EGnHIZQsAkvUZ/vuimVsBTNG5mDEC7Nuc1zRDlYSY7+I4sqqRbisOfq1+qrFFtZYj4K5HoJsrQs58xJ1cNEsk/lTpnIl+qq6MCDCWnjGg62eVk6desZ6Uiu5y+B4XWVOjCirs7VZk3qZOVX/6aEppuZov59w35e2Naq4JAVANRZsNVQw2ZMwEZKlxCNYwq0Ft5r9o8JgOwhIJVMNskGZhWRNbO8HlsLYsMzsHdNCGe5B1VqMQCsxKL04AwygJmacWBWSayJmcy8lpIEWT4SY4ixUBc14lMAsSBwigtSrcpLEMS3khrgQi/OsSC+gCOCdd0TMIsLOecoBZa6Ci4vzhpkWW0QlkbM3YxVQWHkHPCCtgCXpa0gzLqaW3rleis4Sfen2tCbmV4c06UBUn0mGMJ5WMywiN+eLjBkfC5c518M/qQZYn6YUOfWHk2pgjkcX9XfapRAm8rAp121By6Xz+uCUKgVnxcqpSVAdrFWzeepZoY3mK5hzqgeaTNgXHQAW82lO0TEX+ILDkTlSGtTx2Xl/pIWTO1+zcWc8L81HUXanSv9T5d2kiZw3A3Zxat5b/WqGHNTgwRhj+AjW8XsawCHiAgN1wvM5F308O5KVpaALkwgoFJ20DWNRKQLmTqDCX8t1S6w+l1PlVDGzJj66JxgRoubtnXKo+PQL+FEf2fMEqo8i1jDT534qsX4p8eE0fqwCC34XdUzRfBbx0Y9RLWedTwZGP6w5nFlNH02lPAWoeYk5RWVkiqJQeZZjpQVMuxDwWA41E+zWflzZlGMRktcK8pqnSyb5Dky6A5kRQtJjT0SiHyGvE5FwGiIbicF22iyrSpGkOvDl6vWVCtTiaj4R4tShM0i5F81Sffn4ozXeqCElAOeQqrK+RtbgZX+e+hXPn4riEZaLknr71RNZJCLCzG27UqgfCphCWoRzBKd660HzU+mzy/9EyPZNqqaCKFFxmuyJqn6wjqIgREeeE4Rs4nqpDcd0DGbTiMKgqtqsWlUt9WZgGWG8MA17m8Q6EqEqmtFCGrWj4uAhpvV8IL+CKyi7gpJzSKiCiopqHvSpxnOFQonjmQMkdNlyRUyYV3Jy0uQQoEUSFueIXNNzr+gcUqKNiWZFnVqSWToFcAgFSTXqqP/AMi9lTq8wmPtSumMqyso1U8DDWKo5SXDOqI2eItPUhnmnImfns+DhdWSZbFCXHR+1XkrjK1HKZEGDUFWhZjuB6iQW4RSp8SxVVD9Fav37VSXVdyl79ly2fAZt+ugcc/GsHY7nWfuxGPU5n9HPZ5Rn2HjlBZm5LOHRyxKe4paMvunZKW1tMzyfgi2mqc3nCWcqpIkJ7uTnTxSy9Vavvy8ad3IGrTCfKp4SPy2aZU1a2Tk1bcB6P/ZEwdnUAIsIKTzalI0zWcUV9D7swlnrIzzakWB6pi42ex9lx+LHDfuyrO2jUOuZCvgMhfc0bPxvadEXd91T8bxDTTjpuXEYPDtwcxbjfIAzCWEZBkQTsL5GEbNrUhqtp4kbFOYYIfJSXzrypV6AIaqfySE1Nv7EgteImLP7oPHRUZyeZfwp8+R9F0fwi+4oBhTmTjx7ISVVqEwAiHNbN86f45GzQV0+JlfJJeXlLO5VF6GcdOl0GqwzUcidGSUtZdno5FGZ75l1/vZc0zzdtM82sSonjyRIYbmYMrtBHZGIirAjiwRjMykuRbz3bnEyhkRi1nJYYjxIckZaqTcmj6XVx6mmJyyoEwxRZfWnnQoSsncGju11UQUQkZVrkno+gGqEmGqtPbnS+igiqLAhMpBMHth+X4idWTaJDkmFnXMolU+ZCFnOJXNBps3ODyugulAviKjkbjjniHyM0SQWnhwAOO+UJYfgwZz05b03XElEOLHTFRG8eev1IWw2G2ZmZsDR3KrHxi4MAgAJiDrnLGmijDwyS4lyXhON5ixD9k/ZDvIdclSFytQVFRG5FIhXJaBOCI6KwTYgAFBSAa3FAYwIjUe1qYA9YflzYe5gKvMC60IkZe1g4z1zTHcBmAgRnAgKp2C5hjpRzNihNXpuKPR52PuccwpqU7NUVhMqqoigZrZKbrbS5N2JVDUcZo5X6efS8zi2JSoYR7STKpPFeGIikccXQ3+c/UTsNaJwzd0cbCwtRrlPKlrKDY8dghYjrAgCgESsGoSNnQOZTIAATtPjwZgVY8MeDEoKbkp7Haolh8LJEKRi1kDf923bAmIfOyI15k05Kwc03Qj4owZnNIFzYGGW+R0TFY9svysddr0dF6qUAY91fzjs7DrkuRdB2+QUTJIpsrWmqsIgzjkbcaW6hNk5FwI7ciHGtm0BIMbYNE3f9yvUVbuy87LrOkISkbZt+74nJEeu67rVaiUifRdXq5WKenR2inAfwadRqAIFIwpnRYtI1PyBJRsXOIcxRg49EaxprX10zrnWBY7g0t3xrumOXeMdYiREcqDeq6r3vudIzvV9dI3zQNJFQvLORxGOTI4AxTvfhaNzzuSelN7X9X3feG9p4DHGpvHM0QF41wAgx9g0Tejjer0OfQ8AEb2dQE3TdKFDBO+9qJii2Mpl2yVFBL1jY4NlDbJytFjR1nlmRqC2WXfM69Xm0HXeQQwMkCxsuq7bbFdGvIsxAjijkKnqer0+Ho/ONbXSHMBIYMIs4EhEXOMRMcboGo8KGlKWj31ZJDIBX+SoqkDee9/3/WazOR73pSBl5rZtI3fkvYqU6yYim82m67p0nPCF9/54PALoatWKinfeGg/EtOsjCBAh0eG4d45c4wUECWPXXe12j4+P3ntRtl374eFhd3lh55Nfrfu+x5QIhjFG3zToyDns+75BOjw8XOyuQgjkHDMjgSLvdpuHx7vGORK/Xq9E5Hjsd7tdH4LztFq1Se8spIHJWUaaHg77i4vd/dPDbrc9HA6Xl5eBe0QMwbxXG0R6etw7ZzuD7nbb4/EoygoQQuDI2+3F8RAAHBGpJEsgox/0fd80PoTe+8a2x3blY4xd13nvkVCYiSjG2Lat940I9F0g8k3r+thRgyLsvLcrcDgcXUvK4p1ryPWHrmlaQ9bEigfgtqWu61XRuUZFEJ3tRjYFihKH2+TQEakwQtqovce+j+idCDrfhhjtxVerNna9Iwcc+9BfXl7u9wfXeFsGzNw0DSgIRiQ4Hp52F5uuO3i34shN04r2RADqCZoYo5VTdswSYqJjgvJKmQXVyJpwjLF1pJEb5xtVan0XOkCMikTOASEgKaH3guCc09ABYPHhZ0QiCqyigkQOgcyqNpsVNL45HrvVam2rNUS+uroiBw8PD2nsxNzk48DBVgFiZPJOHYqIoGgEhw0ogPRFdWSWW3Z4sUbz6GUEcM72DO83wAIAwuDJERKgNmt/PBxFdLXadrFfr9fZtUAAIAIQkqAQERLVrqVJ0gVKjmKMjfeoKYve9iIi6kLwvkVEL2WKK84hECjHpl1b2IQRasu/GuQxTKwCLN67NGNENfMHZVFPeUdS4ejbppxxjpDAEbW2J3Rdt13vinQs1ZfgYozOUdqjFJwfRq+ajEMqvy3VRiSE4L1fr9f33X57dRlj7Pu+aduCfNnn9AxEBNkBjZmPx6O979Ph4JyLVIhJgHeH8PIhmKOHiC71W5SjEVMqW9qhFADQCu2aOVm3lFWqgGbmlYwwzpSilsoyEUUoloR2tOMpXhom0d/ICmSEMoJyCjXOE4s8CslBi75C2kvJmMu6ZKSceE6qymwiP2eVNlHI3y11VAqVU7TwBNocAYdp3GS59tboUcnzLlYJZcA9BSNVcOBdVMy18tdApyDz8wyQeuA+8xjP5RdXsSU6zIQS4k7ImgI8OM3dRrCigyoONFebJQNdEYo58wR0SWWiYhHe2Yc0TjoLe+8JgTmKqG+8KV0RqMonTF18ed0yakwtwCCKx0zDwooAi6pxcUiraeo6gnqnMPY42xfGgWrV/0mejIqK5JKpNxEoeEQRdc6HEBrf9n3vnEdC4/WrWOkj3nu78uv1KsZoHz6Evm1bEWvl0XuXeityVqz7llQghOhcE2xnUSv6uGkaRBdCZBUiUsDIrMLeUQhhs2o0iEevKlFFHYqa/hQRyQEROWxUWI5d573vQ7Djn5w7Ho/tqgXWddOGEMB8EByxRABt26bvj4iomKi3MUYV8d5IWnkSTSjCjW/tjPfkhMXqvKZplFmoyQnDpo1NTjTWOyFnByJCzv1GEf+xKAA6q1pUkcgaN0Ek71WV0EGi0xV7OmGO3juRYA1YCKFt267r7L9FnEtEypnHgmDW9xZja6oIRPDOkCQBgHXbWmdCRKKiouAwhECEMRqsMp6zidrBFpldNsoJIZajDoQyQp+SJG0lHo9HYW6bFSE1bdOFbr1ZiwoSRub9YY8E62YdDp0iMPPFxQ4JX3///eXlpfOu6zrnXYgsIk3ThhCd8zHGt+/eHY4H5tA0zbObm6+/+DKEyMwiGkMUZQAJ8SjCMYau70MIMcQffPPDf/nlL7xvYgzk6LuXL+/uPmzaTeuam5sbBXn77i0L39/f//gnP7bt9rtX39nefX19jUBd163Xm1//+l//8Kd/9Ac//enj4+O7d+/atrm6urq8vPiXX/7ihz/40YsXX3DUq6vbDx/uXdPudhfKvFmvuq7brFa/e/k7RLi5uWFhVWWQvuvJ0Wq1Dn1QSGQayh0sAqEDcrDdbASUJdkuiUgMHDUoy/5x/4OvvlbVtmm7rm98I2g+TSDWrgCKat8HBGIVkRw65R3lgCgRdo4cknNFRI9d11HTchRWJXIiul1v+r5bNZ6ZCdQ5InLMEkK0aTKSExYFZSXv0REwRxVpmhVH268YkVFRNblWiYgot6sWQEMM3jtAYASOrL0QOeebKCk7AIU9YOTYtM2+OyqRKrTUqKonzyrRuM/Kqsos3lnhBYLqfaMAQRhFUIXQlRweZmmapu+jWXc1voUkyWdQRarTi9ExRGZAYBPso8tEQiWjp1LhgauFaBRyMBH1CbsXBCAgEfXegSQxIoA4T8Iqos41YvJBHWggMZUrqsMUUbLGVwHU57PeqnPblOwzJGSKLQPMJwdlUE8YQrC5gnHZq/NICoYiwoSN9VTkXXfsEuUvO8tq2tkEiTgGzMYLzCIiLBoCr9arruuapik7mDF6y/FKziEAM7OIJ6snBRREmYUjx+T7gUBIVrsLCznqs3WxbYkhhFouiSx911sOX15GCojkKMQAgB1E+zD/+//0P3gb3Nzf319eXtbswIH7kvj4KQdbRZJBIPmlick4nWtRK1cnSGuEytjM/nYYb+WrXY6KGOOQE4OI2g61MYBKfvsESTJVRfXIiVqNPCTWkA3+5Jm9JAyEETEpIO0C5lezwLDMghlSxwFQiikVViZq07F4/rypdE9eMYOSAQCcPesqHomFKyH4mAlQG2GP/pYTE3fMMbI/cSXo/NQQM12KbJZBZBQWa0rQ+QJ/VgQ5LaZbdqEopWQPwd9WxCeyHVZRIdX4E2EeLJ9GJXaTPLkiThIrsDi2zgkCxwhEK9+qat/3+Y5LCqXMGH/VsaW5qGQ9BCYtC+V2LHmm5BwdBZgazEEVBqYE1cyB5jwHC622qqX2bciDc1JlSIMOJEBl9eSEgEWUOSbIOTh0lPJUCBTadi0i0SGrOte0m7V1w13XHY7Hm5sbZqY1xRjvHu93ux0Rvb/7cHd3FyNvNlu7XBfbdduuNputBxGU3337a+fcbrfr++PDwwMwffH1V589e/79mze//fa3u92uaZoQ+uuri4vLbbv2MXb7Y+faZrVqj92Rkd++eX99dXM8HN+///BP//JPz58//8u//MvD4XB5cx1C2DgUEfK42+1C16noerVGxBhFAThg0/qu7zcXmxACiDPA4/HxsQv97uqSQ2ybJsbove9j8H51PB6d961bdV2nBOTQtY1vWxHpD11JA99cbGKMlAmIRHQ8dAKwWq9jjD4PVUIIzjnnHAMG4fVq3R2PzqF1qu26UdXHp6dms3r39mG1WhEmM8WmaV5//+o3v/nXzWb1R3/00xfPnyuza0hVFSVwH7hv1ztmVhF0hLRWZvLOBNdEdHWxORyObdsy82rdioqIGOr585///Be/+MV//I//Y7Nqw/F46I7Pn9/iMUG25FBEu76ziaH3/nJ3/fDwcHV1nQ/+ICKNZ+f8et0yK8Px/v7+xeefHY8BEUPo+75X1dW2YabPb29ev359td1QF968++4Xv/gFOoqxf/396w93d3/ww5+++q+v7u/v/ar95ptvAOBv//P/9fzzz6+vr9+8ecPMtzcXzPyb33x7fXtzeXH99PT09PR4OO6//PILAeHIX335NQB0Xff27VtmXq9Xl5e7i8vtfv+ECMfuYbVaXV5ebS/9//vP/+V4PLZt65wDxPXF6vlnVz/6+kdv3rwharq4/slPfuKc+/t/+L9vn90+e/bsy6+fH499CMFW36tX3/sGf/ijr+7u3/785/eI+PBwuLm5evPm9Zs334fQ//3f/5e2XSG4P/mT/+af//lf0Lk/+pM/3W7WhPj08PD09PR3f/d3X3zx4j/8h//w7t27nuPj/uHu7q7ve0fu6vLq7u4eAK6vr81T0ym2TQOoIrxat49Pj113vLq67vr+w93db3/72+vdFQH2x+5HP/zxFy9e3FzfRI5/85/+03/7Z//u62++2Vxs399/+OKLLx7u7n/+D/8AAOv1+vLy+ng82g7WhcjMHz582O/3X3395fX19eFw6LrDer2+vr4Ox05ED4fjZnex2WwOh05Erq6uPJLz6L3frtfHriNHiHg8dvv9/sWLF+icbY2tv37a3xNBiJ2jxpP79a9+8+bNm5/97M+alvru0DTucDjc3d2tVqtm1QKo995qHd1WmZgAACAASURBVAA4hJ4jN9S0TStIgGhQHMfgAGIfIsf1dnt9e/PwuL9/977x/vb6GYs87J/AkUgUZgS32WzMxSlybFebKBJjdJToIn3fxyj28CAioSOivu+/+eab9+/fW0nUtm1OeeCmbQDgZnf19u3bvu/JN5p5Vp7cum1BMQqjp1Fp1ffFsQoAgoqI9H20nZyZvWsHUSBluwwxKCeN1DEhlFInt1vtUUIomFlZXB7F9H3vUkGvRUyft5fWOR8jcxRC9d4xR6PYlIwPe+Ztx2iaJpU3PTIoM/u2GfjBhvJxYoIxc8bdiyuFsKTvu1qtYow2aLJvYX9og6lio0nZ08A+QJlLu2yeYOCrPS3JYFSEmb339mrFOCzdCAUAWDVtz0yAq9WKyBq86JwyM9kOKSIc8e4Qf3fXffvtb7/44ov1epM79cGzxmeP4sK5UBtIIqnWsseaQCM69VUZiB8j7bD2WHHa8kx2AKtFZcLfH5P8mlNiZxFR4MKVpZyWUagPRETomDmx1xGJXG0Br9oTOWEgMEKFFY8MICqsylDCM5f5jmOr5zEMlw3h7FvUcPgwfocTgStj25plPuj5lM4zKVOL/2RiIl0MI7MhP07dBhSNFFvW7QAPi8Lc9TClI+piwltNe9DB6xtKoWkGePlniDlPzHGkRivmAEVeb/VojdE6qF0ssAJ3cZEIMVHSjCSFOvIEKH+ukpQrojL17qDGXIwKEUNUyHkgMmwSVb33IUQjDzDzer021G29Xr8/PtzdfXibfr0JMfRdF2Jo24aZnYMYY4xsW0nbNsySpmlGb42ByH3+/POu61erVd+Hrjsigqg4R/unbtWuN9udWldLEPv+4mKrIo4wxD7EHgmR8PFp//D0RM73XWiaNgTmwAK6Xq03m3WM4fb2drvb9IdD2zb7/X69Xl9eXCDC1eX123fvdruLq+ubi93F/rg37KdtG4ju1atXF7uL58+fA2jfh/3Tky2QzWYDRKy6Xq8f7u9V9fLicrVaxRisKIwx3lxefffq1e3NjW+aPnQA+P7D+/3+yZG7fXbzw69//OrVqz6Eu7u7zXp9eXkpqnbBQ4yHvldH379+9aMf/ag/Ht68fXN5uQuxQ6JjdxCRly8fVu0KCY+Hru8DIKhK3x+JyDm83G3+5A9/enl58fr193/5l38JoCHE7XbDLEYX4ej7rjt2h6fHx6b1r757+f33rx+fHlXl8fFhe7E79Mf1arXf71dt+6tf/vLDh7uf/vQPrq9vbJy5ajZ/8Rd/8eWXXz49PcUYN5tNCOHq6urh4eFwOOwfn4jc3/7tfyaip6cn75qn/b5pmovdpW8aRDyGp9/89jdff/VVjPHp6Wm1avu+B4Sbm2sAWAPe39999YNv3r55I6rtaiUqgMAcn/Z7jXKx3THz19980zTNP/7jPzarlQiL6NP+abPZQAiXV1ch8pdffPXu/XsixxyeDvu2bd5/eHdze9uF2LbtdrNpmma1Xr9/9/Zp/3hxsetDJ8zrtTRtC0BE/sPd3WF/XK1W4Ojp6fHiYrdbbx/uHmzRvXjxQhVWq9XxeLy+vmGOznkWaNvWe//0tH/z5o1z7ubm5u3btwaTb1dXh8OeCJ9//vnj4/379+/7ELbbHZH33h/7vo/ROdcfjw5JVWIM2+32cDhYGAR5BcDNZrNere8+3N3e3oKgiL5980ZVPPntZn11dfn4dA8AIfZt24YYAOhwOCIidrDdbHa7HfehD/3vXr58/vnz/eHQhZ7IuXXTS1yvV23bxD5s1usvv/zy7fffb7eb4+Hove8jHo9HVfn6668P3fHq6rIPfd/3H+4+MLMXJOc2m+3x2Heh77rQti3HuF61u+2WmS9vdsdjh4jeN5eXV09PTyHGq6vrru+ISGLTth5QDvvHw34P6na7q67rHh/vdtu18w5ACdE3jf18HzpQOHZH2wyvrp8xS98FAFyvN1e3N8fD0TnHHPf7p916S4C768vDsbu8unzz3WtUaJy7vr09hl4RjscjADS+2Wy2hNg0TYisqj1HUSBECTHECJA4QoDIohcXl13ftW0bu/5wOFgpvN1uVeFwOFj2Td+HhpxzLsQICEQUIyMSAoqwI2KALgaknOZllhfVYcR5cOq9d65BxMCMmaUmykbRLjhxjFGEVdl5572TRNUgUaFssWaRX845ROLIRugqNWWuZ0hEUJjQSXKVMSoaAoIjDKH3Lg9tEBw5a3FBwXmHiN75/siSig5I9CrEGKKNra3f7/ueyKmypXwhgoiIqBUpIQTfeI7cNI2FX5Tm38oVe0ebjlpFq6rWOBENhForH1lErPoCcOA4Rue9N7suI8LFCIjMHEMnLG3bIoAwgxk85DFX5EiNt9L5//hf/me8P/Lv7sOrV6+apnnx4oVU7if5vbkCYDGFxwISeUTk2I0P+AJl6cwFqVDYqUrM43pSPnEyR7LJNcMJe1Gk0ei2YPW52MKMwZlWjAYYmZDIoSj6gWsCCCFI13UABI4c9o1f9T3HoN6vjKfcrtCTAkbn6NAF88peJn3SvAw1QnoWyiyKqMBNXsca3Cn/HZIN76kAKgKZV7S1QfcZiYk50p+JWFNHp1wahqDm7P5TDM8lSzHqUAnBqeOSDqaNWFe0c7vcSe1uLWzbrr1vRTiE3kiuVARn5kGt7oznLgHnyhsWvQJ0KQFyIEQhzbUR5R/GGJqmLfhfnb6WH2DT2wKpqKpvnAmDQ4xI2DatI+q6bnextfl13/d9F2KMv/nNb/76r//6+4f3ALDZrJvW930vEjebTdt6AGjbVkFWq9W3335rR3vp460TaJqmURWRw+G42130fW8je5HIzERA4I59sD47RPbebzZrjkGVvXcPD3dIyBIVYLu9aNcrZj12Yb/vGt8guv1+37ZN3x0BYLfdCIe+7y8vd+t29fDw0LbtZrPp+9CFcDz0T0/76+vrpmmejoe2bQDgcnu1Xq+J6Hg8xhBXbWs7poExzWrVtusP7993/bFtE3BrsMHt7XXbtr/+5a8Mwmma5vHxcbvbtqsVIsQYLy8vL7ZXr1+/bprGXrPv++5wvLy8NFR4fbHpOGzW25e/e9k0/kc//uG33357OOydc75t9vvHzfa5xULGwDZDZ44s8eJi55zbrtrWYQjh1atXm83GPptNwI7H42q1ooa6rnt4uH96uHv27JlzuGr94XDYbNaXl5dRIzrQyKq62+2Y+fb29vHx8frq6vHxcbvdhq61J+36+tp4nMK6Xq8fHh6IqGm0aZq7u7vD4fD8+fP37+5CCO/evb+9fXY4HFarFQM4516+fCkiIfRN0xBR+YQu9tvt9v7+/tnzz379619//vnzLvaXl5dXV1fH4zH0h9Af//zP//zh4eEnP/nJX/3VX7179+729vbZZ89Zdbfbff+77589e/aDH/54u93e3T28fPlSVZp1+/Bw//Bw34Xucf/U+Pby8pKZ7x/uROTiYvfVV19+//1r5nhx4bvQC0PTtLvdRd+Hx8fH3eVl27ZE9P7du2e3t6r66tXr/dPh9ub2/u7h9vaWyB+Px67rIkPbtla/Glf46urCObff73e73cP7w2azvr+/u765YUk0GAC4u7trVm27WqEjidw2DSHFEF68eGEXarPbXlxc/NMv/5/PPvuMmX/2Z//+l7/4hSO/3Wwav/ru5Ut7nruuaxofYwih//rrr/f7/ePj42q1QqSnp6fn22dE9Md//MePj4/39/dd6J3Dq9ubu7u7dx/e/7t//9999/b12zdvYt+BQts4jfzlF59vt9v9w+OvfvWr2+dfrdfrX/7rr9u2/dnPfvbd61fPnj3r+/5pv/eNe7a98r7xTXt//3D/+BRCeHx8VGZmfv/2jXOu2bYA0MewWq222+1ut1uv1w+Pj0S0Xm8e7u+++OKFcygc9vu9MD49HW5vP7vcrhV4vdqqUtu2Mca3H963bXt5efn+/XtVXW822+2WoH18euq6sFqtLi6urOv+7vXLzXb7eNj3+6OyPn/xQkB3u92r37388sULR3h1dXX/9Pj9u7fONa3zIYQYo7ICJEWdIBBR4xpUOhwODIqI2+22bdsu9H3fHw6HzWZjxg8hxMPh6Jy7vrp9enoylWOM8fJqE2NkEe9927ZWnhg00DjvV6suxhgjInpyRLRqW2HWbIOx2TYhxsPh0HWBVZxrDVLVRIqzIo0RcbVaGeioygpi68nlIeHhcNCETQTvfdM0x+ORo+QxpJR6xopCA2h3beOcAyByzvs2ijhHRtTpYyDWRB7znrIG1+RTiLjb7X737av98aCqq83GJmxEJDE651DhcHhyzhm9PpVtOCQgOJ/godq7xlBwZj4cDquW7AVNRNT1nU3U7Xxx5L1v7OvYn9QSaiIipdrYoUSp2S7U93vb/GPfN01j0DszB05qNgEUkRDC//m//a94d+T/es+q+u7du6+++uJ47FXVe1fJew1XS9xWAUBwH+4eXr36vm3Xn99ubm6uDRVDsuqkjlaC2hbOMFEAGjxNHdV4WLFu6TrTkaAz3JvFPFMMVTJ6DQAAddaUDNlRCkjJe0jBiRKIqiQDZ+9dFBCErusOh0Pf913X3d/ff/hw97Q/PB32HIVFTXUE2CO60EvopaGWnBPuCWW1cruL9vrm6o//4A9tZ2/bdrfb2YTLOHNmSGF8EQO8paRBQtZgZW+2WkBmu6pzrs/o5uGw975pGl9ERZLDwbO6SPs+rFZtOSP7vveNM2lLzYItknaT8VoDUHi6teksprBER0hd30EVqVybWBFSFM5mKFaRk1hvK8nWVEWdIwUgcimgmSx31FaFQwQiZxZ3ROTIM0MIwa6nKSGMhpjYh8IA4LwvGLY9ZDGEh8fHl7/7zrnmBz/45urqipmNZ0aOnKMYgyn7bV15763CMOKOvRcIl1ShwSgKEVSMZmRPunOu645t24YQVc1gD0WYfGOJ2yH0xoshIsS02T0+Pl1dXYloCL1IemKZI3NSV69Wbdv4GEPjyZE7HPa+aWKM+8NBAdq2BQQifP/+3d/8zd/cfXhPzu33h8fHx0RManW9Wm22m7Zpj8e9qDRNQwQhBOYYgl5dXabULhURPh67zXa9Xq+Ph0PX93w4qkLbtiJKRJvNxtr0GMN603rv26ZFcgrKIn3fbzcb8zhcr1Z3d3fee1B1zvUxIiJSQ86p0Ie7BxbZbVZN0xwP+/v7O5MKXFxuBwIMoAKGEHfbi8enfduu23alAPd3HwCg7/vd1QUzOyIVZeau68gRIanIw8PD9fUNIN3e3Cho33XH7giql9cXIvL69evueHz+2Wdd1222m67rIkfTIYnIZrtVkevLZ/v93oQELz7//PHx8eXLlxcXF+vVquu6Dw/vBXi3u3x62m/WW0O8bCy4Xq+Ox+PToTccAAGd86BAjprGXV1drdcrEb67+3B7+yyEPoTonHv79i0AXF5eHg57RGpatern4uLi9vrSe3IE2+3aOQcqD4/36Cj0fejDZrNerdbe+7u7D9v15uHh4enp6d278PDwcHV1td5sOXLf9yGEvg9939/c3HjPqnp1ddX3fXfsn/ZPf/qnf0rkOLKIrter168/NE2z3e7evXuz3qy7rrNusu9754gkfPXVV9YuGlXGlkOIcb/fNw2ABiJar9d933/4cGcHOZELIRyPx+329ubm9uXLl0SuadrffPvtZ8+ehdgx8+eff45O3394F2O8uLyw62+jg2fPbm2M4FCdbz58uOv7uN5su2PPzPv9/ouvvnSOXr/+7vrmMvZ8OBy2mwsVPeyPwgKKfd+3TSvg1+v1fv/Utm2MIf5/bL3Zr61Jmt4V8/ANa97jmU9WVmZVZlVXlxElGyGrLbAb+QLhS9tAI3FjZAQSEvf8HRZcIP4CLKRGyMbYPanVqu6qzqrMyjNPe1prr7W+MeYILmKdXdmIyzPts/e34ot443mf5/d6D0BSSgnJMcYUcYwxF/RgT0IAImiMxhhnka+u63EYnHWFlO2+mc9nMcaiLPPDuVi/7bpuPptLUXjryrJqm66QhTX25ubm5OQMY7zerKfTCWM0VxghBM6lMeaz739ue3V5dbVcLper5bv3b5UaT++dX15+KKsq50M221sIgBQ8WMsZTdFLIaxWwYfVcmkjXm9uEELWOcb5qFRRFvP5gjIqpWyvdwDAyWSKCHHeb7fbvu9BStNJfXZ2Nqnrzo7GGK0UE5wQMiqVSxNjTIwxBoUgBCim4IdhlKKyxiOEpBBlJTkrUqTv378rioIytlgs9k2jtc7XLePsoj5KACprhSxurq5hAoxSTDDk+MP11Xy6wAATTpU11upZNQnORecRwS56a63gBQBJjxokyBhFCBNCIELG2hCjt34xX+XAq48hpaSMBgBSRvMTtkp/7GsTACBGJMQI4YGkNllVlBAAgNI676jW2hTzINmw2++ZEMEH7wOnNIRYlWXw3hoLEkCYSIFCdgxEACAMMWQ8lk8hhEgo8d4jiIwxjLPZdJZSbNuGUJRS8CEgDymjB1ETwruCwXvPOf9I5TrQf3M4JB/Q+eAmIeVYW/AxpJhSwpTkbroPHnpwp/19V93LSQPOudE6GxmZ4BAhnw05MWGEEYQYIwCBc+4jsy9/kVx35fx3pJR65/OPmX9STDAE0DmHQGCM5m/dOZeLNHA3fizm+8hBo/XefQQGfMRrxN9mYwDMsIWUSztGWQA+p+/zg8jzgRHJaTmbvhP7+W//6T+GOxX/7JsPDx7c3+32y+XsYwGeYjzYIAKCCEIfYtv0McbJrC4KvtuNL1++dd6fL6vvffr0o0E7R7zjx6HJIYSIYDZVAISg95EQ5H3CCEEErPER4wRSCMFZF2NSynrvi0Lu9/vT0xMEIgIpxjvEAwIg5tQ5xiiEFHPolZAU/wYSxXuvlEIU5+RoTpBDCJq2+fqbb7bbrTbmTizhnFMuEMIQE4hQjMk4a40DMFjrQkgUMQBg9JESiFBEKDKGIEwMxpSyWyUxzr/44gttLOOMEIIxsQ4QQhCEMQGMMCYE5KkZOWwEEs4zwTH2zh1YDwgSgkKI1hpA2d19Lvuosr8t7+k+RC5ldrQwxjabzcOHD8dxHIYh92GdGYqi1FqNo7LWZOUphMg5l1JyThhlhBCEUW4QYIIPTzgB7/3zZ8/6vj89OWGcn56cOO9jCD4ExhiCsN83VT2RZZFN4wAh7wNGGOaGDoI+heADQQjElJs+xpiQkrYGIuSCzZGX/Eez2Uxrvb5ZK6XKsiSYOp8ASOOYS3nqvXPOE0IoJYTQdMjzkrsLaMZ0WGu99x+Hv4SiLHLCt6oqQnBRyK7rIIQuROfcnQcoy1qU0uxIJphorYqiuNNhq6ra7/e5JKWUWh8+ohN9LvohhDkiACE6RHkIyXeJEH1KyRidLyQZJe2dy9d3kG+xzjHGYFYQSfLOGaMLwTFGl5eXQgjO+eb29uZmTRnb7bez+QQhkFLMw9mHYeRcEExDiBTYsixyyocQzBj7GJ7wzlpKixC8MSa/IIRgxmjeTyilbdcer06yry4HustSQggZJ1qrlBKC3ofw5u3bBw8eMs6ttQih2XSiVI8Qevf63eMHj2ez+X6/41xwIW63+7btRmWVMVVZS4lDCN65siyqsnj3/u1sMjk6OuqHti4rKSulPYLIhbjd7TfrW8455xwitNtvlVImmqyYOm1ynDY7ViGE3rkUQPShKCQTLKUYQsAEYQxns2kCSQhxu70NMQIIyqJsmsZY46yHhOSLboop+7fUMC4WC++8FGK3202n00LKttuFaClhTdu37VCVE4RIUZTOur5rE0gYJ+e9FDJGgBDJt6AMgnDOcSmVMtPp1BjjvV8sFkoprXXWafIMXoQQoYgSYo2mlAjO7t+/t93dWmtgSiz3+FLKHbd80/A+IAittSYFIQSEkDNpjEkgxZCsc957Zx1BzDknhMw0g6w/5UKBMUoIKThHCCGMnXPW6KIscuwse+MQTvnrLFfL/D7u9ntCyMnpWdd1CCIhJUhge3s7nU4fPHj46sVLY2wIUUgZQhjtiDG21uVWaYhxuVp2bfvg0YMEEgRBcPLrX/8q12FG68l0YrQRQkop+75vdr1zfhxVipBQEmMCEFBKp9O6LCuIkxAMQhh8TDE547u2XS2OBBcX7y+0VhHTBMDQ90IICIExxlg7n81WR0d91xk1YIwhQsMw+OCdc4QixthkWqcUKcYgxHFQ3ru6KAmh3tqiLNebNaUcIYx46vsOQ5TVI8Y4JVSNo7Hm1atXDx4+XR2fbjZrQvBms5lOJ8ZYyaX3gVImpYwuOO+stwACyghhuOvaSV1hjNu2QRDqcZzN5udnJ4JzSjGndByHttnXdVWWpfPp53/5l0+ePhnHcbFYOue6vs+xoBhjgQRGKEaw79p8d+r7vqqqZrclGLVdCyhVSllnq6oSgg/j+PDRQy4EAEBKWTCxXC0wBhCCru2VsoWsXz5/+fTpo3fv3jLGFvO5c34Y+uXqeL/fIYxvbm5OT0+fPX+mlHZDqiZT5a3W5ni5gj4GaymnY/K45Na4Upa3u531DiFUl6XARI3KGFNO6qbvJBME4wORN0RrLYQYIuiDx4SAiApeIoRmi/lmsxm1KorCRR9CsM4KITNSyhgbfGCcVUUdQnDOIUwIIZBHbUzOdQzD4KxbrY6yPAQhHIchxcQozzIHgohSZoyBEOViLgaHEDwooCkJKUc1eO8YZ1lbMcYILiBCWhmEUFlKbTRCECHgvSNQ5N0GffTIhRAIJs47jHCMPoGIMQYfP8ePwZ4EAKCMMQCd9zGmXKZTzqy1OcKFELBjyPUMAOAuoXVXFIUYEY6ZF+O9zy17ECPIJCiYeWQxBp/uOM/okP/LMyFwntmbTUXfCSAhjGMIIPmUIsLYh0AZDR8dvd8Z9fJbycx7D1LChOCP/sN46MwegMd3pXy2ZXrgc9kNPs7kOsTpwCEfFtyBjPHP/vE/gded+ze/fF3X9TiOvx2DBmGuD2KMCYlML4sxjuMoiwIi4pwzxnoXOTJnZ2e50sruirtYei4a7rRljHFK+eqP82cZQogII0gyjiELyErpsiy11pPJJEUHos8900NKI4SsjefDQKvAOb8LDmcPWW5YeO8xiSFqRln07t27t7vNLec0d/Bt8Id57yEhgqWUCFPGRAQwHHAbIMdOKaJlWVJMIIwwJYRSVtYKKZIZCGMYE0ywc7FXqut6Y63WxhgTE5VScs6dc97F/KMZY6SUi8XqLneXm6pZ8lR6kFIenh48HNu5GM3AnfymGWOsc93Ql2UJITx0WxBCCBVF0fe9Uspak13zGGPO+UfI3KHch8ndTUP+LgABIZTVEc4IpTT/E2ttDhwcGpEYS8piSGVZJQistcOoPybzQYzRBqedwQBSSpMPVhvKGCY4gNS0rY+BC+qcwwghiKSUeakQhJ1z4zha6wHEdw2UXPVmCcFamxfJd4c252ZHrtT7vs9UsRCCtSY30xljQojj4+O8SrkUeY/Lbh5KqDHGOXcANrkwnU5zWBhjlL8lQghlOL+KedxfXuq5ke2c2+12H+V2WFVl7q7E5JumIQQbo/Oy9z7kxPfx8TGldBxH733++rmAC14RQpL3MYUU/HQ6jTFeXV1RyouqTCARRjabm+ls0rY7KQWllDGeEjDGNfv28dkyV1H52zPa5eWXUhqGYbE4RihziKj3Nrdub7frrBZ0XQcSgRAKIYZh0FpTSopC3m7XjNGyLLXq6ro2zi4Wy7bpQoqPHz0Yx/F2s0YolWKCAX3w4EGM/tmz55eXV1IWxlouCsw4ACB4BSHsui6EMJmU3rqHDx8Ow4AQQAhNZ8uj49Nf/errpmkKWeUKGxMiJe+6bhxHOSkO39gw5jWzWq26rpNSCs6NMhigceyZ4I+fPLZObzY3EIGT05PtduO9X61WzrlBKef8YrGYTqevX7+mXG63WyHEbDZTSk2n0xCCGZXW2jtXVdXNzc2XX3z56NH9YWg36+3L16+n0wVl/OryqirLrtt7ZxeLBRfIGBNC6vueEMqZxARZa3JmZTKdae2appFSFkWRFcHcessfk2DT7KYI0XHOMUZN0zhnclNVa10WhbM2hbharWaz2WKxUOO4vlk/fvy4aZrpkYQQNk3T9+N0Op3NZm3bCSHapscY727tOI4pJYiStbbv27wxF0Xhgw0hRD9ijPOSzjsGQvDOf0w4mUxmeffIRfnV1fVsNivL8vr6uq7nw2BjiOMwTCbTHNkuRbHf76tqYq2F3DnnnA0Qo5QgY8w5ixCczCZKq8Vs+uTRg3xjwRg2TVPX9dOn39Nav3v7fjKZRA+FKObzeUrp5YvX2oxciLbbn5+fr1aLi8vLEMPYDxBARvn+dtc1nXe+EEUpi3Ec++DOz8+VUtvtNrt0CCFFUZ2cnPzmN78hKDjn6no6juMXX3xxu9uVlSQEO2e9t2M/EEQwgM1uX5bl+enZft9cXl599oPPr66uTk5OXrz6djKZYIy11oQiCKEsS8bYhw8fKKWjMinBYRiePn26WM6ePn36r/6vf1UUpdGu6/qHDx81253xThZcFsXl5XtRyklVnJwcv33zxjmjR+20LUo5m013u1ul1Gw2Kctyt9s5b3/0ox/d3Nz8+Z//+T/4/d+vquqzzz6DEF1cXDDGnHNlWQIDIML1ZDpfzP3H7E7T7IzWUjA1jAHj9Xr91Vdf5VN13+x/9rd/9vbt27dv33Zdd//0ST2p1uvr+/fPP7y7aNvhix/+zps3b0LwT548/Oqv//KzT58CAC6ur7yPbdtmKeT07CxGoJQqgIwYNlpvd7uHJ2d+1HVRiEJYGH79+vlsPl/OVze3m5OzUzWOZ0cnIMRu30wmkzfvPxR1xTgd+tFo88Mf/GBSVb/85S+99wQzWRb37t8fmuHDu8svvviiH/oXL58vV6uM1kEIQYIASNfvr77//e9/9tlnwRGEqgAAIABJREFUXde9fPny6uoaYzKO49nZGef8mxdfj8NAMeGMxRid9YTQEMOoVASpLitO2TAMQhTGmDx/AWOc9cWsLuV6g1BcVaUxGiFAKb3drqWUq8VSKxVChlgCjHHXdQAATJD3DiFI8MF09F2u+d0pHJN3zuQz5btVzV1eHwGcG2gxfExixIgwTCnGGAkWd2aD71o0D7g37xMwWdZ1zjEpEICHUdEHRx74G/8Qpu+O84whhhCzqEwpvcu03WWWCADOuWpSV1WltN7ud7mwPngKYvo4luH/B3V/wHt9h/r8W7xDbhQT7JyDCeCP6DSc6UYhYEoAAPgjye6f/xf/JXx+sf83X33IhdSoFEjJWHt+ft40TTaZ2ZgghMEfjskQAjyMrCAhROsUpTQfojlNEmMeqgERQgSTGCKEECNsnUkpxhAzfCTv6QDjj3SJTNPFuXOdPwPOSQg2+7pyMZeL7PzJFUUxdEOGLFprQQIhBmusDxkKSKTAksOyKAhCMEWKEULAGoMQDCEidEjfuBCUNl0/uBC8z9aHDIOUAADvLMGQM8IpLQpOMYoxgBRBSiBahDCmNCZgfXQ+tN2ACSGMqVG7kKNgh8uWcwEhnK/OEMIQPKEIY8JYti8mQlCMgRAyjqP3IaYD0zQbRIQQAIC+7wXn+SaUgx35x78LTmXHWNaw85q782se7ieZBpIMpZRSmuKBhpVSctYdLOoAUgIYY877LK/m0plRmu9nBS9GNUKEMKEAIqU0plRrq42VUgCUQvLRBQiAoKyuKgAApsTHOGpV1hWIPgs/PnhCSEYT1HWltWmaBkJEmcjgTEyINSblEj+E7NnSxjrnEIQJgOD93aaQi+CqqgAEGCGIkJTSOX+72QAI+77PFggqmBRiuVy2bZtiIhj7EIL3RumYola2KIrscIIQxugBBCmmopTeO2ttDsPejZzOqzHrbXmhcsa22633bjqdWquF5ISSbI0IIb5/+74oiqOjo4+hgWzSD8ZYhCDBGIKYYuSMwpTu3T9/8eJFiuDg/WK0H3pC0Ww+DcFqPWBCxkEJUcxni5evXp0dLcui2Gxu+37o+6EoyuViZYxJeXttO4SRteb09IQQvN/vyrJ03iKEYvQQIm+BUjq/ywAAzllKwXlblhIAgGIECDIuvPODUoRgQojRGsIEQfQ2xgA5YyF4BKEPoes6LiTAWGkLIJjW5WQyWSwWeSUDCPb7Zt/svXNCiFHpYRj7fpCyJIQ466wzECNj1Ww6jTEAQBBCRuusDWcqQorx9PRUa00w6doWEaS1Wq3m682ND/7kZCWl6IZuuVpGF25u1kIIWRRKKYzpOI5KqfN79y8uL3vVE0LmsxlGWGut+qEsS6tN13XL5fJotXz/4YOURdv3oigIRkoPCMfT4yVjsCyLvm0ZY8Y6Y+x0MivL0lp3eXkxn8+ts8FHTNg4DCGE6WzmnKvKUkh5dXkZYjRaM1rduZmF4N3QM0ogBDElKQQAMJOJNutNVVec8+QDxgQeEt8OEeO9QwjHkJxzk8ms6zrOZVYN+s5DhDDGjBFKcQJxt9t+8smTlALj9Pb2FiKgtcq7xL1799brtdZKFoJgklLCmGCMd7udc+H4+Ng7ByG6uVkbbe7duwcg2my3jDKECATAOZ95wAQRhKAeFeY4HsxLhBAC0OGi6L2bTGurzWw6VWqczWYQJoRQWZbGuJcvXwohh2GcVhNrXVmUk8nEOEspKUpZFPL5y2cxhqdPvvfh4mochuV8OaunlJDN9VqPOjg/DAPG2FFgtGGMd11fluXR0XFKYL9vMMbeOcbxMIyEEITIzc3NycnJdDbrhw7AZIyCCRiltdL3zs4JxmVRGWOVUsMwIoTvP7i/b26FELv9XhsFEAghuGCruo4xEoK11gjiGCOCSWt9dHSMIUIIz2aL6+t1IQuv/WQ+c84mFAnB49g/enh/GLp2t6vK0gdfFOXFxcV2t6smldJKO/vJJ08xIbe36+VqJRhyzu32+/1+/+jhI+98SmC1Wt2//6Dv+nev3v3qV1+PaiSUzedzzrmQwhpltBKCP7h/H/Piw4cPL168+Dt/5z/AGAgpAYR1XXHOEYIMF3/0x//uxYtvZ7PZ/fsP63IqZbXb7jfrm//sH/2nz599/fTxgzdv3tT15Pnz54PSm80GIUwwmS8WR6vVyezkNy+e997tm4YntCrrh6dnH64vnn94kwra9z0ISRTF46dP3r/7cDRftre7k9Xx6b17r16/arqOTeV+u+OcP3n4tGubV69eP3369ObmmlHOGF8tjgkgu/2u6zuIYEhRW0M59SHmtFMwriiKTz/91Frz/v37GCMAKbtsnXMwQowJAmAcFToAkzAT3GiT41QIAmOdtS4bkREhKYEQQgLQekchgwhke3RVFc6ZybSilGAIY/R6VMFHQggAMITofcjvtTE6M5Kz4pNdOrm5egci0FqHEBHG2WSVD7XchPxImUUxAO8DwhhDHHyEAGCCg3dSigRi9r/hLEUfCOZZaT30+jGJ1jnKWASJCxG8z3E2mDJy+7cM0ATib52KmVD+nSkYd1DR7w57Sy5ACIuyODs/f/7iuc/F8UfVKYbw0X75EeV2mN17l58+aLSZLn8QQGMKISSQKKMHpm9KOVd9wF5BQClNIKVw4E39s3/6n8NX6/7ffrNmjKWUiqLIolRVVSGE7XZLCMn/udHaWlPXFc4Y5AhBSjHESFFKwBqLMWaMeR9z7UwpRwgZbSFIub7Myd/sx6Ls8Dltt9vcgWUZn+HDXXout4EIQ0IIY0zf92VZlmXZdZ21dhgGhBBC9m4FZLnu7ik750rOYPAphPmkLrkAyQvOhGAYI6UUISTezR9BKCEcE+zHcbdv7CHewTgnKYaUHAAeplAVEkHojM3KpRT0+PQMIAwRoqJ89uy5dh4TyoXUxmW3AMY4xmSt8z7EmAimWf9wwTLBchMw+2TGceScIwSGYQgh6MFm5fWuqC3LMsu04zgCAKUsMlwp//3JZIIQGscx69njOOZLQnZHLRaLrNXlSzkXKdurszP9TkTPH1OMkcL0UczzubzLjzfGOAyDTyB/2cwbiwAxxozzRtuiqlLyMbmqKFFMN1fXahgQxkVZUsGNd7IsGIZKKe/c3Rg9iokQB+k0JIApy4rpdyeg5AKdMRZsyE7lu6xYtpBrrUMIGENKswMJcs6d89Y6KeUwDCnClFIz7qWUEMKcsFZKgY/sUmttISf5meSPhjJcVVXT7DlneelqZ6qqyg+taZrsPKvruixLpVSwDiKQ5eGiEN57rUeEoRCCMQYALIuy67oc1qnrOsuWWut8LSSQFFI6a0BK29tN13XnJ6eIkrbtpJQQI8ooRHE+n8TkEUrjOEpZQojXN5sQEoRwuVxqbax1UhY5bpxZM4TQrttprauqCjFDABxjBEI4mUyE5M45gWtK6cXFxTAMzjmEwG5/u1jMrTUQgqePnsQILm+u9/s9RjSCGLwryyJ4d3J8RJkcezUMPafUWgtgfPjwUTGZUMZfvn79+vXrzz79ft4ZQooQwv1+b6yXRbHdbrMNnXN+cXFRVdXl5eXJyYkyWkqOECAU9323rE/uRsAchgVok1WQ/DveO220LOS9+6cxesKpLLgQjDHKORvbQSmlRnNxcTGbz63z+Vwx2l5dXSGBjo6OMMa3m83QD7PJ9PTkhGKSL/AvX76aTudN27oY5oupMoPS7b3z1Wo14RwSDCQr63pirdtsbhfzZVlW2VTAOb+9XXMu6noipWzbNp9M4zgaY7TWX375JedcD6PWmhBivNtsNtbaDNvIQaKqniJE8mZijBnHkSCcJZyu6zDGOMX8S60tpRQC1Pc9Y4IQcnR0JMqiafaMUaVGLmiMDhNojAYgJBCF4P0YqqrKXa++7yeTSU5SWmurqiKIXF5eFkUhRIExfv36TVlUy+VSCgESut1fK9vX9cQad3N1zbkoi7Iq62wV0FqbIVZV5V28ud1MJlOt9TgOIYTjk6PN7ca7sNvuf/jDH1hrOaer1Wocx92uEULud21ZlgTGLGwLKVNKR8fLy8uL5XLW9i1AidGy70wIgQBkjalkEUMQVPRtB3MVUhBKaVmWhDDG2PHxqdb67Zv3b968SSk9efroZr2+vl4vFsunTz959u1zhOHv/OQn2qr1+loNylnnva+K0jsneZFSWq/XXErr3MnJSY4Vcs5fv311/uBcmXEcx6bbl2W5a/eTsppPpjEGEEN+u58++aRt2u998um/+Bf/M4RwKhchBBcdQtAGc3K0YJReX19wQv72z352s9n8/Je/PDs7+7t/7/eev3zx7sOHXbN99OQxZtRYiwkm0FRVHUMoZHFzvc5nv3O+FEXXdSBhIWQI0YWQjxttxuVyUUlprB7HMSaaUsrxNQAjRKhpGuv0ZDIpimKxmF9fXy6WM2tUDGA2W21vm+9/+jnGgCBIMMIAzueLvGaMd9PJPLcBvY+MsX/7h//3q4t3508fL5fLOJovn3zv9bPnN5t1eTRrwphC9EoHgCbTSfDRKZN8hCHV9bTXKsa4B9oqLYUUnButy7K8vro5Pj7JuRfd6+QAxthFTxgpynLf7s7unWOM902DEKIJ55gpAHEYhqZphGSz2Sy/LBM2xxg/uHf//r17Xds++/YF53zfNC54gCBj9PZ2M58vm6bxIQYAjHXOeUypkNI5Zw0oCiEZhyjev39vv9sMQ/sPfv/vzyaTP/uzP/bOWe2NMUrpnFYgmBJCrdOEkK7rylqO44gxzr2afKDkEzbGiAlDmOSW3Xq9zrmru1C4957xUmvNGKeYWOu99wXnhGBCsVIqQBNjFEJ8NxhzxyfNSNoYI5fiMH8qhMNMWogghCjiu2oVwPjdMXI5u4PvJj5mSvdHS8NHTk703h+dnDx58uQvf/FXMUaAIMY4gIORFv3NOfPfTfWEEBg+HPE52vT/aSwDBCmlGUbOMMmanc/uVgQxxgjSfHn453/wB/DZ5e4Pf/68kAUAQAoRQuj7fr1eHx0dQYQYowkg7w9Zg6IUUggQgbPeWR9CcAlwzmNKGOHMXPA+jOPIKA0hWecYZSnF7fbWe++9wxjNphNKade2jDNZVHnmwh3rIQSfVRyt9a7Z9kNfT+rTk9MDvhHC4H36OFcwxi5bLRE6QDY442Vd50cTrNF9711IPlhrx3EoJJ9NJ5xRSgjBSLv8XwPnHUKYMo4xBghRxoN3EbAYg9EqJk8wSDHEGDCEzmoAAGXUG08578Zh33TWRUxIUVVKa4RwjBEipEZljHUhUMatc7IoIQQ+RsYop9SMo9JKK82lQAhnswtBmV6BvAn5u8zRaWtNWRQIHVZATCAnOlOCIURKaJZXjdN5tg2nMns98wii/OhwZtclgGE6Oz8TgmOMEIbeOYSRsw5h5JxHEAWvAEiyKLyzzjlCKSUkJcA4TzEFRPIdFEIIIFKjoiyPQQIEY4BgCB4hSDHp2rZr2wxCwZQ5HxAiIHkfghQ8MwWyjyIT1SljIEFMqPe+LGX2j+RRhHlkBkZIOwcARBADAAjGPniEAGcshEAI9c7nS6M2hnNurb+7LOZAeowJwBS8D8EJzilGw9CVRZETAwEethilRoJxWRbWmNxnCcGHEJy3McW81zhvvfcYImOUd54SEiMIMYCUyrLMgw8ABNYZ63wCCUMEPs6DGIYhX6uWy2Xf9/liNikrBCHCKMbgjaOUSCEpYV3TBh+qaT06lZkKQnLnrbN2sVisN7fO2eVyqXUchuHk5AxCeHO9HoaeMfHFFz98+/ZtWRYMwXEcMSEQQUJp07bW6ZyRV2qw1gmAYojWWkZ5WZar1XK2mDXNDhPCGEGII4S+/c232tjjk1NM8KhGZ83nnzxlGDFRjtr8yZ/8ibUmpTQO6u/+vd/bd23TdN0w3O72gnGjtXWuH/qyKsZxyH0DKSVndDIpKUWUUQAgpXy+mHHBYwpC8hwb++arD/t9a43lTMAEGAQgBJjyODdog5OldN5PZ7ULLsKktKom1WQ62Tf7t2/fnhST2Xw+mU0n0+mLly/eX3w4PjrGCHMhqqJEs+LlixfOOZTAtKqcNVLwoW0xQW3bFFWprVNaFYWMMEIU752fFAXF0E9rEaN3MQ3DEEOy1mFMslTpvKeEAgBkIQEEN9drax2GyFn7+PEjBAEmeDKph6EP3iilCKUgAW1tHmNBKOGMG2ediwniFCOnPFcwWinGGCbEWlNXNYk4xphpboxxbUzX9fv9/vPPf/Dw4cNn336z3W2HobteX3/6/e95byPwkgvvfIwBAoBpmePHhFAXfR4QABH0WXpILKcDMcF1XeXXUAixvtmkBDBJXJKPUAUqhJhMZxDC9WYzjuODhw9EqjNub7fddV2XB1I4a0FK2iiCpdK2qisffYLJh6SU8QFQgkMMGBHTr71z1lguuHYOIDSZTSaz2WZ9U0j54cNNTJRAlGKa1vWPf/Q733v6ydFy9e3X3yQAVouF4+Hrr79+9uzZYr5ompYx9rd+92+1TRNcCCEcH51679+8ff/gwcNClkbprmmcc/t2p6xuuk4pKxhjnFVVdXl1QTHpxqGuasYFRKjvdiEGjDHGSBmd99J6WscYd/tdVVYpxrooPnn6OAX/7NmL2WwRAvj8+5/f3t5iCEMiy+Xq6vqybZvzs+MvvvzBN19/PQ79wwf3Hty/3zT7GP0v/vqvf/HVV9p7gJCNHlMCMNTGTKeTEjsfYwipHzSjvKwmxhg1joQwa0yKgDFGKTfWmMz2skZK2TU9RtRoV5QIIYwwzoOJvQ8IYuf9OOqikMUCO2sgxJzTZtcu5ytrA6dcG7WYL7Q11vmCi+j97nYDYiSUTeazBGHCcFTGbZVxzkYvpZxPJkfTOcVoNp82Q4cL4ZyXjMcUb28308k0hXj57oJhJmTJGH/z5k15XFVVpZVS2kzqiVbaec+4cN5Z65zxIEFC8KhG7xxlNIF0enY6jP3NzXVRlgUTlFIAwePHj1NKz549QwhDBIZxLIpiRqeU0McPn6yWR8vF0jlXVcXbt28fPXn65s3bBNLyaI4x/uqrrzabTVGVEKII4Hpza6yllJVVNY4jpUQrtVrMKSNqGHzwnLFCiqquvI8EE+9CKcvjo2OQYHAeYzyqIcYw+v7tm3dlUTLKfPQQ40GP19fXgnEI8dHiyLugtFqslrfb29lsFmNw1lZlpcbx+vpaW0AwRghRQrXWbdNSQiTnEACEkAMHI1PO22QLbHZgQgiddyFBRgkmGBOsjSEE848KYIbmpphrqpDV6wRiiIeBUyHGHHs9IFZDNqY6QuldBA1j7L2LKTJKYkp5cA8AyDmP0V1IHdy1+gHKDt0UYyQpMcbyFFXnbE4bIYh9CLloRggF5wUXjLIYYs6nWmMQRrKQEcC8if13f/Bfwb96/vZ/+Zf/uhDSOUcxzv7C/Gh8jBjjajK11g59C2Gy1nLKU0yMCkqZs44LOQxDhqT0fZ/3tbZtc1ih68fZfJ7vHCklimGew4kg6NoWAHB8/iClpPWYbSuYwKOjoyy/ee92TTNqxRhbLRZaK6XGsigJxgCA7XZbVdXxsmaM7fd7F3y+7oyj4VJIKVNK49DF4AGAAGKlbYoRARi8Dc4SgkMMBIvD48vzGELIrsdcY0FC860iB7y8d4TgGHwILqVAKRVUGOsDAM57QliIcXV8NAzdtK5jjM4G58OgFCEkATSosZpUPnjKWYw+WreczvdNgzEdtCKEAQC0OsApUILKamstRAklQAimlISYvZ6QEQog8CF5HyAg3qeskSMMjNcQJsYJDBwAUFUlxmgcRxtszpYJway1KKHZbCokj9E7r9u2yeFEhEiWeMsiO+KBEIIQlONH1tpxVBDCcnY0DANIMMWIER3HkTKsh8EHC2ESsvRZd+ck59gElzHCEFLwgHMZQej7LkaPMcIYYgS991k+fPz46e3mFh9Kz6CUynhjH1y+p0opTTQxQEYEgsQ6jWH03jBGIYAQoBiRFMWoFGX0MFIPQQSJUsoF75xLAWSWSgqunpTB2Wa/ravyQNsui5RSu9tPJhNjNSOUc9533WI2z8tbm9FaG0DIPlRCEEW4bRrJeSHEdHHU9/1+vyc5auOctbbtOy6F0vpoNQcpFEVxJ7rnhbdarYwxwzBQSG9ubm5ubsqyrOtaay0ov3/+oC7rX//q1/V8QiXdbreU0tVq5YJv28Y6I6QwRkEISzn13p+enl5fXuUXreu6+XzGODHjqJreWIsxHYwmlEBMMm7wyy+/5II+f/68xvQHn3+e0cwQwtvb2/Xtpigk5RQAkCDe7Rqr9NNPvtd0rU9RSDl23aIsLl69dj4en93bNc18Pi/rKqQ4Kn15df3h8mo6mY9GHx8fD8PQ9a2QghDEBR2Hoa4qBNKPfvQlRPHm5tI5t9lsp/N5ZmxZb2bzadM0fd9PqnuTyeLi4goA6AZ1//g4aPXlD36wWK7+93/5f9SzmnCMCd7t9598/9OXr17Wk6pXI5fCGPOnf/qn//4Pf/Szn/3sr375l5PZdNts8/EGEvjdn/y07/u/fv88hODUaEZ1dnwiOVVjF7xJKU6nNea4nFQnJycvXr28vr4+Pl45awEIDMOubWbTOhKIMS6KcrPZQIhjAITQqqrbpmeM2eCqWf329dtJWW9vt846Zw2l+Pz8TBZst9t647JxZblcLo5WNzc30+kEEYQxXq/Xw2gQoovZ4vrq5v75PW8dpfT6+poxqo1ZHq3GbX+YSOR9UZUJgN1uxzlvmqYoCqt0UcjRKMpoPSnzaXd7exttmE6meZV2Q8+4YFy0XZ8QrOsSpLS+uTk5OeZIOmdWq1UIDiKQUSrL5bJtWq3NbDIhGVceY9O16+16Pp9zKUIKCCOlFOhTjDH3NLJZWTIhpdzv95zzyWxJmPDRR5Cev3r1V3/9VT2ZMyqbdrdazeu6enQ8L4sCQ5QSjAg2SiljAoRj1yMAIWTr9ZYS4pzToz49OXn6+MnYq5///OfBup/+9KetbX/+85//+Mc/zj2ZD+/edU17tFiWRSGlBJ51Q8+l2O0ayUW/b6dF+eTJE2VVNw4RI1HKYegZowiDy6tL6zQlHGDEGIcQOjPOZrPPP//8zhRntDk+OvrFL35xfX39o9/5SQCQwoBBhCnFCK9ubmPCjNChbfv9/u3tGgCAMeSUjWoYhm5o2+99+sk//If/yWKxuHz3bn199e79xfurywCQnNYhhEGralJjjHa77RePHvSjHkZlQ5zOl8M4FHW13++S9wAmlIiUBefCxwBhohQN4xB9sipSUmyut9quq6qq67rrOmNcNZkgRBjjOaNCJgkk1LYthriup6ofAECMUKN1DNGnpJR2Vs+qEqVICdbG1POpDSFBiBinFlFKc0lkrcUYZqOtc6YsSx/j8ujYaL3b3S5nc8E5TEDykjM+qed/8Rd/cfZo9ejRY6XU5eXlT37np9v9DkD8/sMHysUwDOvNrfc+sxVDCJxSAHKEEeQoRdfuCimd90VZIYQIYW/fvSuKEiAUY/z9//D3vv76Nxixd28+PLz/8OLiQ0xusVg8fvLk9nafQHrx6jd1XVFKUwqPHj16++7dfLna75qLiytCCKQkJ442m818NlvM51dXV946xtjJyUk1KZ89e/bg/oP1zaYSJQTQKOucG4b+4cMHq9WKV/D0+PzNizfLoyNtNJHs+asXxtlJMbl3/mB7vQnOzRbzbbtbb9ZlXS2XSwSSUapt26Plar1pm6YZx3G5XGa8NIYo+rDb7eaTqUkgD0XPOOpsWs0h1OxqYIXknDtv8UeisxDcOZdLL1Exq00MnhJCEQYg4cxJASCAlBu8WUblhI3jGCMYx7Es6pRSXVUBIq1HKbizJsZYFEXXdDEmwQvnwl2WN5trQwx3WYIMiUomJZx7RLX3FqIUY/QhAAA4FzF4kJAxRjIJAByHEUFYFIX3HiEIAQgY5hbr//Tf/w/wFy/e/G//57+DADhjpZC5vZUz4BChkBKjIs87NVYTQozSUkijnfexLEvJeGaYaW0QQjEGxhjnIgN7u1EVVTWqIQ+lzIRhCEFwPg+fABRlQNXdmPusnGdmAqHEOhtjZJRCCKw1OTvPGbPWLhYLxpD3IZPynfcpgX3bAAAY523TYgSWi1mCCCHSdUNKKYUEQUohCM5D8CY4xpl3HiHEODVGM86zWua9SymWZcUo89bHmLKRlBCCMcrDPykjxjhZFNqYcdQhJWO0FBxB2HWdh/Ds7NwZF0Js23YymXZto8Yx35in0zrGZKwdxhFAhDBmLPN6IAIIIZgA0FoTjAkh3jspeabHOecwQSFG5wNI0PkYfEQIV1VlnSkKofQQoy/5NKUYU1RaQQgZp845BIELDmGMAPbeYQxDdJwzYxTn3BhDCEUIWuMSCBgjABP6iJvO2fy+Gyhlgom27SBEGGexmwAAxnGUkiFCAEAhJIRACO7j8FXOudDaGu2KsrReCcG6rqGEpBS8txDCuqqEkFIIY+16syGEQAD7oa/KgjKWExtlWYQQjTXWeIQogtg5U5UiT7ghmIAIfEgIImMtQDD3aJgQmclAKXXeY8bGcSilZBTH6Jr9PkafgieUwAQQ5VVVxRAQgpzzse/HYRBCZAYCxphyOplOUkrfPn/26affc86CGATn89l8v91iTEc1GmPqqlZqNMaEGKu6TgAkkDCJZZFRGDiEELxPMYUQCSEpptPT07axTduoj25RhJDRDiXorDfKMM4C8ACAejIhlGqtuRSU4ggCpRSi1O52Qz8AAB8+fHhyctI2TV2VPrgYvRCcQKqULsqyG8eYwGFoMIaEkOjtq1ev3RBOT8+GYTw/u6eUvr29RRhxyZ2zZVU0Tdfsm+DDwwcPLy6vCGcnp8fPv/328b1z13cgYQjp1dXVZFqXddWPw+3tbdf3mJDdrpnNZkRwzvnZvXOM0bt3bzP/4ae/+5MMroCEAAAgAElEQVSriw9N0zx89HjX9DGlm/UaQTwMY1mWXHApOSa47zsB6cnp/QRJ1/U3l5cco1JwCIEyefxPTMmfn51fXV2dnh5Tzq4ur25ursqyfPL06bNnz05PV2dnZ7/++leM0X3b1HVlXVgsF1LKrhvW7VXf9Zvrm5/+5Cer+VyP4+npkZR8VH1ZFVzyy8vLbhjWm1tRSGU0oVQK4b0TjAIAXNAQQgTRMCjvAyEUAmyM1VpTyharRTf2FJOh7TmTYz94a4QU1uqyKsuq4LRs+857d3S8GoZO6ZEwkkBIKYbgISDz2VKPWoqCIHR2eq6Uurq+ury8KMqiqspu394NRVwullqbrusyBCrTy7kQ1rnJdEoZM9aklIa2AzHmbGpygVCitEGUUCYghKMa5rPpfr+vqwoTuN83RVE4F7KZgQsJATTWhRimVZWcpYzu22a5XPrglVb9MBwdH3nvmWCLat73/eXFxXQyCSHGEDAmR0dHlFKQgJBivd5sdmsfQ0JwUMaYkCJsu2Y2q9XY/3s/+knBi9l0yjjfNZ2K7jcvXt5ubwWXVmlrTYg+xUgJTzH2/SiZMMZyxtu2Oz8/0zZklx4Xwmh9dnK63dw2292TR49jDDfr3b0HDxKE6/XmaHn06ZNP1lfXzhvtLMBQ+X5UnQ9uPpt2fWOdAQCc37vnvC/LEkHsLez7PlvJYwhlWSo1Wmvbth36nggRIKAombHHCAlZdb3GlHdNJynDCCJBnXNCcCmFs7rvu8V81vVtXZaz2QxENPQaU7prmqqeWWcJpQCAGHzwPsYwE7X3HlLa9h3ASBYyRDudlVoP49ijVMSUnPUJACYoBGGzuZlNZxhSBKnTvqgmSo+7/S2huCg4xJAQ5IMDKHnnE8LLxaIs66EfjDJXl9fjMEzq+sBkpfSHn35WVsXV9QUiOKaAMdpsbuu6xhCrUXXeZpKXUqqqKghT9hBmK0tZlUqPKSZGqTYqulAUZSELNY6CccpYiMEYU9cTCNE4jiGBuq4hJBGkpmkYF2VZQwjLovDeE4QyHC1XLCmlUbXW2mB9Hj6LMW3aznlHCJVlkfSYIqyLqXfgx1/++O2b1xeX76u6ShEcn5zPFpM/+uP/pyxLygiEcBiHGKPzsZBFWVZt29+2FiOEEAzBVWVhjKqqYrmcbbfboe/qSe2dBQnWZTX2IwZot22sNVwwhFFRFBH5UlROO+8jxCjAYKOzzhFEZvUi2uCtNdaEGKXkm+1mMp1SQgijKQaEUIiEMZZtitZYBGF27jHGjVIRIISRlDLnavLgyexiPWionOYz3TkHQBKCW2uds5mbGWNilDrnYgiFkD74EGOI0QUPEUIwMXqgXmJMjdYhRMFlCAFCxBnTJik1xuitNSnG2XSqtS1lBSGy1lFKGMUZBGCdy5VeUZYIIx+C0Zqzuus6ABLjGGOUNfiu76bTKUbEWQ0AJIRSwoIP8eOYMedcngbtIsQEp5T+x//6v4F/8c3z//UP/zUCkGJKMEEIeRuY4FlMboeeQFRVlbU2BBdjxIRyKfP895TglPEcsR/HMRMxcir24AjGCHPe932wLrsec8s1hnCAjxYHeiuC2Dl/R3z4OIQNEoy01t57gqBzNv8RIQQBeJd0cyFl8JMxRhvjD+5sUNcFQgkAaIwlRBhtGWXB++D9Yja31iKZMatQSqm1zt5cjJHzNqXECM7okKZpGWYIIWfDT3/6Uy7o0PXffPPN4ycP1ptbzkUEYBjGnJevisIoJYTovIUQYgBBQn3XwZjOT88gAEeLedd1AMP/6O//x3/0J3/85s2bXdM657gsgvOUMkLofDYz1mYTyd2QgrqupZRD34/DCBBQVlsTKGWE8Nz1C8EVhaQMNc2+4lXbNlX9//L0Zj2WZel53prX2tM5+0xxYsqIzIzMmrq7em5apERRMiVqgCxBtHxh+VIGfGHoQrqQ4SvDd/4DhgRDkG3Z8gAI8EBKJExQttQUq5vs6lJV15RDZcYcceY9rr1mX+xk/YAAAhF7WPv73vd5UohQUeykbMfjEaEYvKnnO8aoMbqVTZJEhOA0TYwxUkrGhFIKoJ4OC6w1XPAQgjU9fIAxxoaCcs4BwmVR1XULALKux6ny/uttlI+7Tird9e2i/nOqKAoplRCCcwoRcM4wRp03CME0STDCfRSVcrYtiiiKpJRVVe3Np1LKOI6FEJvNBiFAIMaYyVZ3XRdFAgIbgGuakjGOMfXeXl1dChGPx2OM8WazCRBEIgoB9KVvLPrIeEQIoeRPXCwIUkYiLsLXkBEAyqLMsswqvb+/jzFmlKZpamD/kHBvMJbAN3UzHGQAgK5pe66C915w3pulZdd571vV5eORlKUxLYSQE9q2nWB8tVpHUYQBUkozxjDLCCFK61bKOI45j4yxdSUxxJSwqtxVTYEQOTo6+urVK6k6hDHC4Pbu5vj4+L1vvEMR6G/DqqpjLn77t3/r+9///l/4i/9+fwGst7XWum3bsqrH40mAASE4m06Xy0XwdpSPlotmlI+z4eDDD39+fX0dx/F777233qyvrq9GozxLstViubi7G41GACEPAybEGw2MZhDujfa0ckW5pRQzTq3TcRwjhGzwaZpyzjHjIooAAlK2g8Hg9vZ2vr93fHD4ycefREJYgLUHbduWRW2NVbIry/L09LT/cL24uODO5JNpI40DYJCl69Xi+OigqMpadjyOvXebxcJYNcgy3an5bAqCe/nixV/5S38ZwvDzD3+eHoylbIbZoCi3R/sHAMHBcHh7v3z28sXp6cN6d3d1dfVrf+ZXJ+Ox0SZJ4lY2lOKTkwd39zefffbZ+cUFZfzh2ZnUJoqTqqkvLi6Md/v7+4Iy4Mx4PN5ut4TQLBuCAJTSeT4yxg4Gw1evX2626x/94Eem0+vVdrVcAu/39vbqusryweHhYVEb7+3FxXkUcy5ImiV3d7dpFrWyFoIhgKHDlJBHD89k07Rt++WXXx4cHTFObm5voygCwVhrJ5MZ53yz3RVFCQA6OTmZTCb394uL60tCGGV8NttbLDfXV9feudFo+K1vvue0wQSaqqGUUc4aqa5urs8eP7VO13V9cHDAOX35+nMh4vnB0Wq5bVvdKdt1nez0er0+ODjIkjjlvH/yYELWm3WWZZzzpqn6ded0Ou0TO9PptCwK730kku122+83MIJVuaWCe+CbVgKIjQ1d21mnq2oHUaCebVZb2bZJkiBCWmso5yYEAlG5K+Z7E2067z2ECCPirAMeEkIpZdvtTivjLHr48OFoNPLe13X9ox/+cLlcfvXsRSQEJWTX1h9/8ov9oyNKGYG4KspERBgjZbUKxno5nQ2qqtS6m04nAXgIg1IqBJCm2c3NzWbR9m8iawwEQQgeRREhBICAEYzzQaOlrAqr9XQ6LSsp4qyo5eHBodemqWtCSJZlTVN578fjXJtuMhrf3t4AALigGEdFKZumlbJDkAjOsySVbYMBKLY7CD0KtKwbQulglO+KIh8P266e70/KahMJkUTDVnYhQK1tmsaEIud0Ve0YZart1uvN0fE7ccLXm+V8f5YNE+O71+evd7sNpkgIkcdT7z0hzFnbSY0xfv7ls/l8Tinarjeubb/59jvfeP+bSJD9Bwf3y+XHH39U76pxNhSEXr2+kjG01k4mEyFE378UgnVdN5/PCSGtbDxwddUKxvf39znnfaF5sbxbr9eEkK6xfRMaYyqlNNq9OaX5UDc14xHnUdfKJEkIIcCHPsfJKTXGRFE0HGfWelk3lFLOhbWOCaGNy0c5QsjpyhpHEPcGggAIQk1bU0YpFSHAAH3dllEUQRgoY8YaQgh6Ax2Cy+XKhERrrZQcjYdRRM9fvzw6PhiPh4Sg9WYZrM8HeSd120hO2SgfpWla17V1dlvshBDaKEZEMIAS6lFYbZdSd4SQ4SDHgdjOpElcV/X93d14PM6yTJmOcQYI5pFYb7f9Ijd4zwgFACRxbIwRjEMAmqb5GoUEIVCq+7pN1M9WoyiKB5ExhhD0tbrWGNUfyYwxlMVt2/q+yuKcUopxgRk11lJKBSMQuLqu67pWnY6jeD6fp2naD0DLslyvyh5EEPE3nIC6agkhSZw567tOCsF7TkLXdQEE61xvx3jTkyGCMRaCG42HEAZluj7W3xe6hBCyafsMw58ssUEra2ttf99p6yllEMK/85v/MfzZsxf/0+/+K4IxxdRZxynzPvgAnPMhBMKoN7ppW4yQB8F7H8WJD0FrEwKkhAKttNL5KOeM9/lC2UoAwXg8rsrKBocIllL2lS9jrOqUd16IqEcctLbsVZAgBAhRFMX9ubZpGkJoFIl+zhdCIBhbawglQgirdf9faaR6w7PwHkLYO9z7rCSEUHACoXcuNK2M47SppVJad8ZZN5tMEUIGtfhPghYAAqU6SnuXAUQIOd1J2Qkh+qxqlqZWmxBC2zaEEqVUnEbWOkyoc8FZixChCNq+axUCilhTNhgjihmC0BkXc26UtkZRTI4fPrDAAwgHw0Eru+vbmzhOd9stgij40CM/uq6bTKYIot1m21NvoziihFpnCSWIICm1Ujp42OeGMYbG6iSJEYI0IIxRFAnjDMY9aCL0jaUojuq67TmpjNOv2ZlccGvsdDpFGG12m7ZtMMbGas55/1rSygghOBeL609n073xZKa1baQqy0ZKlQ1HnHHrnVEBQ9JbADFGAXgAQwiuN0mmadZKBwCIY54lyXx/aozuOrlar3SnN5tNFCcijvqZvTXm6vqac04I7uHtjLGulUkykK1WSu/NJ+v1Yr4/YYyCAFarTZYli8XtbDZ7cHrStq01rl/prlar9XqNEDIwnDx4kOe5NUZEgmISvOOcd52MuGBMaKUYZdvdlhDCKeuThfe3dz0AdVMW1rsoEg8ePOin4JRgjHDT1BjCsi7yPFdKaam0VuPxuOu69W5LKAUQCiEACHGU6E4hgECAggngQyc1o7SVXcA+hMAEDwg551+fX+bDsdaWEtY2Ms8H41F+eXkJEeaCL1erOI5bJSnD1tvxeOylTtI0BCBbuV6tNusNpeT09OSrr16enT3SHjZ1W1W1cZYxhhDsOjkejYzuAPAEY0wTCKDSmovo6uqaR4Ixyhj13mGMp+MJDKCtmzRNnfcOOMrYeDQs1+u9fDQejgRlQjAIg3UaU4AQFJztdjuMcQDBAPjy1av5wX4IASHorO26rmtl0zSq6wKEURJXVYMxjqOkaxUAsG2aR48eLRb3lxeXQ8qjbOAAwZQhBO/vrs+ePKKcbYrS9AtIrfNhVpdVFHPgfJYmzpqHJyc9xq4lLnjbVvXedIoRXK3W26JolWqUGo5yrNs4jo+OjlWnerlXp7of/PD7nZKXVxdK69F4ulqvORedsVEUX91cQ9yLtaAx9uH+NHhwcXEpIjEcjG5vb+M4aRsJESKYbLbrstydPT5768lbbd0SjBHCR0dHXdeVVXl3d6chWy7vhRBKS6U7jGHdlPP5LI7FdDbZm+ypRidJ4q2/ubrmkbi7vx9PxlJLSqkLfpiIppWM8d2uEDyinFvjGI+apnHOY4plq9J00Lb6+vrWGqeVGo/z/flMqZYzGmF0eHz84sVXhPI//tmHg3x4dHxclcW777xjrV2sL7J0GKfD8/PrzaaSUvkACGdVXebjAXS+J84HH/qdm7UmjiIfQg/3KJuSUoohcc5FQkAIm7YdZkPvvVbahxBFUZxEy9XSWZ9Ppsv79YPjB1kaVc3uu9/5llW22O5uLq9v7+4gwWXTWggQRhTRvdkMBodgEFGUxOl6vVXaOOuTJOslMCISMEAp5d7enjam/1w/PTlpq3q1XGKEPQ7WeeO9MgYGYLWF3vOIA4ykUUyQtmkQAnEcOWNubm+mk/H+fD/LMkppWRSDZNizF6+vr6bTKcKwLst8OEizrGmaWjUAB05JEgsAsQtQ6vDq4ppiulksOCVN2e3tzctyRzDem+998snHjx8/3O62y8XCe4cJ5XGyXK4EF9Z6wfjTs7PNanWwN8vSVHC+XN3t7R8AgL549tIYTzkPAXjgMUKM09X6Kng0GI7qWkaRCMAS6ud7E4rRixcvKCFxktdtdb+4m+/vJWkSIGj7yhFjbStnw7HqVFXVZVnqzk4m4+Eg29ubrVeL6XRqlCy3G2n066uLH/zoB5Cg1XKVRNFsNDneP7o+v8iP9u7u7vpvnn6w1cdgyqrijKVZfHx81LayaWVZls759Xp19OAAYRhFvGmaNJpJKdtWLhfLo6OjEAJG1DvXNo2z/dTQAQCsddY4rXUcxc45DGBvFUEUWusEZdY6QojRjnEmlaaMW2eDqwDATSUx5BhhEEI+HOyKAmFibWCcioj2Ot8kSfoyD4TYA/AmABqIddY5E0XCmJZxkucZYwRjaJ1mOAoWG21Vp6IoZoSOJxPZyaIsH5w+UFoVuwJ6KGulOjWeTdbFChFMKNmf7n/1/FWeDp6cndVVvVuvUQBKK4CAx7BRnfYuQFCXDQygqsokikejkWxbQohs5f58Xte17Nosy3zwkRDWWqW7vkhNKFFd10pJKBQi6kvJdV0nSdzXxAEAbduEQFSnQuiJYLhpW20s44wwintAKUR95sEZO9+fY9T3tr1WihBSFEWP+ByP8qIoAIAIImed1ma1Wlkd0njAOPfO9TNawt5AHgZZppRSrkuSGADPOIUI+OD6s+wb5RgmfYsOQex98M4hBDDGQrCmbQAInEfeOWPtP/hP/y782bPn//Rf/h5jvEcTE0R7QHHPLUuS5OnZ2Ww263nj55eXn3/+eT4ex3FMCEMYXTx/obWeTqe//uu/zjl//fr1ixcvXr161TsD66YuyqJnpvYVLggRpQwhVNd1JBINuq+76sNBrpTCmPQLu57/77ztExiMEIhgkiSEoL7nm6ZpCLAsy76SDwHSWver2DiO4zi2phOMtJ0ajSbW+bKsu05RzMqiFozNZjNpyp68q7UOwSVJ0vepv6aTvhnXBYBQcM5BGKRs40Q4Z+I43pR1kqTO+vV6gxBO4ySJIt113tm+BluWJSV8NBrprnM2cEEpJn0edzAcLFdLxrkHARGiOhVFUdu2bdsCgAjCmIAQwmg06g0CWZxut9u6rvtyPSIkQBBC8P6NP7rnGFijttutc+7tszPvbf/jxpphPtjtds+ff5mmaQihamV/CZ6cHN/c3PTNktVq+cMf/rC/Lqt6W1WVMUrKVumOc86oYIwJEYcQgl90nYqTQQiAidgYiCnTxgOIGeOL+3WxqXquhTEKE3R29jBJRde1n3/+2a7YYDDknM/2Jo8fn6pOaq2SJFqv131P8/LyujeU7e3tzWazxWLx4sWLPM/7DYC1llCmtSt2FaXs6dMns71RkgiIQFEUr16+/uVf/pHzOkBwcXHxztvv9ZPUvoPVDwMcCJ988knTNJQyTqhS6vj4mHM2HAwwxl+9ej0a5lJKjPFutyt2u/l8PhtP8ny8Wq2m0+lP//iPLy7PJ5Px48eP8zw/P3/ddV2WpYeHB3Vds5jFIuKcU0K89z1Md73ZlGUZJXHX2cX9Ok0yBBFBNNhQVzUE8NGDRwgRBODN6iVlbLFaHj140EhpreuU3ax3ACBj3PHRwXQ6/uLzL++Xy4ODA+MdY4RyCiHkgjrnoMGMcABACLB/ImRZenVxUVXl47NHg+FouVovFsueD3B6etK0NUYQQg+8H41G1ruqqrpOzeb7UvUhIosQijhTSmnlxqMRArBpau9d07U8jiAIzW7XlMXh3t5oOOScyK6JY35yehyAxRhgjDabzWazeffb37m6urLO3d7e9jfX0dFRXVVJFJdF8eBkX+sujiLvQFFU3nrG+PJucXx8zDkXQszG+2XV/uzjT4b5eLVc3t/f/OXf+AtMsICQdmG1XL519vCDDz4gBP/SL/3SerM0So9Gw+Xqvu+fOQy6VppOfvzRR8eHR+kgs849e/X629/73u3irt7uDg4OkiSx1gGE9vf3O63u7+/rurLeBRi4iKIoJoSUZTkej29vb43RcSzSLGaMZRiVZWmM4Vx4F5qm4TzKsqwoyru7+yxLIAx7s72IR6rrTh48rMry8upmOBzGcRxCuCu3u91uMBhIKYuiwAQeHR31d+5yuZxP94IDL1+8PHv8uOu0iKKmrQhjw9HwbnE3398DyvahJkKotu7164u7u4VWVkrZtC0XXIhotymaWj88fbxYrAhEAfSs+NB1MhJUxNF3vvu9dJhDgLfFrjcsIAB9sE5JH0DX2c22vL9fxWnGheisTFJBGMIQBRsoJv20Uneqpy7IpulbzGVZRlHkHUiSpMdBcsbu7xbj8TiEUFRNI7so4kmSjAZ52yqlTFWVTVNyjs7OHmpZH+wdyLZVsjPBHxwfzg4OdrtitVydnT7crFYQhKIotHV3twuI0Gq9Ntrn+Ugk8dHhA+eq0WQ8HA5Fv5ChFEO0Wq1UK4UQ69322fPn+WRMGPfWVWWJAtgVRZKnWT5sam2ko5Tuig1nvCrLPB/MJpPb29uy3MVxzLCXUvYQSQD8/v7+brvx3o/Ho8PDg8+++HRTrL/9/jf+w9/8m5dXtxai3/4Xv9dZ74w3nWQIluv28PDwq69eUkq/9a1v/uQnHwyHQ226noNxfHLAYxYCSJKsLKt+ojYa5lkStU3z/rfeD7jlLP7qq4tffPpcq5DEAxegdzCKIgdCLa+0cnE0qBqZ50Pn1c3N+d//e/95Way9t1VRrtb3AYLLy8uAoBACItJKXZZtFA8Y47rZeR/G48n93QJjPJ/uPXl6BkDgnAwH2XCSL7drwTljDPiQZZnWugevSik3u20m4p4g/jWgZrFYPHny5KOPPrq4uMjzfDgcOufnB4d/9Ed/dHh4aJw9e/KQUvzq/FXbNpPRSU9RaNs2jqKyqDhlj05PMURt215fXxdNPRqNMCHZYLharYaDESWk67o+c2KBy4fDYF1TtWmarlYrKbs4S0WUdEqdns6M8eWmfvXq4vjwxDlzcnJyd3dX120rlffWeUMISZKk3wre3N4ijJtG9jWbYZ701gxKCaE4y9IsS/rXXFVVwFNnIAyIEOKsp5T6EBhnNjhtDcbQex+LRFZtWVR78z3tNSJwNBo1ReO0n+SjKIq++e57k2z45RdfOOfG0+nPf/FxIRsLgQ1uwNPjo6OXz1+0TfPw5LSHH/cZNu99rZo+BsM5r6oiTdPBYABgaNu2H44C4Kuq5lyslqssG3DOm6YxRsdJnCQJBKSnSGXZkAvRdWpXFd57Jnjb1t5BIZLL84uyLDnnR0dHWuvxJF8vlmVZnp2d7YpVn+7VneqHr9ZaY5zW+vLyEnqaRHkcx0VR9LaIAN84fnvGESY6GyRlWQwGmfeWR+JrMG1dN3GUVVVlrc+yrN/3KiUxxvloUFUlhIAQjDHupPwv/7O/Bz98/uJ//b3/V2vtrW3r1jnHueBMuOD7A/JoOEjSxFqPIOq0alsJIOydFkprAgDGyDk3GAxD8G0rAQhN00wm0zRNAPCCUwBgXbcQAtkpIaJeB6qVFkLEgxghBCFSSkMArbUhAEJoT48jjMqu/5V4HEetbIVgb3ICcVQ3tZZqNps1TTOb7mml6rqx1vYcMe8CpUjrtusUJrRpWm0MpRwCCDzkjLeN1KYWQhS7AiJICO4lTz3zQnUKYWaNDiGMJzkhuGlK4zoAHSYAwpBlcYApJrQv3XMqrDEIQEaw1urs4SNVNQ8fPXI+LJbL3XbHo+jy+kpphTD0PW1FG4Cg82GY5735bTyZNHVtrfXWpQkz1sZRRCjtpLy6ugr+a0QxXG1W2WhAMd2s18dHJ9PplBAiOFVKff75Z1rrP/On/pRWqqzKm7vr3nEvIt6/3R+cHGsXsiy7vr6WUvbnyN4rk2UZhEFEQpDeWMFFJIJ3vcN2cb9AiEynEwc6iJBSBiBsbICI3N2tEGVKeQDR9eVtU7b9Nd27NBkn02mepKKqdkW5A54Zq0Ow7737dpYlq/WyKHaXlxfvvPVWNhi8fP56tdpyzpM4GeZDEMDNzY2Iov6hmaUppLRpOtlqRkWaxZThEGyaJpyLXVFyQfbmYxjghx9++KMf/QgCBBE8Pz8/O3uilMrz/NXLr6qqqutmOp1J2VVllee593Y2nchOtkbpTiOI7u/vvfdnj8688/O9vYuLy/7KNFpprRBC4/G49+8W5XZvb95LL2FEurbljMdRNMrzYrvDlBprtDEQwabpnIWUsFhETd0663frLSUsiZL9+b5s5J/9cz/6nd/9ndu7u+F4ND849CEsF+vbu3vOY9WpP//n/3zd1B999JHsVDbIlJKIIOdskkazvRlCsN21vZRIsCh4XxSFiASCcDKd7HZbCEBRFAcHh7LrirJIkiQWAoDAKS6LIo6E1vbi8lLEiQfAWjsYDA4ODuqmAt4Xux0TQ8GZ6TqtZNtJqbvpbCIEY5iYriMwcE5Go+FqfT/M03w8yPOBiHhvllGqiwYj2b15YfePXSEEZyx4r2SHgqbQW+cwooKJfJgPB6P92bzvEXvvLxb321394qvXw3xCEaQIEhgIxVLpXVm/fPF8PpuKODbWABR88A4E5y0TDECAMcYOWKMjLpw1XSuTLBvk+f16zeIEYVw2LecizQbXNzd13d4vFs47yghCKM+HHoKAEIYoeE8QhN4lSUxQiATFGEUR5yBY66TselYUQuTi4lzKLoQwGo2tNXt7MxgABODVV6+ybMAZ32y22WBwf7+o65YM8fHxg816OxqNszQnmEipZKs2m+2zZ8+iKKWYPnnyZJANv/jic0JpWVejcc4EbWUj4tiULQiQc4EoBQB98vEvrHEiiiGEg0GulRxkw6ZuldT5cNzULUaokw2lSAgGAEgmiffeOmBd2BSFbNsoSih7Y2HECqhOUcZ9CFLrOIkRgS7oOGNKtRAQ5yBjrK1bSkhPZY6jGCMEA9BGw4C891maAQCqsu4zY/tPj48AACAASURBVIvFIonjkwenjeowI0YrQggltKmkEBHGKB+l+/uTf/Wvfu+v/9W/igF8/sWz09PTw+Oj11eXnVF3dwuKMXDBqDZNRJzEZ2dPGRdcRIzx9Wbbyu78/BxCaHzbaRUA4EK0bQsRXC6WzjkMoRBRCKGuGkgxROTu9nY+nTVVnQ0HJlgHAcHRdlH1aE9nDKcME4QgjOMojiMp2+X95dnjM+/9dDr5pV/60YcffvjBBx9859vfevzo8WQ6aZqybcvhIDk/fz3fP1YO/Hf/5H8EiE3G46O9mZZyNhr1lsEoFm+/8/bi/j4f5XVd9Ri7NBWUwziOP/vi2ceffnpy8tAYAzFar1Zc8IjzqtotFuuqkpRG1gDvwGq9hQgqY733URIeP3662zVKGQADgNb77jd/86+lidCqq+s6ophxCiEoqqLTnQ8QY/bq9QWlEQiQEkgIVVJpZbUxxa7Ym+8Z02EMkiRO8sHtajlOBzFim9v7iPE4irT3rdOVkm99411uycXlxaOHj4w1vQWmjxr2jCpjHAQIYWy9+eKLL29ub46Ojy5vLjnnxmhjzHja6+iwlB2CMIli6MO33vvGLz7+BHkQcDh++IAKfn+/SLIBoWS73RFMkzhGANV1pay12gzTFEF0tH9U1/Wz5y8hxia409OH073h+asLa8BoMNmf7wfvP//805PT0812t15tJ+NRHAvn/d3drRBJCB5AyDmfTKer1YpS+scf/PjpW28JIZx1ddOkSbZcLvt9d6eV0W48mdZVLbjoGdvOu1ZJQkkj2ziOIXKJSIMNpjMAegvtYJh555qydZ2b7+1VdZ1ng/lken99I6Lo7OnTf/1v/0AFZyHIBgPfWuC9NRa/kSMEa00fO1VKGezbts3znDGqteKCDwZZURRRJKw1RVFgTOuqQQiHAEf5ZL1ey05SSvJ8yBjb7bZSdkdHxxDhqqq1MYM8s9Y4b7VREMBO6fPzr0QUzWaziItewbNYLKqq+sY3vrFdreb7+yAApZRzHv8JhqxpmuVqOUhzRoS1drfbYYy4EAgh6ywAYDQaU0oZCULw3W4XRdx617ZtCCCK4zRJm1bWlSKEEMLqukYQUUo71Xnvjo+P2raJosh52cOy/qu/+w/gTz/7/J/89r9w2iRx4qzV2vS6TudcHzPIklgIoZRxLsRx7EPop2V9kxpg0OdXEEI98o0Q0ndLQwhatkkkoigWQlhr1+v13nw+GOTr9bo/S41Go55Z3Y9F+zZ9vymmlBJOjTNd1yGErDOUUYSAiHh/1B4Os3pXpGm62xaPHj0+Pz/vdZEYY84E57xp6qrctW3bdpIw2jNHoyjarLY9zSBPsv7lCgAoyi1jbDQa9SVxjPH55U2SxNPptJXVdru6W9w8fevRbG/kvfHBxLH48vldUZSj0Xhvbx4C0LKLRVTsdg8OD4QQele1nf7BD37w0ccfv3p9Pt6brrfbVrVJkkCMkPcRFUqpRrbamulsVlXVw4cPtdaCMs55PoqWi8XV1ZW1ti8LU0oTEVHKMMYBAspZEsdaa0JIFid9pttZ1+NUpWwYZ845zmlvysgG6WA4UEoRgpXxbdve3t5SyrpO9UIySrFzruskZSSiEACgjeq/ftbrdZZlX718BQB8//33aZwDALbb7e39crXZIkRvbxdZPt4VdT6cWOPLXe2cR+iNKE9rGSeCcTgcZvkoq5utc3azXAZgjx8cDgZZ01RG6Z4UPZ8dUiKWy+Xt7S0h5P7+Pk2zo8Nja+3d3R0A4H675VxEYoAgbdqqaao+Tp6kA0KYUhJARyntCfkHB4dd143HY8ZY0zQAAOzR/f39dDpvG4lQD7ezhCBMQBRFSLB+tgoC7G0gF68u3n//faUUJXSUj+/ubpy1Dx8+xBg2TfPixbMsyzqthGAAwdvNajQaRVG0Xa8P5vvGmJ7rKVXXQ5QBCLtdIaXMsxEMIUsGaTLQWkc8ds69+/TJF8++/OTTX2CG4zh79713s+FosVi+fPnVZrn+9ne+++Dk9ObmBkIoIta2zXa7jmK+2ay8twD6crMWIsKYyFaO8vHhwWGPY8yybLvdCkJ6elcURff3i5PT0ySOo0h0Un722S8ghN9//0cQ4S9ePD85fXRwdHh1ddU0zSCJCcbOmaJ2hwf729VKMPLzf/fR2dNHAENt9NnD03KzPX10sljeDYeD+8XtZJpzThgnxppskPSMiFa5nsLIxJ/Evq2xWkMIExGlgh9MJ4IJShhjAmN6dXVV7YpXr171OlbDjTI+TnJrbbnZUgQYAN45Y91gNAIBOKvrtlmuV4+ePJJaQYIns+nt4vbg4MCDEBvaK7jSNJ3MppSxTVG+urhYrjcAQJxkt/d3WtvLy0uEcdcp5+xwOHxwfAxhgIREaaqkHGap0zqLRSxYxAhlSCv5+vUrWVaMsf7pd3Jy6pz/mqOMMa7q5ujw8ObmhmHy7NmXZ2dnIQAhhPPgDz/44PT0kUbNW2+9lSQDAmmxq8uyWdxvpNQgIK2N1gZAdHpy0tSyruu+pWecvr2/jeMYEuhr96Z0gHCUpJQy0Kd8bGCccU66VjLKnHG/9IMfPX/2/OL8HBPYjyGUloZ4iDAX0fXNfToYRFHcKY0A7FTbdV3m0/V6PZ5NrdXpICnrXael9fL4wSGiwDrUtiaO4/52u7666qQMHs7nc855lqSCRj0wGwbUy5CSJMEYv/PW27/xF/8SoOEf/uP/9urqiiAMAjg5Ph2NRs+ff/n8xWc/+Pe+d37x8tf/9G/c3dy8ePY8z/NhPozTdLY/32w2H/3sw816/ad/+ftZxuI4Hk+mR8cPuk4laVYUxU9+8kf/x//1f/7qr/7q9e1tlMSIYNl1sus45/3g7eLiQggxzceMc+NDURSMMYYZCv78/PzgwTFgsCm7mCWXl5enxw++973v/f7v/35ZFr/2536NIJhlmbHqx//fv/7e974Xx/EHH3zw9ttvv3j2vB8cYIz39vaqYrPbLmfTsVLqz/zan+PJYFd14/F0PBo/fXgSR4JhWVZlPszPr173f0DvPSGormuE0Ha94pTuqmpbNwFgSDDC5PrudjKZAAiatqU+2263L158td1uHz9+vL+/r41Mh0lV7Tz0jKSMRZ98/NmLl18p3T14cHBysj8YRtdXF6rroIfQktE4+/73vyNiokxHKKyqknJOCA0eahW0NhhRxqK33nr7+bOXX3z5GWMUE7Ba3ad5LmUnt1UGCLPoeDYviuLLVy9DwhtvksngID92zvSsbghBmiVxHGOMKcWU0u2uevz4aVkW+0dzYzTGCCAIISyq5qc//SMAYJRmSqkXL14cHBwU291/9Lf+FtB2ECXPv/gyGKuDfv8H3zm/urLOsijalcVHH/+7x4+eNHXddV1wPkkHbdPIqplPZsvFYn9+uN5uRBSPplPtbFlvy6LJknyST5XSm9Xy/OLV8YMHGGNCeMxFsVu/++57v/Vbv/2d737PWFdVVVVVb7/99ttvv40w/H/+xe8iiNM0S9OMEPrs+YsQoLXeWuesz/J4Oh9RSpfLlbPOBx9CoIJDBDrdiUhIVUGHGGaybpq2scA8fvwQQrS8uXPKnT56zCiDEO5PZ994971/9j//M6VVQARgqL0bj8ccEdUphohRimA8SLPdbpePR4vlUkSRE6xpqslkQil9//1vffjznxXFLgQPQLi/v4+iSIgEBLjZFHGUdp3e7QrOGYRwMEjTNJVteX9/f3x8ggjerHc+2Pl8b7NZOae9s4cne62qKKVZlmVZtl2t+31yDwmez+dWISEia6013noXQqjrBkKwv79/enpKCbq9vZJS9qbMum16tHZPm7bW6kZTSo+OjvJ8uN3utNaI0KKovQ8AQM7SvlaolPEBaq3rus7zoZRt13VPnjxZb6/6l8t/8w/+a/jTzz7/x//3b1ml+xOtdTaEYIxmjPbFQ2cdZ4Jz4ZyHEHkfrDEBhL6ijgjGBL8B9QfwtTS1U5133qquKcoAwtHxsQ+hrzpRSpXRfZA5FomxJhKR995Y28mOC04JDcE770II1jnn7CDLWtlggjDFCEGlFaUYYwx9uL+/H2TDu9v7YT5EbxC+GAS4Wq1OH5xwxn2wNljnDaYEQqh1RzBN4gRCCFwPD/aybeIkbpt2s9kgjN56+nS9Xp9fXO7t7fXmpzgRcSJGk5xQAGGwTjFGbu/LFy++artulI/jOMEIYYisMVkcdV3HIdlui8l0WretUtoDkKSJA15p9fDRqVfWO88o1dbKTjrvAYRZmmKEkzfqS/o1dyPNEooxRqhny/WfI857ZwxEEAIAARSMM8o454MsCyEg+qZNjzACIFhntVHWWill17UuIO/85eUVpayua2td18nj4+PRaGSMhghQgkMImEBj9Gq1PD09bRpZ7HbOBSk7qXCSJFdXV9ra4XBoXFittkrbNM0RJrJRslUEM4wppdwYkw3SJOFat9q0o3He6Q1GkHJCEKjq4smTR7PZlFCslQ7ep3EKArDWcSH61L+zvW/WIAghQp1z3gFGY629efMR2UVRtN2VIGDGaVUVZVn2RGgI4Gqx2tvbgxCmaTYYZFXZtk2nlF7cr8bjcdM0hGKl5P7BDGO0qYuu66Io5kwgCNumE4xhTJ11QnCMcAiuaRqC0XA4WC6XCMPZ3kx23Wqzyse5AcE7jxHqWjka5j1ZBmPStA1CiFAUx6Jt267rBtnQKEMwCcEDD5bLVZ7nONB8lMdpzDhTWg9HeVXXlLLF3RIjlKbDtu2M0Uop3UnvTSQoCLaV9XQ6jiIhm00AgbMoH466rvM+cMYopULw7XY7TNI0Te7ul0prhOl0NgMAWGsIwgcH+9ZaQbK2kz/76CMPYDIYvHjxPDgHQjg62B/nOeYDWdecYGdVAC4bZZP5dLVcpXGMIcoGqfOuKIvtbj2djQlFAALvHeG0/5rlLDXWaq0C8FJKhJDWHWcMAYggxAFQiLQyqtNKa0JI27QYY4Ixwij44EgFIUFEQIQjxkjwnGBOaWcM4xFCMEtjCKEyBlOsrQ0ISSmfvXj+8NHDTz/97O3jd5IsY4LSSCzWy9W2UMbyKGrbjhBiEdwVuyiOu04LLrx3SZJwSrxzglHGuXWuk3K1WHz3/W8Lxj7/7DOjO2W68Wg4GA4SLrwPQogXz19MZ9NXr14hiL+GhLeyu7y62d+fIxCMMQeHB6rrTk4f3t3fDwa5dc4FdXl5KVs1yHJjvJLWGh+LtGlajEndSGUNAogSKrjYblY+BIjCZrsmjFhnOYogBFEUE0KV1p3qKBVJkiilQwidab2zaRzB4GeTUVPVTVunSfInbGY/mOUiiq5v7l6fX+XjiVKqLOveM8kYzfAQQs84UbpNB7H1ejIZEYZb2TrnXECEil4qlmXZbDptm84a03Vd8D5JUgJoXdej0agoyqosAwDBh8lorJTuOvnknbNPv/hYqS44TynDkKZpulwvA1BvvfNIW7lbyZOj49FweH11DSC03s3me1EU/dsf/wFw/vBo8s47jybTaS+UybJsOMy1MW3brNeb/YNDY2HbyeV61Sn12RefjyZjY8zR0VEP9dStnkynypjlcrVer4fJ4GC21+muamvtLcF4lGV11bz/7fe3m+0vfvGLotg9Pnsk2yZOhOo6o8Hx0fH5+TnnHEKEIPLOVWUl25YLMR0P9+dTGPyjx4/X2xIywUTqXDh/9Wovz2aTScA7rfVXL78ajUZVU8dx7Lwrq2qxuH/w4IFqZbUts8EwG02Wq23ZyMlsXreNUvoNG7tLu07e39+2dSMimiTiG996i/CQZFx2DQqTxWL57W9/11h7fXP5h3/4b95998lmvWya1pvgnGdwsCuWIaj3v/3OO++ejUaDAFwIAQIgOzUeHZ2fX67XO9VZo53s1HKxTLNYRKRnj2BMRiIjym0u70dJdnb2ZLFb//jDP7IEeIryfK6UWq+XSZI4b+I4xhhSSne7jbGGsXgwyOumTFI2yFOAfFO3lEaUxq9fX+3N5ver2/6QMB6Nm7r+4Xe/n1C2P5kN43R5e/fRp5/MTw4PHhy+ujiPBtnHn/6irEoAEYRQyU6pjhIxTIfrxWI+mRFERvmorOqqaSfz2Xq7tV5BQMqiAQ6uV6unTx9nWfrixfPp3t5quR4Pc9U03vs0GwoRVVUtuw5BOJ6Ov/2db//0pz9Z3RbeByklpZxQigmtqmYwHG42W2tcPo0H4wg4UNdNVZWDbIAITrMUYhiAK+uqUTWD1GvHCBUR7/e7uuu+863vnByefPCTn253u+Pj4816sz/fl21bVdU3v/X+8fGDP/zJB03TbtYrjBACMGI8jeL/5G//7d/5nd/ZlUXdtq2UpTWDwcAY7b2TssUEGWMm49w6UxRF13UiSryHnEXOhqbpnAtHh0d1U0rZEkpgUM75NB1oo402y9UyjlixW6ZJ9PbbT95+9xEiRnABINBKa2160EQIIcuGxhgM0+22uL9fdJ3GhGhjtdaq6yin3/zme0lCETJ9zgFi1NP3e9VC27ZN28jCiShSXVcUBcJU8EhrJ6UKAIEAB8O8lV2WDdpGvj6/2G6LOI6Pj4/feffd8Xg0HA7/l//tnwguKGP/xd/5+/Ann3723//WvwzeYYS9t955BAOmJAQXQvAg9KFGzuK6rjfr7Ww664Uc3nsAQ101vcyt16VSSnsdzhs/BAidbJqmOTw8nM2mtWxCCD2wtijL2d4EOKx0p1TX/5RzzlpNCBkMBkKI4DwjBEJojDbWDIbZcnmPCQwQNm2VZZlsjdYaQahk1/MK0jir65oxtlqtHhw+SKJEW0UjzARZr1dcUAjBeDyyxhJMCWHr9VJKeXh42J8dsyxzzvT8vL3pmDHOGO8TQgADCIFz1gPfdW0Uc0QEgIgxzhjri26MUGtMXZVd16lOT6d7zrm2lVEU53le1/Xt7bVz7vHjx1p2681uMBi0nVRaR3GcJIn3frVcqE4qpQTj/UiJMmyNUbJzzmqtAQwYIwggRmiUj2bTKYRwkKQhBNV11lroQ9u2JoDOaOdsXVcAgKatehRcNkgAANZ470OWDbwHy8Wqj8FJ2Rpr9vZmQvC60z2h1hjVtq3WGgDAebTdbsfjSVM2QgilJGE0H40Qws6HqmyV9X05YzyegkCqsn316txaByHYbtdRTAOwSrWzeRacf/rkUSvrJBXWau/dKB/2TfwQ/GQy7sube3tz5zzGGCPS0wCcc4hSTNhXLy+cA/lw3GnZ56e321JEyXA4bJpmcX+fD/PxeLzb7eqqkq0aDofz+TwWoqi6NMlOTh7KTq3X27/5N//G9c3VP//n//tsb9w01XR//uLFC0KIYKKuamud1XY0GjdNW1f1ZDxudW205pxnSbJY3BdlUTfVaDYZTyYQI4jp3fWNMSYWkbdWSpnned8PU0opJbMsjeMYIdy27W6zHQwGPRhyt9shRAZpRim9ubupmipO4/OLi67r9vb2dustxpgSMcxGRmvnTMI5BHYwiCLB5rPJk6ePOGeUIUaFUgpCJJjoZNdzQgAIUrb/5vf/9fd/8MPhaESosN7XjfzZhz978ODB69evD/cPvvnNb0op19vdzz/+dy7AL54/m8/nR/sHo9EABziZ5Er5LI5Pjw+L3do6PRznHrlOKUJIsKFtOh6JruuSLJayMd5NppP7xT3lTBtTV831xa33/tmzLwKCZ2ePDo8OBGXeW4Ix9IFgyDmnhFHKrPNJmpZl0TS1c240HSVJInfXVdsZC46OHzBMCAqcEi6o9UAkaRbHMNi26RBCl5eXIooARL368g9+/Ie/8iu/cjh/EjD4xbMv/vE//R/+yt/4D4bTye3NPSFMawt8wMQiggeDAecCY+ytizjTUiZCxII/ODra7XbPv3z+/PkLiugv/6lfwYxmw8E//Ef/6K/9jb/+4x//+Hvf/M5ut7PWbrfbHpTT79/fEItZ1HQKI4QRStKIc2qMKctyuytDgI/OHkMXVqvVer3xxgsRY0SbugEBWeuHw2GndJKkUkqjNASAMxbHgnO22azH0xGmeHG/vrq55pyPRqOu66qqqqtGJEkPzgQ8QBAO5uMkESiYUT7AAECIZdsp6wWPRETu75d101oP9w8Pb2/urHW9jHA4HFZFXRS72d4YkbArVlHMx+NxJxWEOI7TbdkfJnDPMS3LEkF8d3cXRVEIMEkSAhHGWEpZFaX3fn//sOu6HgYySLO264qyEpwOh8Pteud96KRqunp+ODp7erIrNwCS4H252U7Gk/V6/ejssbJmPB7rVlqtp+PxxdXF5eXl0dHRarV4/Phxvzjqw3n7+/u3t6vNdhsg8BAEAKq26ZeH/TAFBm+sJZynaRbxSJYV8GGQpfEg3RS7vdl4Nsqdczc3d/04ygMfxZEQ9OrqMk6iyXjPOR8x0TRN1+nBYLC4X62X60ePHoUQ4pgfzmer1YIxVrXdYlvIzlLKdNdFKOzvzeIh11oH4Muy3O52vfSRR4JzjhBKo95llKw2RRRlxvmbu2WSZFeX1xj0hXG0N5u8fvVqu9menhyLiOaT1AGlrKyqHTCpc/7pk6dpPgDAvXr1PBvEwIXVYm1MiETS1HaxvFZdnST05PQoifhyuYzjJLhAKceEYUzqqsOI5fl0s95iTKKUy642VkWxmIzHXpmLFxe6agdx+vjRIyr4YrMuZX11e8OTDCGklMQEQQgQCuPJKATfL4gxYcvNBkL7znuP2/+fp/t4tiS7D/x+bJ48aa93z5brququ6kY32qABEBgOMRQoaUYUyYlQaKNQKLShIrTQvyCF/gGFNtqNIrSTZhaaAckBRQcQQDdM+/JVr565777rb/rMY7V40vwRefLEid/v862SwaBXltXjR68++Pb3nz55VRS1NqXWmnM+GgwRhLquu2F8OJxMBsOzlyfC6ofvf/tvfv4PtZJJVcxXi6AV9Xq9LMuuPytZqsP9w9XVIvS8P/kX/7nr8s8+/+L16akfh5fzK8qwFAZoMJstWlE0GHTrpmy1ojCMt0kiyspz2Bt33vj668cI4SRJAQAG2H6/K4RIki1E/HrDZ39///T83PO5UiqMous9jaxI4nYo6qap63ardXh4qLQWsjHAVHU1Hg8hI2cvz4CxTVGHoTec9IsiZ9RxMIn8+OJiSj0vy7LT09MHD97e29t7+ez50eHR/Xv3/83/9a8ppUmT9jtdDCBQptNuv/POO8+fP8eEnF9O86LIhczzvNNtX/9opBRaK+6xJNldC+jYoWVRaw2qUh7sH/u+v1gsNtu141BCsFXlrZt3br9x5/ocE03tUMgoFKK4e/sm94iQeZ4V19YkxY61Vmt73TXEGGsFMSbGAGsAphRCZK1BFNd1RSmlBEhZEUqV1td5eYQQRIg69Hq/BUPcNBJCmKXFrz79NEsLpWzgx8PhGCMHUVDkRZblhLrc88uyllIBCOu6fvfdd6Mo+vqbz647Bv/iu/8p/OVX3/zvP/kra1SWpk1Tt6KIudRaAxE0VjdNw8OIIGqU3e2SsigpcVyXQQgwggAAo3VTN0orrbQ2+lowWa1W3OVFUQBrMIZSqSgK9/f3rhZziCBjjsMYdWhZFg4kSiujdbvTud5fU0oCYK8TFE1ZyarhHscEuS7TWu6ynVSi1+02qtFaI+RevwprpSEAhFDP5aIRSimjdRS0FvPV1WJ2++7x5GAMoanqAmFICcmyzPO8IIwsAGVZeJ7X1DVzGQCgaa4vAYBBizHGhBgDHMc5O58ihIajoTZGawUAsMRAiI2F1oK6bqSUSsg4CvIsW61WQa+npLLaZGnuOgxDxKjjMsooffbsWa836A2GSqnVZi21og51HEdKuV4u3ev+m7RRFGZZlufZ3TfucJcZY6I4kFJijKCF6+UqjMI4CqAFUggCcZ5llFAIkTXWUmqtFbKBGGGMhayvXzIcl2KMIcCUMiGU0eb6dUdrzZjDXEcpWRT5xWyT5RmEwHWdMAx7vR5zXSnUs2fPFovlD7/3nrWmbmrGqJACYWIBBABpDTDGT5+9nF7M3n//o1/84ydSWEqZtQYA0+5EUcSFquMwZi6NQr+q8ygKfN+zRpVlfq0KeAHPqwwAWFWl4zgOdcuyXG82/d7gmnoxxl7NlufnVxixRjTEoZ7nlVXlOFwpoKSywAZ+OOgPzs/PCMKtVosSutsl1ljP87ywe3p6Nh5Pjg5vuJ5HCPn017+8upp6PmOMeqFXlSUhdLVa11XDHKaECoJwt02YwyiluciiIHAcarUxVjOXlXXlMMcgUNUVshRj5DqMu26eZg51ELqeDrfc84wGEKC6aa4rL9fycVlVlJBGCK0U90m73cqKTCrpuLSsqjAMZd30ej2E0Ha5U7Upyxxaa43643/+H49HPQyNVrXWQooaYc4Yq6pGCIkRIYhgTCAEdV1iTK4uF0EYce4bCOtGnp1PpdQXl9NOp+MyN/D90V4LYlyJ5tGz5w/efniN+F6cvn766NGg379xfONwb09Upc8diGwpSktgI2qjLcOkqpQQhjJqrSEO1sYABM+nU8/3wrgFIQyc8OL8wkIDEWh3Wk1TLRcLgvGg10mTFCBNHCSVUlIpYyklRVlyn/u+xz2GCIml8KOWH7XDVme7WXVaUVFkQgnqurssTzbbfLexxpZF2W612lG72+15zHOZSwntdnrbAizW629Onv7uyddeHDfAUMIYdSkizGFAb8IohgBhjLVSrShqx9H/8a/+1Q+++/FoMHj59KnPvUFviAm7nC2MBl8/fhJ1u/PVOm630yyztWaMNXUDEayqyvd8qaSUSkopGkGYx7wwSTaMOUrW1KEQAkopcRypdFU3DPC8yLnD6qohlEILKGFlWTLHwRAro7WxZVlShK02DqUIAUwQpQQA4/ne+dVlXdfj8bjVaa/XayllHMfX2WplDPCRxx2HAGCaTsvPs20cRcAiIfTV1crz/YPhYL3ZSlp9GQAAIABJREFUYuI4rnc1XzDG9/YPEETb7TYMg7wptZbcp8YIx0F1U/m+v9mkL56dOtTzfN8Am+d50wiMMSH02tKq68Z1Xcdh3GMYo6qspFT7k/3Xr08odTyPZ2kmGqEk9njL93mZF6KWGJMsL6Suw7a7fzTStilVhSHSQoiyZh5v99ppllFKrdJAa8+N1uu0qiqMUVmVw+HAcZzZ7BJjpJSK45giUpTleruRRg9HI+pet4Lr6wm38d5wtV7HrVbTCC2UrBpyHZvHsNFy2O8ZKSGEFkBKKYBQacW5W4tSSEEpIhjVVU0oBRbtdglCxCqjlOm0O4QQAAyEOo4iAEGal6ttKjVgLncwZMCqpmR+u24aIQREiHscYSyVvIZoyrJAViNgESTMDepGJ7u8rgUCJNmlVVFSQoOWxznnDq+KajwerVcrhGHQ8hAGRV0ghdM8dzkPQ58yQinYbjfWWCNhtiuzrApiH2E7GQ/6/c6zp0+lEDeP7+Rpme7yxWLth5gxPhpOuBs+ffqyqoTjutoIrYTLGXVRq9sSjditdhiQ8WhcFiXnXMoGYtxpxRphYxRCsN1pSdloLfI8K6tMSDGdXhDK+sPh7TtHQqVFsY1jf73aUhIaxbK0rkoJbXVtPAEAmrIMub/fH8XcS5arzWJ58417SSPW6cZSLK2pjWAeBwhsNpt2u50mCUO+Q6jnsGyzC7ifJqkFsKgqBazFEBNrDIj8WCtblSUhMIy8waDn+/7sakEsvHN8Y7PZOA6rSkEZ83z/ug0xm00hhMBhdV2PJyNKSZLuiiLzQq+RjUOJBVZKJRrtcW+73gR+0Ot2AbDb3UbIRhr54OHDpMrXVyugQK/dRRgsVlcYA6P1rcObJ89e+WEUD3pXV1dFWYVxtNsmo8HIZ9znHgaAM/7NxTdH+4dllm1X67t33uh3uy9fvtqmuyCKWp12JeyvfvWrLMsGg975xdn+/v54PFytlmfnpz/4wffH43Fapk+fvryczjFiYRBnWVHXtRANIchhjq7zo6Nj7vuXl9Oqqm/fvnH39nHgO0ZWBIPZdAqtOT6+IaXCmH791VcI4Hfffe8nP/mLVqt1//6bVZ1CiACE1kAIkdJGW00IhghWTckoQxBBBLUxmBDRNNzzrtWwa3bdoAYAKKUCFiVJhhCRCmDkZGkphM6r7WAwkELVtYziNkRYSr3ebK7/jw51ijKJ49h13T/94Z/Bzx5/83/++78AEFBKjDYIg+ueBOccYVRX5WI7X6/Xe5ODIsv7/YHnulmScM6vd5O1wFKKa0VWWwMRYtwrqrppJPf8btujWGptEILXNBoh+HpC3AIrhGAuc13XGsMcKmSBMCDkuruLAGQIQIpQmRdSCN/zALCUUgWMNIqHgef73CIIbbLdQWOLvKLE1QZUdU0YBkhLqaqiKsrKcXkY+QZIDaRUylhYlE2SZPuHI0yQkoIwklWlBMZxGSWUAGiEbipojcmyIgxCYMFnv/lNXZXvfuvtKPTTbFcWeaczyMpivlj0B0PHZXVd7XZbzjkwWikZhjHEeJdlnX5PKZWsNgSA0bC/S3ZplhSVuH3zDUrocr0pymqxXN194x5jbpKk86t5u92O247rMmBtU9eEICkF59eSK6KUAKUJgJtlMugOHIdZaxA22lqISZqVu13GHDdJdu1WjKHFCAS+F0chIbhpGmMtgPaaSmbMQZhiQjn3Zlfz+WJJMPn88y+SHFw364AxxujJaPT7/+T3qioHAFijDC0opV989rvA4w/fegsCIKX68utvXC+4d/+ttKiXq7XrsuudGEoJgNb3vbKoCSVSyk2xCvygrmujdRTF69X68eMnxzduxnHLWqi08FwXWrRebpQwve6AMWe+vDJA94c9A3SttdWAElLmjUMp97wk2WGKgtCTWjSlVrVdrTYWAIwI516WlZt1Qqnjur7vBVfLV5iQosodzgwwANqmqQLPrcrS9z0rAcbEWgQNMgZutztr4WDYBdC6nksocQh0KMt2SZHnUgiIkMOYgaaSTRAGq/nUZRxjpyhqY60UdRyH1hiMHEpcADAmuCyz4bD/8uVLaHEctl3mOYSsN8v9vfE7N+6dTc9KWb39/tvr3erR0yfGSILobr1hxIn90GpNKBamabWj4bCHMCIQyUZhiDBAlc6o42HM06x2WfDBtz8SSvz853/PPepQVIvaaMMYhxi7XnBxMb2cXT168iSKWoy7QgifU4jI7dv3Ls6v/uAPflTk6U///b/bbuetlt9px+3BcbLb/uLnP/vxH/6zD99/FwKrlIziOC/yL776Moq7y9W2rApl1N7+wcuXJ3ffvPe7zz/b7haDUbvXb3muN5tdGWPbUQtjcvPGTQiQaMTTJ09ev349Ho8c10EYjMfDKAryPOnErYD7cRAVWeF7/vPTU6XN0Y3b33zz9FeffNrv9YCxrThCVve7nU7kvff2Wz6PMWLGkN0uE0q/np5ndbHLktVmuavhdrf+9ofvKF1iarvdaJdsup3uernCmNy8uQe1BQY6xF/Ok1evL7fbItllrdCv83Q8HGR53mq3ZvOr+XwetqIwiiCCuzQvy7JupM0BAIB7jBDs+xwAe73Men2prWoZt/pFmQshgsAHEDSycV2WpLs0Sx3GurHPGPfcoKlkmua7beJ53BpzfOPQKqm1gQhnaQog1P+fNwmFEADCvb09KQQLWBAGJ69fGwTSJHMcp66bbrtttWmqWhhzHcYMQ59S0oiaMXrNVaZpMl/M33x4f71aUUoIpdaA0XCPYHZ1tT47vfS8MCtA05QIaWBr6tjj4z2tROD7y8WyyKveeDhbLppG+F4wmeynaTa9uGSu2+v2ALCcc4O2stGuE2ihjdRaKQpRFLZWi42oFKROfzRZrzcOY+vNutVqX84uXe54vst9z2HUoIqScJfUi/nK5ZhxbXVltB509wj0FvMEIaxUrY2YzxetVrcddlfLdafT2a5XnU6r1eUXl+dKN6ODISYgaPsIwWuw2fN8ZIVQChJ8NV9IKe/evqcbmWUZ89y8LKs863c716qM1NoYK6WMg0ApuV6tKELQ2qYRDnW551loKEVhFAgpkyQr8gYxoqzyuNcK2rLR0CLZKABQ0zSeH2itS1khCD2Xa6GUVEpKPwgABMpoTIiLuSp0WZbAAo3sbHmJHPTd730fKJiss3/8+1+Aif/9D7/TC0NTVbvNZrlavj59/c7b75RFcXx0tFO5FHK73g6H48FgkKdpWZXWiPGov1otG1HdvP1GWZYYk1cvTsOgc3l+NRqO4sjvtIMnT75+dTI9OjoaDAZSSuY4URg2Tf3ixYvNZuN5nrUkCCMLKz9E/X5XK5SlTVnWcey1OiwrVnmmqqpmjluLmlLU7cVCVg5zLy4u86zsdYdKGFk2Wuher7/dpevtzvXCpmrCIEw22zCMCbaTcScMmMMdacDLV2d337i3nC0JRHVZct9td+KmaS4uZkpp1w3KqrTAWKs83z0eHV5cXl5dXVFM7966sz/Y+8XPfp4U5QcffySNeVVsZF7sd7oBxswhXuTnqtlsN9/9+OPtbGk1ZL7fyHSxnuZlNp3Nd9vqxo27kDir9Wq721DgQ4QsBrWomccgApggYHW71VJSlkWOMXJdHxigpKHUUVpZYI3VmCKIYQTDzW6jrfIjjzhYKkEpwZhKocqiRNTTAHHGjGwgMMAa8v+PdEKEAADaQAsMMJpSbK1xmWOtNVIhhI2xrTjEGHOHp0m6Xq0+/ug7k73J3/39311eTSlzhqPRweFwt8vnVysEnWtQlXuuNergcHJ4eFBeLpDrBP327775glJ6MBy2OXeJo4xOi3y5WDqYEUKFUGEYnE0vOHe7vTgMvaop02w77HcwRNZaz/OaSlalEI1yCD99ffbLX34Stvw/+NEPCcKe5203m+1mc3BwUNW10trlXFnNtFYIA0qMtdzxoEY+5aevz37z+Rfvf/fjvcNBVVWEwKap5osrIQR3vdVqs9kkd27fxRhnjViv13Vd/Xf/5f8An54+++tf/y2EAGPciFopZYwCAFCKr7MF2qAoisqiFI0wWgd+0Gm1MEaEEIKwQ32EsbFmdnVZC/nFV196PCjr+tXrs16vf7A3XMzOhsPh+++/73KW5/l1mc113STZaq211o7DVCMxBhZIpQVEGCICEceIPX707Jtvvul3e712hznOZDLhnleJphL15WIRxVE3CLrdzma5ePvhw5/9wy+SXRHH7W2yg9g+ePgWpTjZJmmaP3/5sj/sjyaDVjtKi+wff/GJksZatDfpPnz4sG7KumkUNKVs6qbRSiENZNVYxLIsr6t6NBw1tWiqcnF1dev2jcP9MWP0l7/8hdTW8/xOr9sIiTAhFDHGqqq4cXhU1eX1Fs7pdFrU1Xe+8x0H4e1imew2o/EIE1Q1lWhqYy33Aq1NEEZJkkEL8rxgjIuqbsctaK3vc2stpUQrFQSehaBpaoSg1kop6VDPaOsy1xotVI0JxsRZrDafff5VUykCwY3jozt3bjoYO5RSSrIsDYKgLCthc4xJVdaO6yqllNJKG4zpX/7lX966eQdCeHGZua5rlI3jOPR9glEYeMbKMPCGwyEkjTFGySZPEo/zLEt8P8yrSigbRBFjvrH417/+JC/SKIoePnzw+vXryWRy48aNi4vpcrn8+tk3URR98MEHe5PJp59+6nneyxcnSqk0z7/zne/85re/4a6LMZmeX2JIuu2e53nTq6lQzWRv7HK31eqenpxSyrIkq6rqww8/nE4vyrrwPM59FvB4Nl3mef7gwYMnT54ghFarzfXk02AwWK+2jEOHsVanBQmywCTpDiKrpXAd+tZbb52engihT16ddjuDsqwdhw0Gw8F4cHk5Lauy3WlVWZ6lmcc5o86zZ8/29/eJQ8uq7PW7nW63KatWqy2E1srs7e3NrqZVlUshxuOJVmC32e3vTYQS2kprQZqVLvOePn3RiuOqLJbLBajU2+8+uHH75uXq8ouvPr9959bs4hID8PabD27fuHV+djHoD6aX09HesBIFc2lR5EBb5jjQIu4wg81qtT55ff7tDz7+5Fe/nk6ncRwd3zis6jzbbfaPDk9PTxEi3PPX6w2mzHU5poRSmmVZEIZpkgghoqhTVSIKol6/++ibLzCy3/34g1Yc/vRvf7VeLV8+e9bttvf3JrKpOp0Wc11tzS5NVqs1c9xdsrm8unrvvW9Th+dFBSAIQnc4GRTljjFnsVgQ4jDGrqZXs9ns6PDo8aNH9+7d22w2cSs+ONxXSuySzWg03O12t27c3K13777z7b/4d3/ZiTtnl+eO42JEhdZSmLKswsDjruNQXFXlP/+j/+Ti5OzifPb65CLL6nanCzCqpWj3Oo1qolY8W2yVFv1hb5es02L34x//4cnLF0VREISLovruR/f2RnsY4G++fvrFF48MYFWj5/NFt9vqRsHVcnbj9u3Ly8u3v/VQGS1kAyCSSq02m9Vq0+12x+G4ruu6LqlDIARaS98PlNLXfJVShjquMSYvCoSh1spx2a3bty8vL+q67vV6Doe7XSIa5Xmh1VAKVVVVEHoEwvV6AQGcjPc458vl8jocgxC6hvxu374NALiarymlq+1mvlx0u71+vx/HcZkXeZpjhAGUeZ5rrQEwGENttOPQW7duaK2LMpvP52/dfev27dv/+I8/Gw6Hg8Ho/Hxa5HWaVMkuqypBgFuUmetTpav1ZvbwnfvvvvdOVVUQ46YRFsIgiqcXszhuuS73/SBN8uvm+dnZGYSQQLcoalHJOIy7rZaDkbUKavuD3/v9B28+/F//t//l1fmLbrfvuu5um3YH/TzPlRLdbrcR1Xq9HoxaELLXr6+k1Fm2iduMOlZJ8d7bH0HIPvvN1waY3W59fPMQYTQ9v4yjjs+D1ycnCNo337znxXybrMPYf3X2am9/5IVeI+umFhAiz/P6cZSV5TrZdtq9IAiKJLNKZ0nKfW+XpdylvucgSmrRMM7KqnQcpykrrXWv00UIWa2U0sAi3w+UlgZqISqIsUPZdptlRYmwgyBqatltdcq8JsQpi2q1Wo1GI9d1DRRBEIhaUkQXi2VTN4wxDawFoKyKVhiXWS5qNRqMFsulJfZHP/6RReji9GJxufy97/3g3/70/w49fzLo7w2HEMHffv677ngYxFEYhsvl8vTkhHPvxvHNLE2VUrPZrNfueD57+fLFm/fvaqVcL4ii8MmTp4urdRS0gUXDwajXic/OX+22qyQpj46P6rp65523z85Or6tJAAAIMUKIOn4tamvLdsff7baDwZ6SEEFCHdAfhqdnzyzCjuO8+eaDr7/+8mJ6ev/+3Sj2fN+3Fr16+doY+vTZSVGUTS3euP3GcrE0ylDsIESo46xWK06cyGeHh+Pl8gpAODk4fHVysb93OJtOOWWUkLv37wghKMUAoGfPXzaN2u12vWGPUuT7fjuKucfrui6yHFlIDKKErrebl2fnt+++sV4tALAuIdbqu/feeHXyfDgeTWcXRzeOhWjKNN0bjSDWCAPKaJqWGDsQsk9//TkhbDwaOzR8fX4qtby4vPAjvygyP/CCwA983tTNdrcWoh4Mxmevzjn3fT+wAGkDXNfNq5y5TOcNRMD13aqpHMa8wF/MF6PhyBqYZwUgJAhja8xmtei0IqWkQ7BQqqoql3OlFXM9ozUhhBDCXQcCWNd1lqacee12O8sTj3MpJCNUSfn2229PJuO/+du/efT4KwMtY84Pf/gjCPDzZydV1TSNuDadCEF5kbz99kOdl+t0px203Ky6vY5tRDcI7t258/jZUwNBluYE4v5gqJSuqqaqqsGgq42oqvzDj973fAZsdZ203axWrVYbWng1W9w8uvn06bOXL056g+47777TbrXWy1WZF9ZazrmxljqONDpJktj1AcJV3TRK+V5QF/V2mxwf35xeXblhOOn1tttNu9Mq8pQSnOdZWVaT8R7GVEnbNGKT5kVRzGaz//a/+HN4Nj/52Zd/QwjNsiSKIqUkgNZxnOuehFIKQ88C4FDHGCtrUde1Nbosi+ukrbKWUHo984sI2SWpNjbNCqUMxIQAYJWQUt64caPViq+BTADAtY1wdn6W5xl3Pe66rsss0AgBAKDSljrB82enz1+8lsKGQfCdjz5azhdRHCZZliRJUuTns6mQctLv3Lx5vJzPsyRrtTp1JYFFeVmut0s/YDduHB8eHNVV8+jxUwtM2AqlEgiTRugsKxnzTJPu7+9FYXA5n9WyKWVjoHUps1JHXgAIS5KkKusojj2Xh2HAuatUMxx2szxxXUc0ZrlaCSVd7j979hRC+MMf/sAYvV4ujNGT8bCWYrnZJFnmcW617sXtKAqLMqecVWWCsMGYAAgJcaq6rooq9COCceBHWikrrxtgnmia3W7jcV4UebvTdpgDrFVQ17LhPAAaIIgIQVVTVE1T1QJA/Pz5qyoTCNi3Hz7o9bpGim6nc+2aLZfLTrerUaWUYozXdX3y+uTy8gpA1O8PXO6NRqPp9KLXPnx9erq/t18WxeV0enF+ppSEVne6bQhstxsjhB6+9ebx8WFTFk3TIIwNQlLb9Wbz9aNnSVYiBIsil1JEUbTb7RBCR0c3sizbbLaEMSXlZDTCCK1Xq5u3bk2nF7s0zfKs0+koaxab1f54z2XuddcgCEIpVdU0144dA44QElqIINJSQwQhBHE7EqqByFLsiEpUVRWEQV4WdV2WZVHVVV3Xt27evHPndtNIz/eWq6VUwuEOwrAVR1VZGKObuq5UDgA0GmDMrEXz+ZJS5/DocLleEEIch2BAojAkmFhtOOdnZ6euy7udDoBwu91wx0OIFnlZ1SLPEowBQjoMg6qs46hNEE6StTK6qqu4076aL+O4c3B4nGVlVVcvX76AGiCKPv7ed6SV5+cnHmeqEaoWw07v3YfviEa99eDt04vTT3/3CUAWYkgp2W13oR8igEI/MNAqo9frjeO61KHGqrIqOHOKIuMeMxpkeY4Qoo4DIcKYNEL4vt/UcrleeZ4HASKYKGOEkFVVYwghBA4m3U4r2e2yXCAEucs4c5Jk63E3ikOp1XqzcZjjcbcVBVVVNlIKoaKom2cVczkAZrNd9PptQI21IM8Ka0EURISQ3W6X5/nR0RFCiDJyNb9KsySKwnfffZdzfnE2ff3qbLfOojAeDyfb7RxBopU5PDzK02K5WrU7cSPq8+np2+88ODuZMhIoYa6uFrtt1usPqqZxfe4FntRCKpElWbfbMQDO51dCqTCMOGOLxcJjnHNOcf6dDz+Mg+jx42cX03ljEMA0bresVevVrNvr+HFY1bU2ShvlB4HSyliLICqrCgCACuC6jBBirf4PEW+tjecFVVUpJdMssRYkaXK9bs89r6hKCOF6vR5PJnGPu65XZGWR10mSKamiMCzLsq4Lx6HtuEUgybJMKXlN7EkpOfdarRhj8vr1ieuElNKirqq6zrLizftvSqmqsi6LgjM3CAgEAEJYlkWWp3VdQQTu3L4VhuHlbHpxcRHR6N69e69fv3IcZzyenJ6epUkBAcnzCiEChMEEKtNMDgfvffgtHjiU00ePH22SZO/wgDM/z4o0zcbjvdVyhTEtqwpYOJ/PkjTpdDrUtufzJYFECfn2g/uiyrabZbrb3rl5+8/+5F/+m3/7rz/57Fd3796bXV6FUSsIwrIs/wOTiTHhDspLOR4fPX/xqiiSw6NhfxA3TR3w+OpyU1VNI+uqKT748NtHx4eX03kYtl48f/7kyZPjw73xZPTF00fW6rgT7R9OAAF1UzVCVFXlcZ8xt+OFdSOkURZiLTSFKE9TAhByiOMy1ydlnSgtAQKIIAOMy1ngB1maYUTyLLNAO5Rz7mtttBFJthsMex7nEFGlzHZXUOo3VcMcXuaVqJvdNlFaOw5rmsblbq/vAQPWq11TSwQIpUwbzX3eyMb1XOaS3XrtYjfgURAED771IK2L0/PX0+kld33XcfPluipyBEGv1w7ikHLm+O7F1SXjXpImIhGcc5exqizquo6C8O4bb7x48TwIgvOzsx//+I8effOUc7csyzhqzaaz7Sa5dfNmVVWTyejxN99Iq1yXMUb9gD958iiK4vFovFptRqP96cVlEMXr3WYwbElVep737MmrO7fuJ0mWFwmhCmNVAbE32XMZz7PUGlXVKUawKqtWq9MK2wDyZy9Po17n6YsXB3v7oJG9IM43ibZGGJXWhe+wXqc17HWFaBCmldCNtMk2VUIk6zVz3fc/+HZZ5YRgKdXFdKaURYh0Om3qoPl8dnC0BxE82D8Y9Pq/+sUv66Ka7O1969vvff7Vl17gdzVErvPy4gy7dDgeZJvtjYO9k5Pn22JnKOi2fSxqxjjClDkOJqQoqiKv51fbVjxyaHBw89h13X/42T9QRsumANAsl4u98SjNkv3JxAtcQpHnhvPFimJ3Md9cTK+Yw6XWnW7fWLtdXjqMjfcmSZ7mWcE4Xy7Wvc4gz0vRSEyx6zOj9W694twlCHrcK8tSSBlGkRDSAKO1AQBSwjzP18pqpfI8j+MIQlCXle/5Sooyz3u9HoL25s2j/rD34sXT5WbJPRdo7jJvuVgLocuyMtoSijlni8V8MOi7vss87gY8K/OmKoDS1MJOp/364px63GptlEYQWQuaRvi+5ziUMWqMBEBprW7fOUIQAGh7nU6/1+l1OnVZKSHb7fbeZP98Or2aL3zP48wlmBKMm0Z8+pvf1LW4c/eNL7/88s3jeweT/a8+/1I2Yr3bMT8wBLcHPal0kiST1qhu6l6vOx73GaWcs/PzC4Jpr9PX2lJK//qnfzeZTBBC/+yHf4T//L//8xdnT60x3OXr1bquq912t1ou8yxfrzZZmlkDIADcceqq8jy3HYfD4cBljsschKA2Zd3knu90uhHGYP9g3Ot3fZ8fHh7sTUZG673xZDKZOI5TVVW73UmS3Xa7FUKs1+uiKCwwWus4in0/aMVRGITa6M0mrWv57Nmr3a6oauE4LIxijOl6s6uqWkjFOLcAEUwnexNM6XazjVot4nCAqB/G48newdEhdd3DoyNKndOzqbbw+pRK0iwvmm5vTAi3huqmWi93EGCHMKVNFLWZ4wVuNOpPdKM3uyxLijhqrxYbBOkbd+5ut7vZ7Or84gIh8uLFq+cvXnIvqGqppFbGLhdrzl2j7OuT0+fPXsZR5Hvh+XRmLJjPF/PZwnXc8Wi8XK5HgyHzeBiGrVYXAvL40dMHb70z6I/Go726FMhAq+3LkzMehLs0q4X85Le/yes6Lav5anU+vUyLMi2L5Xrz+PGzl69OkrTADp0tFmcX0/V2l2bler1D2Fms17sk9Tzvsy++PDk7e/Tk6XK9Ozk9P7uYfvrbL5+/PLfA+eqbZ6t1JhTa7kqp4GKx3SVlHA8Gg+GDhw83283nX3yhpIziiPu82+t+9J2Pl+u1FJq7/r37b37yq08BxM9evHx9fpFm5fNXJ7PlJs2r+WJR1XWa5UIqTBzmcoe5daOyvAYQV5lUwjLHX85XTa2kMEVeQgC327Tb6Y0ne8ZCqdRqvRrvjY9v3hBKFGXdNHK+2GDkQAX7vUHgRXlaVlWTZcX+3t7zp8+DKDLa5FlutEEYvvPuO0I03V671Ypu3j7++LsfSN28ePWkyMs8zzBGLmdVmSfJNi8yo2RTV0rJew/uxnGEEB5PJo1oEEEAgcn+JI7jTq89vZxS7KRZ1ggxXy4AgkKIKIqqql7M5xjj5WL94vmLLCvu3HkDIfjgzftpujPG9nsD1+VPnnyz26wnk8l7335vl6YGgMnevuPy1XpdlnVTa4ARwmQ2v+p2O67Lnz19yghbLpaD7uByOhuNJvvHRz/5q79K8pR5fJunFqLL+WK7TXZp3ij96vRMaY0cqqFa7RaLzRVh2Au5gUZpLa26Wl4RRrXVWZEWdd7IqhZ1ku+iOMiLFEAslFiu5mWVlVWR/1VVAAAgAElEQVRmrErThGCymC8bIZHFDnWqqgTGOMxZrdfnl1OECURYCLlcLoosY8x58fwlBKgq6tVivbhaGqXiKN6uNk1dKqkwIAggCGCWl0rp61KxEKJpRCMaSp3NejtfLOfzpbVotyu7nQEmLkK0KIqjw6PlfNkKY5c6d+7cVlIKK13f/eb5k96g//LkZVomeZPv8p3FRujGQt0f9ze7JfMYowYAs16t+v1BnhbtqO1x//zsPI5iz+NB3Ckr9fLkLMuaRoEkr773+39wcn5+cTUN4jCIQm3Aq5MTrc118qMRAiEkpRRNo5XxMOMuL4tSKRGGIcZYNIoSqqReLdeiqbMs0Urdvn27024bbTFEnLlG6izJbxze0HV1MNrTjXKgQyGu09JKw7DTCiJorCwaKzSF2CXMKmOE1kIF3OeOu5jN1/OVR5ms6vFgiJSJvSB0vXyXnr165SJn0h/KQkCNnj96ji1q+W1kIJAAabS8XLWCON/m3WBc5TV3wn5niAGdDA/v3nrzcP/Gxx98/+MPv/v73//+R++//6N/+k+NUdaYuqnPzs6kNqO9/TjuPH3y7MvPvuj3Bp7rz2cL0UijTLpLL6dTz/U++uCjOA6220WRb+syuX/38I/+6IdxSKKI3rm99+rVo4+//+GjJ48hABjCqqziMDbK/OC7vwe1ZcTpRC0GyWq+Wc1Wd27e+sH3vv+nf/LHeZptVptxb5zuCi3l4f74wVv309325fPnSqonjx932vGP/6M/aJr8937w8Z37d0fj/o/+8Pc//PD93/7u11IJzj0pJLAgjltWQNHI3S430uZJjiyyjW6FLYqJQ2he5lIJ6tBWK6rqEkIjmlqIpijKsqySNOWeyxj3PL8oi0ZKlzM/4EpLpZXjOK9PLi8vllqa7WbnMd40Mk2zKIq63S51yNPnT3udMM+L2eUVxvTg8DhuxYSRy/ksiLw3H9xrZB62vDTJ2nFHKXV6diZUgykOIw9jVDelh13mupODCcBIyAYiiACkhB4fHkZ+gCE9Pjh0KL5xfNhux6NBT4jmg/ff73V7GNHnz55bgxaLpVXm7PTMcZzddhOFcVWWq+Umy4r9g9GtWzf3D8affvrLN+7eDAKulHzjjTfSJP/iq6/Xu83jp4+DkA+Hw/nVAmGiFdhud3Vd+tw9PDgc7h8lSVnkokjrOGq/dffhYrZaTFf7wxvD9t76anPy/JXj8nsP3jJS3to/EqsNrZvD0TAIvMDjvUmn3+9kWfLVl182jZHK1I32vCDPc2M1oc7tu3cRQReX07woGiGFUA73EEVKa200cvBul2il66aczS7X6eZqvShFSTi9mE/vDkerdJvIanS8//T5c4LR6xdPu61wOGw7Lm51mJKFH0WDwYRxHsWh55F229/fOwAWcxYCIssyZYy0OpFS1e1bh3du3+j148mwB6y4eeuwKJOry+lo0I+CAAIw6HXiVtxut7/93rsuo6ODvlCNy11rTX8w4J7vuvzhwwfWgJOTE+qA4aitVHV8tP/Wm3elqLSRk8nQ49waXZXldrfQSmGI6lo41C2KSknb1IJSp2kait26lsvFyloo6nqXbPuDXlUV+wfjOAqmlxeqkRcXZ9aqKApu3jySsg5DTgiM4zBJNm7sY4qKMpvPLuPQpwhSjAy0lDOAQSMb5rIgDvb29lzOAAQGmEY2nLOqKq7m80rZp89eXs6Ws6v5aLh3MZ1ttztt7POnL373u89+97svfvHLT2dXi9evztebXa8/fvT4xU9+8tNPf/P56em0rtXp1693F6vTr1/MX5xvFpuqFlerzdVqvV1t67S4nG2qStRlg5Hz3rvvf/Kr3/w/f/33n/7y11ez5Yunr37580/KpHrv7fdG/XEUtOFnj7/460//lnO+2azjVmS0WS6XLmeOQ/M855zvT4Zpmi6XqwdvPricXiqlXOb0ez1CMQAAkqKsKkqcLMtm88XNm7cwdfOsxNiJ447W8Oz0nBBclpVSsqoqY/R4PAYALJfLTrcNgCyKqtvqGmMch2gjAURSmfU6Ozub+X4rjGKP86YW19UDbXTdNBCjvCiEVq5DrdUWGIJxXSmMqFI2jmOIbV0XlKKqKIfDvfVmZ4xpZDNfLCCEvt9CiCVJ7oAyz7J+r+f6vFFNdzjAhCSbrW30W/fu8yi6nM6CIJjNrhjnCEFjVNWU7W4sRJVlqTUWE4cx1kiBICryXDS15zKM4f5kT9R1o+R8veZBkKWZqBuGcSuO58v58Y2jw+OjJEvbrfZul1zNrrTSg/5ASXX++sylbG9v7/XyIozC58+fB1Hoco4xssZutmvmsNFoWJdFku6sQXlWer7PGKmqstPrDofjxdUqybJkl2mlDg8PHIKVkNchU63tZrs1FiLEHeqUVRkEAQRQSiWFdBhDEF7N54N+f5teNk3zrW9962o28zzfWutzVynlOA7nbppk1uqqyHrdznI5b5qK+0HYitOiKqqKEJolKcZ4Mhlf192MsdbCLMu569d1nScldxm0oCxLKZqbN48xRYNhj3uu53uLzSYvSiErx8FxK1qvV8ZYBB1r4Gq1rYVqeT5G2PdDBOBms10sFjdvHmurpBIWGpdRCAGE8PjGjav5XGuJKekPehDY5Wp5OZvWWb2/vzfZmyCMijK31iAMhay1Nkorl7Ptdocg8YLQQlLXDXc9IWTTNNcsHXWcNEmTZNdtt5VUzGGMUNflq+VaNI0XUCGUEqbb7iW7hDEKoanrxnX9plH7++OnT74pqurGzVsQ46Is67oGFjiEz682yOJku+a+F7fC0f7gYnqqpIDGMupgC48OjmbzSy/y8zJzA66sSvIUANBqtaVQohYOcYoyb3VbLqdewF6fnRBKbt26pZRuijpN80aXo9Ewz3OMketQ13V32y1jPE1SSsh6tY6i4WI5j+MozZKjo6O6qsu8JtDR0uRZpSpBCPY8XosKQYApruo6DIOiqq/PBIeSosiM0R4PZpfzdtyTUlmjVuv58fEB4yhJMtflXhBCiJumoa4DgCEOMUZrbTEmEFqp1fUbZ5plo+HEKpAmubWAIDMaDHUjXcfBCCXZbpclyCWbbNMYOZn0MFBBEAGAd9tMawsBjuK2kvrk9anW+tbxPoJEaag1kMpezeaU4LgVEgQ4d1cFYBQn660SAgK8d3i8y/Jtstlul7dvHmILVvO1EM3BwUFRZACaLMuubYFr1oBper3SC4Cx1gKAXJc7lFVVXeRF1RSOSx3qDIaj7XZLiZOlubEmjlrj8TjL8svTV624JaXOsgJY2G53qqqyxiotOedaK+awMAyVUpxzxphSmjHHWlBVVbvdpg70gzDw/Ws7PQyjLM0593w/iIJI1ABA2+m0EbKMuZQijB1tlBTSGIMwXGwKhJDjEKWk4zhFUWqttbaiEdZCB5jNbj2bXyb5hrq4FPmTF8+iVhR32q9Pz1zmMMIcx8HEaeqGUufs7EwpRQmd7I0ZY0m2isKIMx6H4Zv37pydPPc9RjFoRy2PB6ttstoVZVHWtfSY7zi80+63opaUstPuUEIcAv/yr366f3CjrGvuM8dFWZ4gABzGocHJbud51CJLHOwwp27EL37xy8Ggc3AwzvLtBx++93J6VpbF2cVpGAeO66w2G9fl69W2rpogCJNF1gjJONfaykZG3AdKW60sMJvdFrlwMO77Aa/qXKjaWF011WA4zLNyuVp3Oz1CICGO0bAsa62FUGUQ+Z7n1k1DiXNxtvJYXJX1+en50eHx3t6ekPLs7MzzeRiHSqkoZEobYDHGFCJ0dTVzuEMZilreZrs00Laidp0I13hFWgkt2/1WJSttVV1XUiosvcnhHkRQyCr0/TrPfZdFvl+V1enpaQXNeDxq6ooQ1Om0yqJ8+eLl/Xtv/tf/1X/zP/2P//Nms+0OhkVeVlWFrEUIAGBHo3FdN1qBLCt5DDGGhOK9vVFVZ1VVce4DQKYX89Vqq7TuDzqHhwdpultcLQK/BSzebnYEgTj2gpBr7O12O9XoOIzqIv+zP/3PfvPpJ7/95Nd/+sf/0miQbTbHtw5+/eSr3DRNWYy8CG6Tw1Z3MBk+m51d7lagzwPGq7xsRZ3ZbPP85bmF9OHDt11GXEqns0uAkZS1ser46Pjx42dS2Pv37wMAlBZZloomr/Ii9P2jg8Ozi/NGSqFV1IkaIZSUHeRE3e43L553B/0kTe7fvnV58ooi/d3vvp+W26DLt0VycbJEwKvruteLxpNWr9P+9adfLmYVZ73+JIII+oHf73c32yVjFGMEkeEuCwJ/vV4arXfbpNXqem5QVcJatFiur5/Srv5flt7rWbPsvM9beefwpZNzp+mJPQkzGIAAAQxMgBQpBFqgKFOyKVMskTbLkkXLd7TLF7TlGxdpl112lapUUpnBNmFminSRBDBEmBnM9Mx0T6fTp0/4zvnyt3NcyReHf8G62FVvrf1bv/d5xhOvG9i2Y9u2EDIMO77v11WzWC6lEBAByyb9QbhcLpu6Wl1dPX1y3O8P1lbXPvrwTpYV169fn0WTsmxEC2w7nE6iLK16vR6lJMsyTDGRBmUUaCVE21QFM9Bg0B2sdA4P7zmu7fuewaiU2rEdhElZVG3DIYJAw9l8tr62PkmS+XzWVEWepdvr64HnBkGAKF2kiVCgaepep0sJq4pCSuV5vtYyihYGY91uGCfxcJJpoELfk23b64RlUbimpYRqm6YuKgUBNQxGKG8Fwti2XNfx6qZRCiyjiDFmZXKnt/rCletlHA92Nm+fPrpz+lhQtJjNru7uAiN48cUXh8OTux999NKLt54cPR6dXxiMWcx6+eWXn3vm2d/77W++8MILlLEXb70C33r3B//H7/7b7e3t4XAIAOh0OvPF1LKsS4evYRi+Z1qWNZ8vTdNUSkMAtZJSym43/PKXvwz0omkazjkm1PP8LK+yvEziPI6zoqryopnNY9uxLvkavu8fHx87jnNwsGfbNkKIYP748VHgd1zH1Vp2u2GSpd1O/wfv3L7/4HB/7+C5Z5+xLOvs7OzunTvXr13r9Aanp6dVXY0nE4ixUtp1HYSB4zieGwoOLy5GVVU5riVE47mWYzum4cRxJpQiFLVtm+UFQqTIuet4YWjkaWqahmka0+W0NxiYpskbPjoZmpT5fgdAaNluXTeYUgD0fD4DWBdldvXafpqlkosg6HDOszzrdXvnZ8PNjQ1KENSyaZr5eO76/srmJmbs5OS04wVVngOgkjSt2qbTCQGAvu+XZQkhjuNYCcUwtS1rNpm6rot8aBgGREgoGSVx2OlgjI4fH+3u7kopMUTj0dj3OhizsiybtizK7Nq1a1XVUGKenV0wx5Bt4zjO7s7OdDquihJAGHa6cZS0XABpEUIuBU6+7zPG8iIry/KSwrO2tnYxOYQQbm1tWaaplKrrmrFLcq1wXVdIaTA6m03DwOsELoDQMM3pYqEQxpgCJYGSZVnevHmzqqpLGcdsNp/NFgazpJRdN8QYx8soCIK93e31tZXpcpqmUafrR3G0iKP+YJWLptcLk3Rpmsbp6RmCzDRtg9mmaUndYkxNZlZVSwm1TLNqqratPN/bO9i5d+9ukkZXr1z/+P6DOE5v3bqVl8Wl2TjOkpOTk2euXg3DMEmSIPSOT44Ny/A8z7LMKFrEaWJTVwOYpBkzrLDXy7OqLKsiy03DskxrY319mszzNO2GAcXENkzetlXZaA2qqvZ8v7duQAV5q7KkqMum1+sSQrQGs1kMIen3e9duXJ3NFq2Qy+XStFiyXA7Pzq7tPbUcR3lab630J5Nxp98hJo7Sxauvv3r//n3GWJ5k25tb08XYcklRFTv7u2mRHJ0er29s8lY0NccAVVVNqJ7Pp37Xi+PF+uaGYRgI4uFwoiUg2FzddC83hDDGWsksy0TTGoaRJClQkDFmGaFpm3VdaSDOzs62N3cDv1NkzeR81rayY/v8EjBCYF2XSmvDMkzT0gBMp9Ot7T0NcF0XkrcIAYOaUipCcLSYLqOp69k3rh6cnV1UVYMptW1XAUAZbXmzu7/94NFDDKll2F7oGwZRQB2fHHW73c2NLa102/Bu0B1PLzp+wDDe2dz+zlvfms4nWzvbAsuoSMJB9+bTO1IknbAXRalpuD/84QeMOL7XEY0CAOd5gRlGkCyWMWOWZdnL5TJJlpubq55nQainsVlmacd149kiSwrH8ZuWx3G8ttrDWFdJMT6fDwa9m0/fOD095by9VCt3u13OeafTWekOHjx4sL6+HkXR5doWQpgSsywrCBGhKAg80zQJZpRSQhjnQim9t7uPEPqt3/ot37A++9nP7u0dWJYThh3fCxQEGOMwDB3HIZQijC7ZLwAAw2CUIowAgEAIoBTQWDcNV1IiSKqq4lxUVS2EbDkviqoqQMubosiFEAghrWVd10Jw27bath2Px8QLIARCiKoqLkXcl6o/KbUQgteVZZmEItth1CSGQRrelGUptTIMo8iz+XxKCDFNSwp9KS+9nCFScYyxJlIpWCTFJ1599dVXXvk3//p/NykRnPuuv9JfG47PJsuZ4KIqWoyZYzhtK9dW12zLadvWtm1C9Gg0SbMcImTYzLSZBhJCAAESXPK60VLYjqGAsj3n0mKf5bHS1dp6tz/oKMyFEIZluL7z3u33uRC+H44uJisr60iDh/eOuZJSAaWAgZlJmUWZFiLN4nk037+67/ouxmgZLwGUhOD9g4P5fNm0vGk5pcbu3uYldGWxWGoteVMyA7mupZTKsgIBZptBtFy+/tobd+/effPNN6/fuPFr/82v9fod07Ed16GIaA0xpWVZctmeXpxE0ezms9fCrhOGLmNONK/jcZKOC6xREHSSInZDB2O4WCxW+4PHD+aNlgrJnf0dqBWUgmrgGiYmOM/zAhZBEPzLf/lf/c//y2989MFtjLHvh2VWbm/vLOYx5wIaLE8L23QYo4vZ5MaNq3t7u+/88HaSFKbp9Vecuik2NtYgVgCCOF4ul8vh+Xhre9+yLCXUYBBWRTm6mPh+mCWF4BpjXOUZF7XrWd3+7snJECooG14V2cHuNoPw4ccPfvvf/e5b3/7ux3fe93vO2/c+eua1F89Ojq6vb17x+/nFxSd/5JMfnx4N4+lQJXmUFGn+2sufPD4evfve3b//H/0jiPDHdz9Ko8UiihHBls2CwAMAXFxMHNvf2tq+c+fO1tYmZfjs0aMiyw2IPdsxbbuQdWelnxX5+GLk+z6oxPXr14+fnLquW/N2+2A7TiPG9NbGAKrW9Ky/+v7bvMW+u+L77tHRnR/70o84Nr1/73G0aKF0sHHpO6QA6JXVXpbHaZo6rpnn6Wc+85leGE5GkydHT+59fP9Tn/r0tWvXx+OJYdpSyj/9939RVZXbWavrhlJqmqZtW77vnV+ctm0tleh2g7DjbO+sx3GMIMII2bYtGtE0LecCaQwhRAbiXCFoWKafJtX7731kGJZSSghh22abA8dxPM/RUkCoIVRa80E/XCymlOEbN65bNq3rutPpHD85MU1LCDUYrECAbt/+4NatW0rTH/7w3U+++rJqGtOkDx88qJqmbFrHD5Ks4A1vyjpJkvX19dFoZFnWxsZG4LuM0aoqCUVPJnnbtiYzmrISnBdZvrGy1hSNVuDmUzfDrl/VhZDy5PSsqholwc2bz4RhSAjNk+z4+OS//qVfMiS4+723D+/d/w++8uOjJv39b/35vExd02QaSsudjMe+55ZlYZlmnqRZku7u7Dx88GB9dW0+X1zfvXrr1q0oir72U38Pfu+Dd/+3/+vfNm1DKW3qxvM9KWQQBpcGs6IoKKJCCNd2kyStqpJSmiQp540G+pmnn95aNy3LrOt6uYjyomSmdePazUePjtpWIEyKmudVzTkH4G/JXBACy7KEEJxzwzCuXN1I4jSOUgTh5ei0bEsonabl+fks8K1e12eMIYSXiyWEyPO8qqrjJKGGoZTSCrqeq4DEmJRFgyBdLuOqqjDSSvMg8DDEQmjTcsqyZAxjhi3LBhq3tQQQ58VSShEGPsZQACW1rqrKwMQijJdN1bSrq+ttK5q6jdPUME3btvIyb3mNCez3e8vloqmbtm37gxWowWw6CX0fKKmEUEq6zLU9PykLBSHQAAKULpdAA8uxpJambeRF1u12AYBpmtqWLYVsqpoS4ph2XTeMQYSRAoAY9N6D+4QQx3WbunZMCwBomiYzbaXg+cUEE9LyCiLd7/e3NrajKL24GGMTdTohpYS3zXQyDoOwaRvLtquqadq2qYTjOACAuq5d11ldGTx58qQsi/39g4uLc8dxKl56nmua1nK5QAhnWbYyGKRp7vsBbwVkgGCSxsvt7S3Xtuq6WiyjpuWrm1sI0yJLVNvYjn3lysFodGEYhhCqKquqbpTUBwdXskWEEWKMlXke+D4XbdtWRZUKxbM8gZhsbGwVZcpFQw2KEFhbW2PUpIS1NRdSRsXCYCZvpWlYlBrRMiqKQki+vrmWJNEyWjqORTCbL+LReBZ2unt7+3GatrzRWhumiWQzGAySJAkDbzKdMEYt257Np57vNU3Tc9eXy2VeVk3Le/3+ZDxFCNdl7VkOhLATBBfxRLWtapqVfp8CJKVSGkgAW6nTLHv+tS2gUBoV8TJ1TNf3fSFEVbfD4WQwWPeDYLaYOW6YFUUYBoN+MLk4Cz2vSurlJLuye31+fCyBfOHl58umhBQ0op3MJ9ev3zgbDtc3Ns7OHud15Lh22ZTYII7rxHE6nc610JxLDPDuwfrh44eM0azMHMcllBqG01RiPou7Qb/k063NTUwQwhABkOdZN+xNxhMh1NbmthBCtEBIoYHknI/Ho07YQxoXaR14XUqMfJkqoBCCrWj7/W5W5Iyxuq4NxpTSElCNWMsrSqGSnFEihQxDz7YNhNR8Me67neliATTK8hIThgkuqsJ2TGZQQpFlemXeVnURdn3Pd7loiiJzbaeuaqihYZoKaIMxxzQs00yT6PDo8MqNa34vmMZzvxtQwptqOeivcKmDsP/Rh/fyrGHY0RLxVguuGinruul0uxfjsef5pkU9zzYYIgRAoOvCgVI1WU4BRgpblgsBdV0v9L00WjiOnyS1bVtB6EvJAYIYQcqYaVgIIcdxlYaX6xpKi8usFCFsmhZjZttyIQWAQApJGTOIoZQaXUwePnz0xTe/0OkOfvVXf1Ui/JWvfOX6tRtCSA2gUlprLZXSWkshG8kBgkIILjjQgHOugdZKK62UVEorCS8noVIKAKAhRG3LIYCEMoxxK5RSSkqBEKSUQggB1BAATAjQWkqJCb1EXAOtLz+o1lopeYk6aZqWMqK1IhggpBnFSgqphJYSAFjWeZ6nWmuMKYSwrpuiKAlBWmsIAUKwAdq1vboUK/1B6Pvn56dQa5OZUGNGraycRelYCCmFVhJsrG9qDZuqdR33MlKBuK3qWgOgIRBKMEZt27qU/AGlRd20ZVnVpemYZV16nle3VZbOmak3N/tNm3NdhGFoOebZ+Wm/P2jadjBYS+NUSjCfLc6HUzcMFstYSO2YTjxfrvX7N65d/fDD9yGFu3s70TJZLhdag6qslFQrK2t5WS6X8eraqhASUVlXjVKwqpqqzCmDtk13d7eYQduGL+exbTgYEQjRfDa3bJsLYdqWaZsNr5umaRto29ZwNIQY3Lh5NS9jiKTt0iyP27ayjG48bYgy52dLrFHYCZM0wgjaphl4/nK2SEd89/qVf/ovfuVf/9a/mc7GvW7n/PR0MZt87ad/+tt/85YbINM0d3Z2xuNR4Pmj0agpq93d3TTNzofnnHPsMMcMD3avHh8d7+/vNk3x/gc/7A/W5oskDAdNnRKCFZCua3uBmxfZfD4LuyGAMPCDaDHzHdeynJMnp1ubu6cn51LKNEl3d7equqCUKoW1AhgQxaVsqs3VtesH+5orizkP7j1SQEkCgq2Vw4tTSpClVI+wrmFt7WzcO3lcaa575mI829/aqcv68PDM83rEcLK8BFoyRvO8XCbRiy8973n2ycmxaThlXmkFldKuZyulZF6/9tLLum4Xk6nC8MNH9zb3diFCjx48qIvyyuqOa1pVmiutl3m6/fTVHPNWt0q2dZaGQffh4dC2gvW1nZPTo07P+rtf+eK7P/zew4ePfW8FQytPp7Ztc95Iya/fuBLFCy4aLtvJdPzSSy/2O72Hd+85jsNbvljMr1w56PcHQspWiGUUV1UltFfXdZqkQRAgBGyLJenC9S3HNbzAqaoMIq2U4pyXZdntdhmhggvRSi01hKgSLcGMERNDQyt87+NHVdn0eoONtY2qKj98716v16eUKCWbqgJQibZ+/fVXtzbXkjjqdsIoz05PTyAEnHMplWnaO9v7ju1WVRsEwQs3Xwwc12Tk+PDhxuba2XBITRNTxkxrNp6dnpxPp/Mf/exnGWV3Pr5z9+6dN7/4+bOz05OT45OTJ0mSzNr2yv7BC8/f2t7axhq+8/a7i+myLfloNL713K3+SjiPJr1+r6oa13UJYRCil19+dTaZfe+739/a2tra6Q0PH5NGtnXVIjWtE2HhUtZAKRNhQIw0TYFSaZYOuj1GGW+5aFvPdSGEggskLvGp7T/7p79KIIbERJAyjHHNyzhb1nU9i2au6/q+b7mWrKBSajqPtAZFxR1iQmryVrS8OTwZ8tZRSo3HY8u0TdOMLxZlqWezJQDANOxGKK8T2A46OzujlFJKu91u29ZFWTmOw4W8//BwpbdKqZmmWVFUDa+kFABj3++4nospMB0zSZIkScKwo5Sax3OMiWmbeV5QShGiVVUiDGbJ1PWCKEp3d/aEEG1TAii1VgjhIq8IQYzhqimKKOt0Op4XSC0hQMwhstVc1oblUkpazjExKcRtXvd6wSKJG57du3f/4OAaRMIwMGN4PVzhvKnqYnV10Ov5w+G55/lxFBV50e+FtsF400qsi7T0wn6WJ55jCw1OT4dVWe5t71OFfTUAACAASURBVDLGLNuKs7iuc8uArk201tNpYpqwyPOyLN/45CevHlzJsozH+Ud374RhIIF+5spV23U2NzdHo1EaxYHn10I0UgoFQ9/LihxATSkVoi3yXEnZC8POWrizs50lyTJa+O5+07Y3t24opcq6KsuSy3pzc1MJ6ThOFC96vd76tmcZZlEUTz2z7nkeprZlWVVVHh8/mc/ne/sbGxtby0WUZUUQBGmVC96srgS+6zq2JYR3//49KbXn+oQaBmHMspqmOjs9QwiWRVHXTRh2NjY2tAZJEnNecw3j5cKyrE4YEoLzMunD8GI83Ny6DhEihDV1briekLxuq6qqzk5PHMuqqsp13WUWba5vNU22nE99L8zzghCiAczT9Pz8HGgden6eFaKVbdkkIM37BVBacAWgGvT789H5crZECNZFDQQo62I2mWFGAUCcSyAh1Hh7fWs8nchGVHnx0q0X79z+yMQEKl0uE6KkRVlV1EbNRVX3un2udVzWyWLJleoGvbZuGTC7Tvfx4ePAtixGNtd21tfWvv+Dd6qq1zTcNlwE0ONHDzc2PrG1s7qYjrI82d8/ePbp64e6+PwXv3D/wd3T8zNis6zKZ/N5XkZV03zy05/YPejf/fj9osrPxmMv8AEU8/kYAtgf9MejKQCgbYrtzQ2p5SoeDC8uqqKGPirzFigxHg/9Dr1Eqi2n8/6gyygjGC/mS8dxy6KO4wQDuIzmhmUxxizTgQqkSTKfLT3by8rS9XwAAJdtlZQQo8t/VEZpVdaMsKzKNCEASoRxwyuNaJ5nQce+9/BOy4tr16/Ynt2Heng+zrJsfXOzKPK9/d2iyPIq1RAvhgvT8OJ4meaRbRuWbfa7ncDz27ImiJRp2erG9/0qz3b3diBBn/3C56bzWV3XWZQahjFLFm1TtjXFhC3m51ubB7ffu2t3HAVxXZYQUN40bYPyrGHU4fxv+7vLeYQJtE2rXs5Nwl557rkf/eRnOn7fII7thJ7rGQaRrS7qNqtVHC/zPGcGa3hTVQ2EsOVSa601vLx91nUNtIjSRsoGY9zUuVK6aRpqMA3h5ZKyVrBpGkLYYO3gnfcP6/rO+tZ1GPgXaZs+eKI1hBAahqEAUkppDRDCUkuAAADgUoMiFLhcPAfg0pQEa2lCDDFFUANKKUIICAkhlEBzrSESSGt0qclBiDKMEBJCUEqFEFhrC4BL4PllvArp36Y+AAClpaImoxQjQDDGWGOEBOeSN5ILjDHABqbWpe+aMaPISwBTQpGUEmMIITQg6PVWsrRCxKJW6AQtbypmOaKVGhvM1oxzXTdCCcu2Xn79s6cnw4vzcyfsAQAsH3NRYEilFC1v6la5gU8ME2MIheCi7a12Zxcj3baLKIMIUFPmRS2UUk07mY2bOsOGsizz9ofvferTb/T6/e9+97sb6+uu60xGs/W1lf2DPaHB4eGTs/PxfDHxPffWS89961t/6bjmy5948fDRw6JKqzpDGrcV541egtS27bbgFyej1dUVr+spqTnXQDdCSgOy7e0tIfnF8dn6+jpjSPDK7/Yc223qYhEt86J48aWXsiozLeNiMgyc1aapomi2sb2apNPR5HxvfxtB4Fn2sqqzKJuM443eptYCIUYIhEpWebXmhbTWIba2+6HD2B//zm+dPX6wyJavvvxcFI3Oxvmj4cOaNPuDzSiKvv/971HK3hm+6zjO1tbWZDKZzsaDQf/pp2+m9dLA4b2PDg8fHkGtijICStgWvXpldzaPZStEww3DUA0skgZBwrDZ9YNWVIJnG6udxWTuWdaVvd0sr3Z2Nh48eLC7t7FYTLhoPM+7fv367s7ufLQYDS8Cp+9Z5pMn9zdXNw92Nhm+oSlpMOJY3zl6lDT1cjK+sbNjbLjf+/ieAMLpBL4dzsR8uYiOD5+kSXF8dPrMcy8tFzOt1K/8Z/+5kOrw8eM/+uP/9ytf/clnv/Tl46PTl198FUL8Z3/27//xP/75X/3VfwGFevbpZ56/9tTe1s5kMf/Ff/5faIkwohQaWzubn7r5YuC4Lz37/HQ6fvfOB8N8cbGYZ7L1Ar+WxmLWuqgnSzV8dN40PNzaeee7d+fzgmhPNDBKI5OSxSymlDRN9ZlPf/73f/+beZa2smlahZk5PJ94QQ8jVNfxyur6dLZsuXJ8TyuoAZEKIUwMw97Y8HnLgZLzaeT5dscPTJspyTEmlm2VZSmV7vb7ZV4IppVQeZJ1wl6R5+eT2fpgvdZ52yb97mDQ7/JauHZgYGb51vbamucHruebpgkAuHf3DsaIAju0+lXMv/vX71QKYIzW1lYp00VRTM6TF5/b2Nm+cnoy/M633nJ0/1OvvXZz/0rH6L77wx8gw/7DP/yLX//1f6WE/sHy7Wx6lE2b3/+dP/2H//Dn3nj5M0cPTkBL5uPkmRu3GLbfffdd3zIxIP/kH/1CN+yMp+PDe4fxNNrb3X3x1ktHD4++9KUvGTaeLxYff3z/bDg8PDoCALz//ntXrlyVqplMz8+T4yJNMACE0qquBAUA4bytoNaNhiJbQoh8P3A8s2marKgopU5gY0K11m1TKdnWsg67oe3Z8K3bP/i13/zvd3Z2AQBSCoyJlLIo8m63xxhLkgRrw7adoqriOLlkFCRJYttW09TdbncQ2uPxpGkajNHlfNcAYkwgJBDivMwNk9m23bbNZRMxDINOp5Nl6eWuGFBSa5CmuWjF2togy2LHt5MkCTq9liuIVK/vR8s4y/PAD9qW13WjlHZsZz5fUEplyyljxCBlVQmhO2GfYANBgBEAmjPDmC+iJMkQQltbG0HoBKHjBf5yEUXLREpNTFZmmW3bbVtLLQ3TqJsGcHlt9wADFBXzJEkHg7UnT04MwxZcmaZJCD56crS1vTkcDoPQ/sLn30zTNIkTgrBtmo5lOaYR+B6QCghQtxwa9MnJ2XgyvXH1mklZlmZpkZ1dDDGGzz779MraqpTq7Ow8zdLDw8NBf3D1yhXLshihvml++9vfPjk/C/u9lz/xKjONtmmTOPYdD2qQlwUi7GI8rWu+trnhBc50OtFaPbz3MI7SMOi6vm0YLI6WEILXX/8EFw0A4PTsrKyq4flw++ruZY5SFjlGqNMNoNZZlpqmCRFom6aqRafTadsmipe7OztpUuzu7S0XyWIRlWVFKAFaZ0m0t72zt70NlC7L2rLcBw+Pjk9OCTP6g17T1JcBree5VVVJKbvdrmFYjuOMTs610vu7+7PpbHV1pSjzKF7ceOpgsNJ3A/v4+GT/6rX3b98eng8xJVG8DEM/DFwEteANJSjs9lYH6yfHZ/PpUgnAuaTMYAZjBqvqqsiK1cHKeDrDhJ2cDDUEjuu4gct544cuIXh0egEhXF9dsy1zvphd6u5Mx1pEy9l8tr2y7/neIlq4jrNYzDudjuc4a72Vw/sPfNtbXVkpRFXHyU63j1rhmRZE2O/3tWmezmbD6TRuZwggi9rJMgZa3bh+xXbZ7Q9uU9PqdAfra1vP3Lz18PA4LYvpYtxfc2ez05VBJ4sK3RDZoH7He+NH3vjd3/1thUReZKZjVlUZdsKL0WRjfcOyWZrHQsvJbEIN2rS82+03ZWsxG2jIW2E75OzsbGVt1Q8Czvl0OiOUuo6LMV7OF2E3BEA/fvzIYEwp1e/3Lcu+e+eebfq9/mA6nQ16vmlZddMAgJQEWZptrG5Ey5giWtcV1LRpGsMyKSN12ziOLVsupVJCIoBr2Siqdve2bIednp4WRdHtdD3PL8t8ND4brHS3V3biKEGIxUkqFRisDIRoR+MhptAwKdRIChjH0fr6WlWXQEPLsKBCVV7nWbm+uiYhxxhSw1BQcdECCIIwkEq0nJdlWVU1NZjruw2vy7qWUjW1EEL3e+vDk3NCGBTI9V1KcZTFW5vrnPM4iXzXZ5QhAIskq/LiJ978sZ2NvdFwdv36LQnMVkBCDCUEQKQVEkLQ8hYAIAHAmAilCWYAIqUVQERrLWSrlRKCQwgxxpxzrYFUyrQsxhgA4DJEhQAKLiklUiqtgJJSUIIwRggqpSGEEgAIoNZQKQURRhgJKS6hXQACjP9WIHkJpoUAKkiVVEBdPkxChKBSCiAAIEAYa9H+7bkQQHRpriFaK0ppXTcAaColwgQCcElv0EArpQTnWmulFReSEIwQRFBrrS7rtm3Ttm1DKZVScNEqpSDEjLEiz5u2pYTUTYUxpJQACAO/k2UlwYxQXBTpZVSsJESIiKYu8lQIoQFkzPzEq68+Onxc1WUQBKZpLBYLoHhdl1w2l+ZnjEmv20cQlEUOgbx5/drb3/9eUZcYwyAMKMNxPLcs0O+ZZb0sqwRSPJ9P66b+5Buvv3/7Pcu2HdtFkJRFrZWeLeb9wUorVJZX7793e62/8vqrr/zwvXdWVrutqL3QihczIMl0FJcp73grlJpK6YuLYdVUK6uDpz95/f79R1ube9Eyvjg/29xc6Q28qkyqqtze3s6Tqi5az/P7vf7FaDyajIOg24i2rMu8Kjvd0NBWFM+ni5EbWFeu7krZUspcx6vKSnKV5+3F2dQg1sZg44tfeHN8ca6Vujg6mQ+na8HKV3/iK1Zbo9D+nf/vD1sbn88uDvZ3FrNplmdbV3be++jD0A6BBifHw92dA86lY9mcN52Od3ryeHt7PQiDt3/417vrN7OlmE3iV156SahKoxZgbDvBw8NjWII4TgBCCGKueZ4naxs9x6U3ntkr68QxLS1AXYmqkpbll3Xd7YbnozPDYJ7vnZ6dbW5s51m+mEZt2Wyvrfe7YVuUeZwHTue1Vz8JmfGXf/PWcDxa5onQgmJ89WC/yrPlYv6Lv/iLcRydzsfnJ8fRdEwQWF1dT9KKMDvNq8tC4GIZI4zatlxd6w1W+kChrY3d8/PRgwcPA8+3bSspUwvgru1F0/nKxsY4i5964bm93X0sdbaM0uOLg/399dVBVRX3H91/dHp8sZwvqwKZtul6IuWwkvtX9jlvKl4dPXnyM//gZ0zbeu/2e1evXxuNLt75wfebprIsY7FYfOPv//TH9z5qVdvIWmq5f2Ufas0QiqIIAmiZJkK4aUXbCqVh3XDTtCFmw+G5QQzX9oDSCCqEgdKN5ZK8SL3QgxgJKTFBAMFosczSdG9nL17GGCJK2DKupRQmpUWeP/v0sztbO3lWQ0kYsVdX10RdXoxGo/E0ihLTNCmivU5PSbnS67dVdXF+cTw/73YD27GKImeMKQl/+Zd/xXPClqvxaPq//sb/9I2vf/1rP/WTlKIkj//bX//vRovlq6+81vd7Z49OMKI7OzuHR48W81nYCxzPTrP4wzsf7O7vdrrhyurKS69/emt70zXtP/rjP3j48KEWcjab33zq5nQy/Zu3vvuVr/1k0PWapjkdnhdVFQSB53lKaNsyizyfTueLbG5YpgSyVTwrc9s2heS2bQrBCUG8qAmhruvWVes4XlVWvBVlWaZJsrW1YxpmUaWWZWGMf/6rv4D/yS//0p9/568hIBDgNMnzrMCI8FY2dTu6mETLpCozrWWRp4yQfq/b8sY0WVlmjmOvrQ98P4QIl3WTl5UGSCjlukFeVFxIjClGkBBICJZCAK1cxyIEX5wPm6aOlsu2baqyYZj5bjjor4imbXkDtbZsBwIUR1EcJ91+nzJDa0CoiQlN4swwLCUBgoRSgxLq2DYmpGnbthGUmBBi3oq2qdM0yYvSshzH8UzTbNt6Nh8PBj0p+Acf3J7NplKp8WgSx0vJWwDUZDJeLhemwdqyXu31n75xAzCxtr7iuq7WumlqxihjJOyEVVW0bS0l7/WC+/fvXVwMDw8fCdEu57Ozk5PxxbljmwRBLTmEWsi2aaqPPrwdLWfLxbTf7+zt7XS6QZrkDx8cPXrweDZbDofnbSuamud5Ob6Y3L/38Gx4Ucoi49Xp5OJodJrWxZPRsGirWRKN59PhdJQVWZ6no8k4r/I4jQFUh0f3zy/OFst5kibRciGFsExjc3P92WdvmhS/9+47P3zv3TBwmUGuXr+Sc358esqlMEzLcqz+YDA8P58t534YaAgms1mZRxCJOJlPp6O1tUHdlEHoHR8/WS7n+/vbBiFFlhzsbEMlh8cnUGmTmVqoaBHNxtO6rAmh89miE4Z1WVVlZVvWcjHHkFimaZkmryUAkDGTElZVjWlaYRCWZWWaZlVWd+7eOz47g4gu4ywvmr2DKwrAjz76sKoKqYTrew7z3/3+uydHZ4Cjg71rrhVQxK5fu3nj6k1KzfFw2g9W++FaXYg8rRzLkUIe7O9BoHhb2abpmUHg+CYzy6RQrQ5cvxv2CGKj0YTXwncd3rZQ62W82NhYjxfz559++rvf/tbw+GRrbbXKsnt37hST+bofbPjhT33uzTdeee2tb701Gk++8bM/Gy3jKC5uXHm6zJrx2fi9H/xgbaU/n46auuiGflXlSOhotHz44OHF+RBAOZmdHp1+vLWzkhXJ+WhUVDUn7R/8+R/4AxcaOuh72NDbuxvTxVgBMbw4IRRXbQsxBBjkZWHZFueyrioAUBxFjx8/Nk2rbtooiru9/pOTk7qtHdcJul6WRhq1ve5KVdWDlYFhGnv7+6ZllWXjeqFluxqgsmx399cBRIZpWpZrO876xtbP//zPA61dz0EEca4bwaUWluukeWq7ThRHLecYwulk2qji+Zev9wfB6fCx6xn7Bzu2Y3W6YVFlhJFur3cyPKtFiyhRADa8VUBTg6xtrREGl9E87IRe4NquubWzeWnfrqqWICta5FAzpXCWJZ4fbmxtj8czDbHUkAv95PEpr6VJbQTN8TRSGgoFWs6Fli+98oppWWVdaqBGk4sf+cTrr756a319oGTN21LwBmqANUYAp3FeSc6l9IMOs9wP7x111ne81R1peILa2vaQ4Ri2B6kFma2JydxQYxMbPrF8aPrIcCF1TLcDqS0RY7bPbB8y23RDZge239PEAIalqamIAZmFmAWogahNLRdQg9ouQdixXdOwCTMcxzeYZZi2ZTqEMIQII4ZBDIYZxYxhwyCmQUyGGYEEaQQ1okQypJEWtklMrG2GDaINAhESBCkbYQI0Q9BAyKbMQNimDCuNldYtZxAhDAjBGCNKCIQQAoARglBTSjBGQEqCISMYYwQRwAQDBBGGHEiNAMKXDV+KCaGUQYSV1tRgl8V6ZjIKLc8NAaBCaNuyDZNRRgACCGNmMoopBsSyXNv2MSJ5XkKCL7Pnoi4hRhYxCaWmaVJCMCKD/lo/7HmWF3her9vt9zpFkbmet7IyWF9f73ZDx2SexwiVWTLZ291cWdsyLcvzvEeHj9I0cx3v+MlJXbVa6qbmx08eu65T5OVsPr/51NOrg0FVltF81ukFH3x0e+9g7VNvvLK/v7faW3v/nQ9Mw02W6XK+LIvc9RwEFPCAZVuGZUVpXFX5K5+4FWeL6WxMTUwYKooyz2pmsLwsWyEINZI8azj3e73js9O9g/0nDx/5gf2pH3nN8RhlSEqepyWGBhRsMcmURojgqiws2/k/f/vfEYqqMivixCWsYwcnj548Obv97sfvWqsWdNTulfWHDz8UVfLS8ze2Nwe90E6LNsvzNE4Hg1WlgGO7dV2dnZ1sbAxsl9V1vrPpv/DMS1sru72g9/RTT2fp8srBTp4lURRlWX598+rWxg6QUHGFFGrL+uZTN27deqYqFibTCOimblYHawTTDz/86N23f8BMsrWzYdmsqAupeFFqrVBTiatXrq2vb670Vsaj6WweCwFaDpaL6NHH90xMzp+cbK2sfeFzn+dcjEZjIEHX67z/zvtp1RwdHl472P/MG298+ce+5DlunGaUGst5NJvOPS/Y2toSst3a2JBCIIieHD4BCn75x77c7/UuhsPD0Wm/2w1c9+UXX+6s9AreOh1/bWPjz/7kT59/9rl33/7B+/c+qGCb1amQTREt+6ZtSlyn5aC7em177+e++vW2jIGsdtZXkVJXdq4+unfIG/7Fz33hZ77+04xQ3vD1wWqepIv59NatW5SS+XwmhNja3kZQLxazpm1W19aiZfz977/NmEWpU1SiqhShdhTNlvOFY3kWs6fj+XyyNJjpBx2gYVE0QoKqki3XjNlVLdpGLeaJabqD3kZTC5PZUtpxVGBE24bPJrPnn3vBMbwbV5595qkXPveZN1++9ewf/sEfRovk/OzcZNbXvvL3Xn7pNQKYRZ1Pv/6Z556+VcHi9OzEcexut/O5z/1op9P5zd/4zd/75jf/n//7m9EyfuGFp/78L/7k9775O1I333n7O6PFOBf1nY/vRIvF/u6OVvzb3/nLyfx8Z3+jlUWUzyWsiQmW6XQ8PyeGPhvOd7e3/tX/+D9MpiOMwYNHH+/tb918+sp8OXIcqiBPy/To9HFWJkK3s8U4SubT+cVoej6eDBGWLmWGxcq2sjybMazaOjSNwDAgF5K3FBOD0aooBW/73f7oYpwkyWKxcGzPsqy2bZGBNNTLOPrE86/j/+QX/tNv/c13Dcp8L2CEtTUHCjqWhzTJk0rUyvY8w7CEVHEcIQQ817YdM0mWaRpvb2+6hsM5393dWV1fH0+mSoPBYGDadqfbDUOfMZrnaV5kts28wFZQNG2lgeRCQIA1QDY1pJR1XWOE+iu95WJuObbrOkmaYox73a4UcjZdZHE5Hc+QJgQRy7QMg4ahB6FaW9uwbEtp3ev1TMvyfa+qS9uyJOeT8aTb6Q4GfaVUVddS88FaJ+g6UTKPk6UG+vz8vGlqTJDnuxBoCDWCmkCgZFvkyWIxA7g4OT6Mo2nVpGdnT9q2EqKdL2aDfnd7Zx1AVbY1pjgIfMM0CUIEY4KQZZi8akzDLIo0SuOmbTQEcRr7gQcwSoqs4k3RNnGcCgHjNBFSQqSLMq+rEkLNeQu0rqoqzkqlYVYVQTf0ex1I8PlonBdFnKRxmom6MRDGGLq22TR5lMwAki1vnnv+2f3dHccxm7Za21wDUP3Vt/6qaErH97b3t6M0WcZLDbU0gGkZl0nVycmpElIpVZbV/v5B1VRZkUkpHMcarHa7HVcpPp/NRheTsmq0hlwIXsl4ERdZVmb59sYmJQQCtJgv9/avfv7zX3zjjU/ffOrmFz73o1s7a9eu7d+8ec11neefff5ieLE6WLUt5+779yRXVV6//OLLH9/9eDBYGQ7PiiJ//rnnn7px490Pb3MEGqHGk7njeYTg8/MT00RXDvYugaYB9Xa3D0StN9e2+73e3Tu3uazGo+HG5ubWxp7NXAObjmkf7Gxd2d/6xje+6nhkeHEynY2W86XvhqvuAGGskFzmS+IQ0zHKqqxrPhxOws6AUOx4dponiGjHxn5ojSYnmCrC1HB0fPvOu5blG5Zx58GDuCzfe3Dv/vHRt9757ul8dPvBR37P29+7WpZ5vxMMh0fXrm0rVVJT7u5tYIIQ0m1bZkW8t79/45ln4yzO21iAUuNGa4ERMQ2zBhXAQqmWETKbzxFGcbaQsF1Gy05nPcnysqk0gNQwLMsSUk3GM8E1ocZ8EQ9W1lqO4mXKCFM1r4vKtRygwWw2a9pGSjkexRcXI6V007TT6TiKFvPZeHNzXSulBMizDFNclDUkuOFtWear/c6f/NEfLefLo8PjtlVlw4PQT8vU9S2JhCI6rjNsYK745va6F1rdXjgbz54cnUqNGy6rvCQSTodT1+nO5sVsctHvrkiJeau6vf75xbDf77ZtI6VglIVhp6l53dRN3ZimASFsG3F6cra7u2s7jut5Esg0SkTN66LitewEg7Jqe90VBJBFjbJowm6fUQYh0EApqebTeVNUeZL0O8FKJ9heWzsbnn784OMrN65OF7Mw9NM4skxGIKqKsmwl5yJJi2Wcn43mm9vXVjcPMHMhNQFmCCKllIaIGgYmrOWSGKaGGEB0eYfjkEuthFRKQw2IlEABpCGseQMwkFpCALW+FCAypRGiBCAFsVaaAyAxBgAChAhvFQBIKQU1xBhRSggmlmlSQkzTZIxZtkkJpoxSQiihlDLGKKbCMBiBmGJKMMEAEoJNg1FCGWWMUIwxuuz2IkQQQhACADBCGGOCMWUmRoQSRjCDEDLKMEQIIkIIwQQByzAcygxMEMKAGRQTCCCEABNiMEoIJgRjSg1KTEpNiBjGBkIME1NrwoWua44h0lrt7m3OZmnVCM6BlFAJnWdly5WQWiiNMJMa5UWlIWq5vAy3GGOUGabtWLZn2W7gd7r9gWU7hDHb8cJuR0jp+r7nd5hpAA0Zo5ZtmpbR6/WeHJ++/c6H0+kMQu27ruLSNcOjh8dlVu1vb4u23t3ddB0HQTAaDkPf29/dlrLd2dvqDXq7B/tBaHsOOzsZVnnxd//OVz712htf/MIXf+rLP/mlH3vzjU++cnZyNGtTatAHD+8C0K6v94HWyTIiiBzsXoOK5HHDa2gbrpYwz2vHck3Tqep6dD5a6a+lSWESmuZxby1MyzhJ08NHZwhattkxbI9aNiYEIeh6rmnQF154zjQtLaTW2HX8G0/d2Nrf/uj88cenh/3NlYYXo/GTeHm+u7vm+OYyXaRF0u2tdcJgfX0zjyvVYgO76bI42Ltim5ZlGgSjja3t05Nz23U2trbPhsOnnn7qD/7o98Ked3D1SpIkk/Phf/jTX/0v//k/+wff+Nmvf/2rP/lTP/GDd747PD9BGEwnM9Py07Ip6vLsfJQXwjB7daUQABBIILmsuWH7HjNFWo7Oh3VZzs7Hq4b/tc99ObDDDx88zHkjlOh0wu2N9TRZStkozTFD1CBZkY4mIyErgwAAxSJe9FYGf/Wt79y799AwLcF5EHjxdEIhMClZTGdlXh09OPLscBAOeN6WSXnz6lMAmCvh6s/97H/84z/+d4qi2t/fd6jxwfd/mE4X2XTZt5lJ6eT8YjKejM8nz914/gufedMk1nQ0ffbp5164euWg11keP9nv9j1M2rw4vxienZ+9fOvW5Ozk4ujowdH9NI7SKPnSF7/8L6k1egAAIABJREFU7M1nTx4/mU+nvBW8bSfnkzRKo2VCkImRGaeVZXuGbXEpoigmxJBcxcsJQ2wxW/JGllluWgalsKkrrTWhVEnEWxEvk7aVi9mizGsMiOd2gSbTSRRFuVJ0a3s3zyvGLKVAkuXLOJktlsdn54+Ontz94M5bb709Gk+lBGlaPvfM81/8wptxlH7zm9/s9lf2rhx0B0FV/v80vVmspdl5nrfGf/73PJxhn7Hmqu7q6qrurp7YIiVSoiLSJC1SsSArph3FSRw7cpAgcXIR5Co2giRADASGkhhGLFmRYlkJTUugZFIkm2x2N9lDzcOpM599zh7//c/jmnJRyvW6/rA+fHjf5ykOD49N0/7iF3/lvffe3zs8xIS2u+00Tz771murg6WsSI9Hh9gkE38skBCKAQIUAUiHrX7TcGi7XycGyMrAsolmILemr6z0zs5OZt78O9/5NiIyTcO5N9EMOvNmk8k4iMNOv+sHQZJkRVUVZeUv/Lws8rLQdEo0TA0CCECAxFkMMCyrwjQ019I1SiCChCAhBRMMY9Tt9ZTEWVZFUeb7EeOSCUF1DWskiDKpoB9En3vtc/jv/fZvf3jnY9PQdVNHCDPJFYCObWdphhFxHFdAOJ97jUZTcqbrZHmpFwUBIcR1HNuyj/b3Dg4PJuNxq9PBRAMIKgiSNEnSJE4TIaWuG3bNAlgmeRilPqLAcdxmq1WUrNXqTKcjBdXq2krJC6Ihw9IRQVwyAWWr1wiDKPbTKIizuCgKniYZ5yLPsjQNiY4B5HnF4iTGBD3b2wFQua4FoIJQBuECAKAU1yhO0vTJzpNFMHfrxuqgL1S5uroCAXIsVzeMc1tbSspGo04xggC0Ww3HMV995RYkajjeW98YrK0vAcB1nWxvb62uDUzT2N/fPRuf9le6ENNWp1WWRavdrLm1Zr3RarSggs16M0+rKE+5kHv7B0XJtrfOY01HVIfUOJvMT07HnAFWccM0+it9w6bNdq3bbWka3t7abLdaS0tLvcYAKnD+3Haj1YjiaDb3WCl8P8zTHAJ4Njpr9TqQIiWrrEzcpqWAsGx7ZXnJoNS29FffvP3OZz9zdHLEpUzzzI/CvMxtx9Es3fO9nMVVlRGENlbXTKIpLkXJLN3I86TIsqWlJdet110XQeDP50kQra9umKZbVZwQHCVRtMiyOOOcb2+em47nrUbrxvWbj54+qTdar73xxsnw6P/+w3/R7dbS3B+Nj3/wg+8+ffpEo0boh6EXNmqNpdaKZVjDk+HNWy9PJxPJWRSHuk7v3rmz8/SpWTPGizEEoNPq1myDUnn50qqucVGlK8t909TOr11Ionx0OoUAtDpOzoIoHT/bf1yw8u69e0niF7k3nw+f7Xx6/9H773303azygmTS7bddx+asWpyOzqbHdltfP9evNw0g8vHx8WR4ZlDj5Zduvn77lccPHu7vPjUN1O83mw2r0XI7/cb1Wy+6DffitYuba+eRZXTW18ZJ+MmzJ7MskjoRVP3y13555J3+5P13P/jwh5/e+9l/9J9883Off/31t25cfWG7t9wFUA1WV2utGtTQzu7BweHxPPCTIrJcLc3jIi1HJ9NgGgRJ4s9ntm4mYeF7CZcyZ2leJYZVi0OeJFUQ+kJICGAURhjiJE4Gq5tCQW8RWI4TBpwVVRr4/XbboGh7e1spGCVZllXeIuAVTNMijhLXrVmmRikWoqzKYng8tC2nyIp2p5UXOYIwCRd5Fk7Ohp1mI1iEw5MzqMjW9sXB6uqnn/60t9Tpr/ZmwTzO0+X1FSYqhBXRKEb66fH4+Giysb4dRYlBjWgehl48n6V+VLZqloaNLOWUmPO595zeWhSFFCoM4iwtgiAmmOqGlkSJUurCxfP+YrG1vU11LU4jIRVWkHBQRgVg8Ox0kqYFBNi1bYNqksMsz1mVY4xcy9axRiCZT2Y1y7E0WqSpoWkHJ0cSQT9NJFRSVXHoaxquOa6SIvBTVla9Xr+3tHJyOj53/spgsFXmlW2YCAApuFIKQmgaVhRGNdfljBOMFZdKCSkEIFxKVhUFUIpABIFCEEIkKYEVryiGBEMEIITkL5dLrCAUGIJ6zdYx1Syq6TohmmnZhBLT1DUNFUXKGa9KliRJmmVBGCRZHCdhGIVplqRZWpRFVVVlVUlSKYgw1gjWKdHIX9a/EMKUahZECkCoIIAYY0ohQgoCRDBAUCipICSYQoieR2kxxhhjhDHVKNU0qQTGDqU6oYRSYlrmc5EERgRBgiF+TiUnhFCqUWpqmompBiEBEAupyoojrBOMlWSCs3Pn1xknJ6dTIWGRFayqMCJlxYimCwkx0YRQhGgQYogwppRqOuOKS8C4YpViTOUFy/IqiNIgToI4i5NcSASQUVYginMICRdyPJ4/3dlbBNl8nqWZskxnZWW5SFPBVK+13nKXVnqrEKjJ6OT6y9fjKHRt69Wbt5p1Jwy8et2tRLm6vswlOz09+vhnP200mv3e8v6zPSjx/u7B9vb2+QvnhOAHB/vPzo5Go9O19aXlfts29brj+vM4jao4KHgFz07mi1loW7VOuwskTLM8CqPZZD4eTRy7NhvPsjS7+sKltIizPO60+sOjmWt2LaPBhChYXlW5qRt+4M1mI40SQzOiMGOMh3H8+jtvPNp99MnhUWe53+o2dp8+6LRqn/3c25qhHZ6dHpycBXFqma6S8uRo6Fr1mtMYnUyvXr7u2O54NJrOpoig3b1Tz5+eDI+GZ+PvfveHf++3/9P5YoI1pGn04OCwqKKjk4O7d++cHB9OZ6Nv/+m3Pvzo/YqXzUan01qxnc4iThfh/Gh4PJ0mnBmry+tKMsDLllOHFbTcZnw6VYuY5allmYN295LbBdMIcGH1m5Ms0l1HyudsDWw75oPH95YG/Xa/fXB6eOHKJddAq4P+o51HL758PYyTyWzx5Oluq9nZ2tiYjkdNy1qu12I/QIpMxvPXX33zN3/j3/MmHi/Fam/52sWrVy/dmE29a9eu/uTD9/6H//EfjY4Pzw4Or1+4eO3cJZtqW83OX/va199+/e27n9zTqLW2vpVm7JM799fXt/7r//IfeMPhwYP7L1+4Ygssi6JWcxlgUR4rXvlnk3A4Hgez6Wjaay6xXMzGs3t37rzxxhuWYdiG/cLlF3jJoiCJw7KqUMXU0uqybulOzUIIC6aqvEQCQalVuajZTc6EaZirK8tRnCy8UAFCCEUQRkHsmDZBJI1y06pFYRr4cRCmCOkI4apkaZpLhaI05VKkefbsYH+6WDzaefK1L/3q+QsXHzx4GEWxbujr62svvvTiD9/9weOnj5I8Jjp+9Pj+/Xv3S8am0/mznd1nu3tFUVSiKso0ihcmBY1WzapZSMcMsEa7ISEYrK85rfqz4/04T/MqL0QhEHdqZpyFjBUv33hpdWXl8uVLRycnEINOt4kQaHVbK4PV9c11roRm6kxwy7Gzoqq4kgpUFYuixHFrzWbDcWtYIxWvKs4LxoZnp4yVk9GZoVMIlWEZWZHnVUE0Yju2ZVlZxspCxHEpJRIKSQURIRCjIInTnJmWowB+6+U38G/8jd88GJ+UrBqenuRlmmaxUryq8qJIHdfUDcRkGYVzxrJ+v22ZJmcsS1NKdcMwT45P8zRx3Zpt28fHJ1EYU6oVeTkeTbIkKbOcIKgUg0ghrCBUFSsIRqPRSAouOA8Cz23WsjJVQAIoF4EnFJdA6JaepFFRFnGc5QXLS5ZV5dLyCiKk4jzJUiaFUooJFSc+xFIzKCFo7s0wRY5t5kXabNbfeut129LDcJFl2aWLF9fWVqsy9xdemRaRny4mQdNtU6qtrKzahl3lZRCEmqYHfuA47qMnT23LnQdzgFC703u2t58XpW44c8/3FkGz1bYsO4oTzsRkfHZ2OozDIA5D09S67TZGRNf0wWCwee4Sxvpk6k8mC0qsyXiRJcxfJFlSskLmSV6VZZyEh/v79bo7WF3FCAkh8izvtLumYS53lvI8nnozIfl87gkhoygxdJ0SUqvZUkdHi5HddO2m3Vtdcho1CSAhJPACf7aYjiaHx/vHRwfj0ZmmUYwQUCqJ4uHpcDadUox77VbddNtuI/YCIuDxs31VsiJOMBdYgfnZGVDq7sefIoFiL2/aPcVIza6xMnds3dBUr76kU7K9tu3ojqW7vJS+H4xH46Pj3Xd/9Ofvv/8DzxsdHu1QKgGQ09l0dWWNICq4mownUorHDx9dvHReM+h4PJr700/ufHTh0rmNjUGchgoIneDjnWct06FSTs9OXAtppKq7qNO15/MTXkX37u9+9OnHFasWkZcUYa2p2XXt1usvOTUTUlnBgNarZl9f3Wo5HW2w1Tl3ZX1lrWuaRKkq8KdcpTP/ZLlXt4AMjo7S4/H59vJ/8OvffPvWbRuThuk8vX8/8jxVsSovfc+fjedBkD55uDc69TAycz+cTqcVqwaDAcEYE0x1jHV6PDrdPz4UOOssNQ1HM03tRz/54e7uM8bYhx9+uLuzv7OzdzZeHB9N9/eP0iz1fU8IXq+1EbCqHOexKHKQxRxyTKHhz2MFNE03c5YZlomgHgZlluRFXrabnSIv0jgt0mK5v2oZ1mLqKaFm42nFcRDMLVsDmK1uroRJKBBcBAlElGBzbXV1NBozJmzTplRnFb9y6WpVcIqNLC0xIJ2mOzoaZovo5asvrC+vZFmma9rNGzdZVhKlDvZGeZI0HbdIU3++qDn1NMl6ra6GcJYkHMDj6VwpxatCARFEPlPKz7KcC41ose93em3HaZyejRnjRV7YtpPECau4kiiOMkoNb7FoNluCS84FRvTsdEKIVuTl2dmYYBp4oWPUwkXiWs2y5LplBnGIMMQIn56cUawrIbMsJQQZpua6LoS4319uttrHJ0PXrWu6FsSxWbMRhZoGa45ec6x+vwcR0C1do3pVFUkaWZaxvrb+zjs/p6Q0LbpYTG2bahpaLBaMlZqGa3UHIaBrGqXUdW1D0yzTME3TMa1+t2ObxLKQ62iWpdmmaZq2Ri3XsakGdV3XDaLrVNchwYogZOom4KjIRFWmVZELkcfRhPPFfH4QBGdKVkVeCCbzMmeyKKpcASmVFFKUVZmkSRD6nj9f+PPxfDoZTefT+Xw2nc3Hw7PD6Xw8no8XYeD5/mLhBUEYx3GUxHEURVEUJ0mapnEch1GUJEkU+UGw8IOF7y+CYJGmURj5URQkSRRFQZKGSeZHcZRlWVXxsuBFIZSEAMDnInSMMCEUIiyEYLwKoiBOgryIFWCEAgwcy7SeH48n06DkXCpZsYIQCIG4dPH86ekpwVgpXlWl4IyzkrGCVQWrSlaWZS6qgpd5VeWsKlgSpWVeZWmeZxUrRRRlUVT4iyQKiyyrFl5SZLKqoGN3KK67ztLS0rl2axlAGoQFpQ0lzCTlEJLB2hoilJcSSkqQ7i9CXrKa6ypVPbfERZFXVYVluc1GC0CsUZNxNZktXrx+o9XqxFn+b//ie+2lZq/T4lVum+ZgbXB6OoGQ+kGcVwxiUhQlY2Wz2ShYOV94WZ4KJVYGqwAhocRsPtta27h06YLve6xgkZd2a8tNs5WHmTee5HGka5iJbG19KY79drvBhZBKIAijOKQ63d1/Ngnmm1trQTDvdTtVWQzWNqWkw1MfKltJQ3Eymy6CIACSZ2mkIJtMh1yUEIM0T123UeS5RvD62sb2+sVwkTTrjY8/+sDQ8OnJ6WIWLg3WoziFEFYs3zvc8YPpuQvbFy9dvnXj9T//k+9TzYYEdLrNqsod215Z6guR60TGod9vL7tm+5u/8bcvr128ff3Wr3z5yw8fP3INq1iE26urMctGsfdw95nt1L3ZTPBKAN7utOrtBtLwbD5HEqRh1O72AYL1RsO2nd3dA8euAUEopLJS/XZ/pd5yFLl88aqU6vLlq6uD1e//4Aez+dSy9SJPvvWtP754Y/sHP/4zQIqf3XmvrCLdxK1W/eatG6ZlmLaeLoofvPeTSbDQ644g4O6D+092drpLy2++/XMHR6f7B8e/8ZvffO+9Dw5PTrevXjsNfK7Rdr9fFcVv/fVvvnXrtfd/dgcK/IVf+KXxaPz+T9976zO3iQH9YI4J2NjcMC3z0ZOniFI/DMIkCEKfUBgEYZkzXsEoyG2jRYjNSpwmnDGYJqVhuJ4XMo4cuxXFaVmWGFNEqBAgzSslIWdAKSKEKgpWslIqiRD2Fl6aRVLyKA7WN9Y5F7dvv04Bi5MFoarba5gGvvfgk+9//89Ohntc5HNvdHS8O5odWDbd2FguimQ2G0EobEvrd1usTB1Lp5oyLG00GyVlFMTReDrlQp2cjtO0VBIVJQuTpGQszVLdMGqN5vLqasH4aDrbPThSCBelCuP0bDQdnp612p0g9CeTcRD5Xjg3LM0L5kwxzSBFlTmupWlkbTCo12v9bjeNkyxOJa8ohY16bW1t9eqVy0v9vhSiKkslgWM5frCQCgR+DBTOczab+UKCoqgQIhjRNC9YVdRr9SgMP/faO/g3/+bf+JPvfodoxLLNWt0yLK3Xb+VZiKlaWmotr3QcR+90GvWahZACkqdxEgbR6PRs7vllUXnzkWEZhBLGqjRLdY0iAKuioBibVOv32/W6petUcEYodm1LCE4pNjRiW4auoTgvbdsuyiJJopXVFcGZaVknw6OFv5jNZo1Ga2lp5TmZZmNjI82Ss/GZbtBWu4UJBgB0Oq4UHBHZ6TYJga1WXUr2lxi2xeTkcN+1bMPQa46jEdSouRomFNCtwfba8qZJnU6vG/r+dDJN4rgsSiF4u91OkjTw/dl8PvW8xSIglDLGp7NZmhaaZlQVp0RnjCdpGsxna4MV29IPD3fLMjN1DQAVBmESZxCT2WLx4/feD8IQIRwEoZQqS/IyK9MoZXlVVcXp6UlRZGka7ew8UYqlSfLo4YPh8cnB/j4Q4p033/rTP/n2P/hv/ivDMh4+fFSWfDqdrq4sdTpN26B2zTQs3dRJVeaL2fT5zhoFURLEk9EkjeInO/erMjd1fTodz2cT2zCBkqZOEIJxFGGuaqaNuDo7OOnY9V6jRaHSAPDG45purHZ7rW7T0szVzmoRC1FgAnR/vnjx2uXBoNVumuc3L3nTWbveYjnPotKxa2EQdnvNlbXW1atbuok2Nle+8IXPSsU1SijWAi/e3z9aX1t/8OD+dDxqtGqf3v04K2KpGCSg3W0JWcZJSDW8dW4z9VOYIwOZFFCN0uODvePh3mc/96Zla41WTUE5nyeHx4ed5aVLVy+6TetkfPhk775mIqduCJAZDQysar4YmY559+G9nBejyejZ7u7jR0+rgldFNRwfzibjyxvnLvQHNzau/vIbn3/7xlujo+nv/JN/+vjJsweP7r5++7V/+I/++6985cs3X3nl9u03Lly4UqQijaut9Qt/9+/8/S989u1f+fKXiE76S0tRHHPOm+321vnzTr0eJml/rc2kOn/u4vvvfzQeec92DmazME1Es9bPU6mAPp55UlSuoxMsTcuyrDpSuuAaArq/iBCnruM2a3V/EWFNJzoBVF578XLF+PB4pCEdcFhza3GYAAklB416M43y/Z0D16pVedXqDABWnje++ep1CeX9Rw+mXlBVolZvd/srZydHUGFWcl23eSmbjTaBxJsFSBGKDUq0aLbIgzyZp+tLG8OjUwJJs9Z2DMcbTe9/em8yjuqWrSq+93jH0a2zk5Gt2zWrdnoyLNO0hLTRXzo+3HV0tNxvF1UZ5MXa9vmKyZpll1E0ngeU6mXJirziQrRb7cAPKdEdux5HeZxkCz+wHWc6m3Eu87zUNTMKkiwtirzyvAXLK5PYJq1RbGV5keYxpqjedAM/hADzUmmUcl4Iybq9DuN8Pl9kaZnnVbPRURItommYxkyy1cHSs6cPO00HQ3733p2iLCzXVhWzTDJYW67XbMsxWFX83u//c38x+/jj94rcj6P5H/zB7z55cqfbdasq3t19AGAZR3PTJM2mVRaxTg2o+MOHn1i6QjCHqqiqAkEYhwlGWlkWAAGppJJCiEqKimJFkTI0SjGtua5pl3v7d3Qj+9nHfxomz2aLx56/n+cLoKp6zbYdCxHSqNeXl5fb7Y5h2JRqz5OvEEKqIV23MaYEIfT8fAAFRJBLVTEZxjkvqrJkRVllWREnaRDGURhFcRLHaZKkRVHleZblRZrlaZalWT7zZkVZZnkeJ2kYxVEyD8PAX4TzWTCfx5PRYjr2gyAOwzAMI38RTieLyXju+xGrOACQaFTTKCZQCJ7naRLBIiu82TyOE8bZbOoJJRGBUvA0Dd5+660Hd+8jAHWqQaU0gqXgAAAIAAIAAYixgRHGEBNMMCIEa4RgCLGSQArFBeACQfS8n4cR0gRHGJsIWRDaEFpUa3BJbLslFe2217e2r1lWM8nKr3391w6OhjqyqxI6dvPihasb6xucVWWeT8YnUey1m06j0VxeXSurIk2Tx08fF2W5vrm2s/vsz773nYLlSRbv7DyYzSY6xW+99Ya/CE6GZ1lWjqcehDhOkjTNJJdOzXXdRlWxME4Yk1GUSgU1atRrTccyHj99zDjXNcs1m/GiEIUUlVCSL/W7i2gqYbl9bn2wvmLbpmGYFeOGaXIlHj5+aDt2oQpCoG4QjJCuW0UmPvzgru9VR4czJcw8ZxhRBcTSUuvyle3l1U6chEkWI0yns4UEuN1snt/eXO4t7T49soxaEkZZGs1nkyIrgMQvvvLGaDR+5dVblIKDw2fj+ZlhmYeHJ1/90q/dfu2djz7+xAs9Ict2p+G6VhwFx0e7K8v9jcHmz731+eXelkLm/tM9p1bbH58+OHz24NkjjaDecge52oPRbgUARcbo7MQwqR8tVjdXzZq1CBdxFL98/SWDakeno8ls7jZqmq4f7B29+fpnHtx93HRaBrFkqUSQNqgupRqORpXkdx/dMyy95MVoPFSAXb568Xs/+fOZN6pAARAfbCwnaTKZjn0/+Oijjx8+fHSyPzmZTkbhfJb6YRkvkuDB08f//m/97StXry8tD26/9Zl/9i9+/4OPPumuDEokn5wc2e3m6Xj09NHjxPP3Hj259+BRw3VPhydpHgK98pPJaHbYWaopxE+GR7OFlxZ8MpsKJfIqv3j5fKvVdCx3OvFZDjA0OBdFwVynrhRkvIqSEBMsoZJKCSUZq8qqNEwnSYogSAQHUkApkQJIAex5YX+5++abb25sbFiWkWbx6urS6uryCy9cWxsMLMv0vKNHT+4STfX7zSTzX7x+aWNrBYBKyqLRtBQo63W906nfvn0rTWPHNtZWlpRgUPFuq2mbeq1jI4oA5FESF1XhLfyqUhDQNCooMsIwnns+56KoWBhHSoEwTvYPj0+GoyTNMTGSqDw7nURRmhWFUsoPAkIx46Vbd6I4kFDU23XLNpTivX4nT1OCMFRqeHLiTaYE4V6vMVhZOre1udTrYqQ++dnHeZo5lh2H8fHhsWnbGNEkKaSEjVYnCBKNGkVVpWkmpQIQGwZxHNsPvC++84vwzuOH//SPfs8PFpZrWLYmFScEFUWW52m9XqvVamlelnlOCZVCSi4FV0EYY0zjKLEdt91xPT+UUum64Tg1VvH5zINKKSFNw2i2a4znhmkQDSMMAFAASAUkJcSbz6MwHi9Kx7EFZ/PZ7NbLNxfe3Lat6XRWVgWltL+8UlaiKivDtNI0RYjajl0WubfwGKtaraZlKUywW6uPJ5PZbOa4TrPRqLs1jOCznae84lXOrl9/OQziOE563a5gXAnYqLcVh9OpJ2nh1twkSdIsEVJwzi5cumCYBsZod293Hix6vTaAvNWuP338uF5vIWi4Tt0wrTAIlVLNmtHrtwAUUey3W608LZSA49PF44c7S90VbEPTMJVUCOKyqBzb9eehFJJSvSrKSgi3Xgsjf7C23O23qipP0uTo4AghvLG6IYQ0NWPuz6+8eM107Ec7z4hu6roWhT5jOcHcwhhXgmAkpAAExYw1e90kL89tXww8v9PqlMVMSqlr5uloTKmGIHnuttja2nr69IlO6WBlkMeZjikB+Nzm9o/e/WGv37l580ZR5o8ePcow+/nPfp6XcOfRwb27jzEiTBT9QePKC2t37v/s5NDrdZZu3XzjJ+/+LIkL0zAhhu1eLUgmL928GsdJo96yHevdH/0IAGxadcuo7e0edTtdQvBSvwcQrNVqw+FwPB6naXr79dcfPnxwfHyEMRaSa9AycL1iVRgFfjQ3a9gLTr/4lXcUzP3Qq1jJErp/MDTN5osv3DBtOp0NPX+oG9C0zFarU8nKcsw8qZbaKx9/dAdTYrvuytKqqES30ZdM5mlSZeXPv/FzG50VGxpEkCQud4en1K09OTwYznfLqrh45SIg4NN7n2i6PpvOWcGyqFjurUyns+Vl16zVPrl317LdjfXNLM2UUoZlrW1upHnOYDw6nejEnI88VlQEo16njRBaG2wcHBwBrBbRdHNt+fq1Kzu7T0omwrRMC6lpNlA4DKJg4UFY2rZm245E5Gh8eO3GNqSlbThJUFqkVRbKMs2Dg30pBILo/PaF0I/mnl9kpWM7EluNpr0Iz1ZW25pOvYVXlRJAUlWc6DooCwxpkXPOlGUYtmXYtnFycmBohmVaSZLiAn7hC7/U76/WnNpkdPrk0f0o8E5PT8uyMgzz3/31v3V8tM/y7OrVS+cvnP/+j3589/FjP42jLJxMR6BubV46x4PxixfX17fXH+zu33943HK6PK40pJLQb61v+4tFFIWCc0ophsi27HqjwZkYj8dGTW/2m3mWzqcTXdeXl5YWnm+bTpmVUZQURemaJgFm0+r5XoSI4iBVOjt3YbsoBGfoaPdoaamtWShKvXOXzikI/CDO02oymiz3V4o8Jw7LywIg1e+3WJV26uZ8OjIt13Lqnh9Fk/D6jetzb8EVFAL5i/zoaPTqzTekkAoITFBa5rquLa8sKwmCMCaEAoCUQGtHV0I4AAAgAElEQVSDjSIvDbr8wgtX/6f/+R++9NILX/nal+YzL8t5nivDaAhJhMICQAAgUEDIEsJK10CaelJUNdedjiduWy38MyaCRXCkmxxhKQWyjH4S4l7n3Msvf7Hbu1hVghIjSfKF55dlAREAQErFCMFQIQAAguo5hBtBABCGWJNK54JCyYQQQggpJFAAQiClAkABpYBUGOOyShVQQggpJQRQN3SEUFlWnHMIIKaVUpAzxSqlFEIQAwghlFKWQjIECQQEIUQI0Q1D1+lzPSYASsHnWF1X8krxQkkGIMiKEusUKAkkU6K69fLND9//qWXaXAiEsBACQiQBUEBBAAAACiIIAAQQAYggVEoBKCGE6vkrIpwrCJVSUqnn0nmpUcpKTggxDKviGGEOQF5VcVXlGCKgFISMUqXpQAMoiaM8ixnPVpc79Ya+utY5Gx9iKsazYVJkkCJWFXEcJnHsus1ee5kz8PDB49l8tn1u+/7dB3mZfv0bX1NAPnmys7NzgJBZlsKynLX1jenZPFokzUaz1e3M514SJ3lZ5XmOEbl581aWpc2u9sHPPtQtvd9fgoJYxLl9642vffUrf/hHvxtnPocpEzGmGCF4fHwKFInDvCpEza4fHR5cuXIliGeO45g6nYxGURD2OiuLRaSUwRg0DOdouC9VubHR/YVfeJNQ+PTpzqPHz5Z6GxibplmDEBVpsLzcTMN4Mc/ajeXQ94pqwUVGKb154/bxPA0DzzEJVFVZpcPTU9up23arWV8qM65Zmt3SmUh39x5jjIqsSsLotZuvihJUKXzp2mud9fWT3WfXX7j8v/6f/yRHpe+Nf/7mrUG9dffxg5jKhr10vnfBcQ1M1fsf/wQbGGhwNBovdXqtWisN493RYuFPB4NlCISo5PWrLx8/O13pDBp2gwDUJMhE8vvvv5cAVmGQSXbp6qX5bNp07eVu17GsRVlOpmOqEUzQxvrg2ZOdyI8szbp145Vf+vwX/bPF/aePGZEfP7x7MDzOs7xTa/7CZz4/PDg93D9857O/cHZ6Njo5bjl2wYqRNwYGXl8fWBCXnq+SQjNd3TITlrld53hxcDw5uHT1QqffGZ/NyoIpZDGFj09OPN+7eOnCi9dfyNIsifK7Hz8mwHWseiVjfxEBSaRQvKqEKGs1C1JICCmK0jDNoigIpVyKPC/PbZ87d+7C4dGx5/met4AQvfO5m6zkeZ4Rgg4Pn7300jXHNquiiuIsz8rXbl8qsrzdagEFbNNq1Gs7T552Wu3nUNvj4yPD1JVUgoNbL9/K03Lnyc5gsGYZ5unwVNM0prM7d+7UGg2IUVnx2Wyxt3cCFKbEtC13NJ0EcfCNb/xqq1nbefp4b3dnfW1QVUWcpJgQSikB+ng6NgzDNA3XdWxbZ7yM07DVbhRFVm/VK/a8squazVYURPPZ3NCNOAxXV1Ysy2q2bdd1wzAMw8A0Td8PNapHUYIQWXgBsUxKtDjJy1K4taaUoCy5H/i2ZUEET0+HtktbzRYh5L/7u/8t/PTh/T/6zreFrDABw+GB7RoVywlFjaar6zqEIMmqhw8frA0GP/eZdwzD4KwqWTmdzI6Oj/pL/aJkum4AAOczz7IdfxHwijmmbWia4FywUkhOKZVAQijrdVdIUVUlUAoC0Gg0sgoUeU4JMQ3D1HXBOaUa54xQAgEYjk5rjRrnnGAKIAAQEUo4F0VRGrqu67qCMsuLbrePiP6csKhR+pxqg5AyDSPLi3arbermwd7hB+//LE8KQ7ehJGmSO45TID8vi1u3bj55+phSChAoqjJJE9O2uGA1p+UH85WVXrtVYxUDAB3uHSsJMSJU0whBtTrd2X1cbziaTjCBeVY6Zn06CctcXr54tYSe53mhH9qWDRRsuA0NaxfPXQiD+OGDB4bdgEg7HQ2LKn3hxatcsjAIiqKgWD/YO7x86UoJSm+xqDfqhmlnaRFHqWDs+rXLBAtTQ6vEuNpcEVJKiv0y+8njB8LSc6h0202yPEuzlgN6vV4cJQCiOEp5JTDBEEBMsGmYZ7NZr90dDc+yOEnDyNT0pX6/Xq/lecZ4NZ/P68tdKXjdrSOgRUHWaHQo1bIioQYsWYaoJIj4i1Cjlm26eV5lWakgMG2bc8YKnid5rVkDAORlIThAhJqGufP0SVll7XbDadbr9TpjAgBYFtXz37QoivX19SSJoyTRTXNlZXk6nTiObdqa61BiiDiZ6zqq1SzXWFl48dHRRNPtoqye7jzqdRsvXr+y8Cav3LrJqxwoNT2bDwZbecmJTuM8sR0bSDA9nT649+Dy+na91pxPZk8f7YzPpltb26+88uon9+74YYgIyct4Op8qJNxWDWqwrIr51LMNc315ULPcMq+UYQKKuZSapj17vNNpdBpOI40zw7CDMCqq4WCwSakRLmI/DKXizZZju1at0Xiy8zTN0tWV1brldButKPY1Cx2cHDiNel4o3yurAr58+xIXUa1ue57/bO/YsG27rp0Md16+en16uuCcUsOdTecEE8euuXajLJi/iHwvVBJiTDFElmNmZVaxkiBCIXJsMysTooPeatOfZnGUxVGJobbUW07TsCizmmP4vqdp2vnzFzrG0l/75t98/9M7b7/59v/1v/8fHUx7rqnr2j/7w9//O//5byOl/tUf/sua7bimfe7clS999a+unbuwSNPf/YPf/Zd/9AdH8/2N7fYXX7/ZqJN3732yqGALL5UH8ZXB+ZLyBU7t7nKRZ7Pp2b27d268+HKRVVlaUKpjgtI8ZohtnF8vi+LgYN/QdE3TNKpfuXzt4OAwS/LpdHrp8qZlNMdDPwlzwySYMssluqVnJc9y6c+CjcFAt+B4OhwMlgSXDbepYePhnYeb6xuvvvLK+w//4sqVy54/Pzk+PLexkidzJIVl22GSQqIVSaGUqreb1DD6y2vePF54CUFaEkbzydhtaGadaIZmWpYEyrLd4fCs1ewWBTd0O02yvUdet9vp95fiOMaYBn5smHYQJq++9vrCDy9evaWbHSAJUEQpgCBjbPHw0QdEy+pNzfenZSkm05Ot7SWhoiAaUU0RoschM/VuVRAg+6/c/EWEKEYUAKxRXSohBEdYVVWOECjLCCFEKUnTuGKVrhtK4U53vV5bFVxHGhRC6JrGGNc0WpWVlFJwnqXpcxCY4ExKzhh7jqRVCgCAIMRKPk/ncimYkBwTqRRDCCrFlQJAQqUgVDpnAEIopBRSIoS5EEBBBZ8vzFIKBoEkECghMNUVJABhKRVFEEqhUS3Pc6ppCgAlFcJUKQUAVAAIIZVUinApJcEYASiE+P+BZYBSSjRNPOeOQYUwREABoJ4j0iCEgguEsFK2kOx5luC5lEJJSTCAiCMEsIIYQ41iVmYQMYzEZDrkImE8rzdsgCtMRJL5ZRXHiceqStP1tcF6VbF2p8U5DwMOoaIURqH/7PGzk8PRytJ6u9lt1Jrj8VhKkhXCMM2iKGcz7+Lly1VZ7TzZmc88x7YHg7VLLwye7e1tbG8fn46BxFlSTk7Paq3aF/6dnx/Ph4E/K+K41+8E0SIv2MlwtLV5cTyaPX3y9PKli2VZttv65uZmGAStenPnyU4cZee2L56deRtrW4eHx8PRcbtT3z632mi649koz0pdsxHU8ryiVF9a6idJ7Drk/r37/daaRuzxaGi7aLDWvnbthf29k5PDbHW1rxHgzcZno7NpsGh2Ou1+b+5NWs3aK7dvCSXe+/EHCpI0ybY2tpvNhmOaDz59NB97q0uDleVeFkedXqPAjDaMyfTs5YuXr26dPz07+3++8yeX1y6TRH35a1/isPp///xfe5k/j/2Cya3BZhLEzx4/49A1TdrvtcJwwQp2fv0C4qSIShPpN164fri/s3fwpLO2UkA5S3yFgWkbdcdp2GYWhIoxt3X+7GwYBN765qrkjCBoajpBmFeMIAJIrgjtbWx870fvx3mVhAkFiCi53GlrGJqWLSXotjv37tyhhjbY2sirKkmi9f7Keqvnj6aEOWmZlYBhFz88eXjuylYpKo0YVQVCL6W6tne4t7zav3nrJW8xX8wXnXY/icrj/bE/z3glTZcWBWOlRADrmqYbeHm5e3JyVDImhcQadmsOAAAjDBG+cvVaWbDFYrG7u18xdvPmLUMv4iTJssy17VrNXFrqlEXmeYssrmpuA9q81+158zklFEMIAZhNZ6wsm40mAqAsq0atBRWGAK0PNtrNTpGWvOIYwOdzoTd0hBDjrFZvEEqTJFECmIYtuGg2WofHxydnp2+99ebw+CiJY8cxqrJirOwvLwEAkyQtq8o0LU3TIERCiCSJdZ0KwRUUEIAoCd26pWl6VZVRHKV5alkGxEACwTkDSiECx5PRjRs3OGca1cMwnk7nk7HneQFnyjTqSZYCACQEFav6K/0oClzXEoKdnQ3n89lgdcOx3Uaj+fd/8z8jgosf/sX3Ot2WW7NsW3/ztduOayZpJCTXDZokydSPep0er9gHH7xvW3q/33Ycs9Gi9eZ2kkbD0xNN00+Gp5RqNceFEBOCMIFcZBoljklrVsN0LABlxUrDNCilVVHW6w1CKIEEaQxC6Fo2JQRIpWsa51zXdQUBwpCQG0maSimzLIvSOAyDRqOpFEjTbLHwuSjHM391dT2Yz4pc2LZrOs7Mn9i2DZR4/fXbTJTf+jf/Oo4jy9CRwvPZiCLDMq2yyvpLTUrpKByurHYePflISikUmsymiCBMSN0wTazLMqNIDQ/3DHIuWARKQYtq49GUErK2tjqbT85Gs4W/aLY2dU3b399z3cZkNBMMhEHKWEFMnud5u9UiBO0+2zM1o9PqDo+ParWaZWtJ6kdJnmZhwfL7Dz52XYdSOh5PTcO+ePEc42XAQ6mJhMUK8/libml2v9+smyQM/Nu330n2h4JVm+e2C8H6Brl//GzBqyRP9g/3+ssrYeDJUmo6ioKYYE3TdARREPgQwizLbNteZGmUhwSgCrLmcvvl6y/tPH0alrFQfOrPAAZ5lQMozryo3Wos8jkwqsxjYZTXanXOOTaSbrcrcBXkcVx6RSGKnEuhNTguKmFgs+7WT46OK17opqYZet0wmq3GYH05zyPbMXTHGk/PhJBRFBuaubKywjkfrG0FQTA8PQ5T7813XlvbrL/86jmWlz/+wbsdd/vK1sXQr0PIhCgxNU6PHo/PZmUhTaue+FU8P+WJ2t/fhaU+6LXHx8PT47PoQpmXxfbV80G8GJ2cHR8f53Gx0l/uNvsIoU/u3PWjKBN5jstnp0/Ho72dBw+//le+jEQtb7XDMnT7jRJWq1uDRrPhed74bLLU6R0fHS8KZZnaZDxSjHuB13LqZycngIE3fumNb3/72xXzX/nFL128eOV/+cf/+OL2FodlzqMLV1aSPIc0W99a+cxrn919fPSVL/363t6Tf/77/9sX/8o7H378nmO2rKXmwc7YX0whyC+cX/vjf/XHbn1pMotWVnufff0XszB55YUL0yB4vL/b7NRazS5SeHQ2S+I8S6vJbNZqdT1vrimRFzXOQVVyAwMJiPQjpLEExZhmRLazKKNQq0pelVUcJ2WZ3bx5nZXF2dlQSvn04PHv/N7vzMvi8fBpq0Yauv7rX/3quz/+wde/8eW7jz/Zf/S0ZMXK4Jw3DqQC3/vej8j7n6xtn5uNF3/1q9+wakyU4+MHd6oQE4TzLH/89N5G2vjCL77y4fGDB6d7F9qdKJi1m+6Frc3lXu/Jo93R6QghePvNVw8OvMsXtwZbAwCA4OV4POYcFXlxeHiAMSEauf7SS1YNePOwtVLHFg68WbPmUF1zarX58Ynh1gfuwK3VqipJi9yynPl0bjT1s8MhS5K//o1fff9HP+7WnGg+21gZWBD/h7/1zbV+05uNvvWtb52OR7/69V9DCN25e+dkMjo4Pj46Olld3ZS81E3Ny8LJ2bFOu9evX1+EfpGHmmWmiddsmoRKWFasUo26/ebbl8Iw4ZUf+vMwyCAkvX6/29Ynkyfj8chuqO7ydpliVlJbr1dVVa/j7a2tub8794YIM4pMDDCUJA7KmtPtLTUePXrUanZPjk4pcS9f3NbIjHMpBErTPM9zIVgcR27NCkMfE2TaglJaVVUcxwAAhGgQFobWWuqf21h7gVGOIARKmaYZRKWUUggBAdQoTbLMMAyAIYBSo5BzphFNCKkU4EwxIQ1qSCCwrhSLOYiESqJgrmtUcKCE5jgtybGu2QAAwYWuU6AwBqAquUYNBbCUEhFGEeZFblu2kCDNSqEwAqgsK4qQJAppSoASIQQRoJQIIZiQlGgIA0L0QkINoSLPJRe2aXMuIESMsZIXhD3PJ+SsYgAqCKGmEQDk8+6dEEIppekKIIkRkhIqgRQEAGMllZJIKSARYAKUTAClEaQhAw8GbQUqLllRJmUe5EFYFRVTQFSCYtVw68GCF2WOUYmhopr13k9+5DqmTvDayma/PriwdeFzn/ncwe7e06dPG60W1Iw/++6/VUIc7j/UCPP9gGKik+rt229WZflf/K3/+ORstLZ1bjSdQ6x98vEdBeTyev/7P/4+z6tonnvjYHoWug374Oh4fX3z5GDkh5HkMImztfUBAHGeZZcuXhIVBxC1223TMhxHm85Pgmh87vxgdXVZ08l4PNWN+iQY9vu9PCsxofP5DADu1lp+GG9ubmeJiNKMS3HtxeuaIfcPD89m8+Hh4pd//nNL/c6f/um/mU8D261dvvziLJyVIjIbzmyxlyQlRDBPlLeoGD+9dtkZn535cTLYWqvVHJOWOUgwMpEs9x7v5mXxUZh8+v7PlpdXbM0+Oz7a6q68++6fr24PPH8S87y/ssQUpqYVjxfDyUynrHvpfKfTG56eQqGSLA+98OUrL4myevTsflrF2kpt9drm2J9T6EZx3G41b730Uhkn8WLhTaZnp9Of/vQj26BA8gsXNz/9+Kdbm2sYgX63l6ZRUkx7y+sn4wMOGNV1zRBHu7vnNwcXrm32u7XAX1BiLOYL3QWQSEXY0dGBEGp5uR/KfPvG5Re3Xj4+Pf7euz+IsrS7tLR54eIHH34AQJnFTHAMszLPizwrRqfjLI29iVelKkuq+WTW66x89au/+v0f/fDenQeW4V66cOVsOOz1mgbVBFOAA6VQHqdFGum68byoM59MkyTJsqLbbioAyjyJ/XkUJXmeG6srwtCO9o8RBgRqaRydnjxTFgbX3P+Ppvf60Ty98vue9MvhzaFyVVdV554Ow5khZ0iKHJJeLoO0QRtgeCVBFyvLlmzY6ywYgiHBEHxh6cKyZAOGHLC2AS+0kijtUlouORxyOLmnezp3dcW33px+OTzRF706f8Nzcc55vufzcZy2Y1ovh9hadSNYBmVRWJbl1wgtwGQyX86Wmta5dHGvdIrxaIwBJpjQomSpAAAIAcdRJAQHQHHOCI7+4q/+WrPZ/IPhH3b8zsOPHqRJDIGiQYEJxBiPjieU0jAMJQZKKcMwDd0qitI0LULIS6W2qRuYkFKAmMW6oTlm3STuaf+ks9pknE3ns7zId3d3iWYpgAAko8k0z8uS8pKKWr2VxHmZSQINopMoXRZlulyMKM9KOl9fW9nYrK+v+o3a5mQyy9NYCAHvPrz3P/2T/3ljY9U0tKJMqlXPckxNw1ESEZ0sl8vPHz1XUl66tL++tjKfjldWmlLR2XKKCRgOB0IQ07LiONnZ3vE8fz6bLZfz1W53pdv2HbfmeTrRqlUfEsUFTdNUSmVo9sHBcc2rY6y5PoMACCEQ/LMPLfFnnmIbQAChpuuWUCKKAykEFyyOYwBgUbKioBCi88HcMN3ZLMLEev7s+M23voogLsvi5OSwXq/ZrjmcDqezIZD89PgUQ311ZZOWnHOxvrG6WMyMitI0bTabGpbJOc/LAiJgOzbjPC/ydEkhAACoRr1pmXa0iMNFzClzHQthubraHQQn7U7bduzJdBJFcZ7RJM667bUoiMMwrtTrhGiOY5dFKYXkjFmGybnQEG61WkkaB+ESIFnQAiCQ5dna2rrgYDkPLMtDkBxOjy5c2K7VKmWeL6ZzE5vr3ZU8jiUvVjutZLqo6u7GxsaL46NCcOCavdk4KXNI8O7Ozmw68z1T0/XlIuBMeF6FYLxYLGzbLsvSsswlp5zSPM1pVgIhv/qVrzDKeufnh4eHjufZjr2xsa4AzfJAqtI0bcFRHFHJ9fkszPMyE/1XXnklCkPGRMWvQqUtFxkEJgYuAoZJDM+24nS5iKbNVi1KQtuxNzY3To9ffPVrb5ZFdnB6Mp3MbNu5dvX6wYvD87Nz27bf/vrXnz1/9ujRI6LB3b2tYLH889///mIcfPDzDyxi72xu3L551XU0LorSNhfL6L33PiyoisIsDBLJ+M7W5vpqRwrG4yJbJkIoDmApS7PiZDQN4igMovXuxlff/KqrOY+ePE7ytOTldDmt1fyKZdklf/PGzTeuv3Lw5FF3YzWRxQ/e+eOT6dnmlQvj5cy07TCIbt+649jOD39yf7qcZUXq2PbO+lbd8tvVDk3Z2urWbLqIF6OSsi9+8c2NrU0F+Un/UJBiHs7vfn5f03Vewv7J7C/99u++cu0Lv/d7/xEy8ht3dvyqNRzMFmMGqP3i+GPKo69/4yvN7vq7P7/XGy5W1jr7e1t5FBVRKQm3GzqEOAiisuCz2bIs+NraZrvVuXv3XlmWhMl6syUErPut0ycnNEju3LyRseBkcvjaN28nC3h+PjJNZz4LmeBhuNAN9Pobr0oliqJQUum6hj0HOnaWpvvNppPTDb8yHA8TJYBtalKbjWdpmFqGd+HCFYCt8SLyav77H757/drF7/zyl+5/9KeXd7YH88kfvPuTlJNKan6le/XK1oXf//E/PwRLAVWeJbdv3uif9Vmh5rP44v6V3/krv+NW9H/0v/59v+4BghFClUqdM5GXbG/34ouD43v376+srHY63d7o+flgUG90gITz8cLVTcd2Hdc5G/UvXbuSZ0WRZNWqPxz2dra3oQA8p7pEX3r9C4Oz0zxPGImWYey41aOj05vXrvwv/+DvA1UkYfDpvU+Irt+8eUMC8A//t3981DufR+kyyCXDVy5d0yF+/dXbjq19fPeDIAnjLGp02kmRhXE2XwTNRjcO80a9FQZjx/HLXAbLOJwnrldZWVmZLSYra61e7+TKreuFkNevvAGZr4RNoMZFHqXjks17o4M0W0qpKCsqFVuCwq8YlgMJxpVK/ex0+Pn9Z81a55WrN3VDT5NkGSw5Z2trK1mejkbD4XCwu3sBkSzPC8tyyrJkTKRJ7rqNMocI+LbV2rl+4eTkpMhz3/OyLHMctyxL0zR81wuCoNFoCImSJPZcN0kTy7QYE6ZpNxptwUGSpP1hDxNB2VI3qeMCyuLlclH16oIZ81ncrHf39i5RSrOs0DQ9LyhCWqPZ4VydnPQqfrVer6Vx7FpWGqVJxrqr21Jpum4BLl/a5wFSL7eqCkIhBCE6xhqjHBLCGRfQQBACCSUXCL1MWkgEMcJIKvUScyYlQBALIRFCQkiIACHoZQ5BIQYUAgoKIREkECKggPq3JYFUSgEFoFIYvpT+So0gw9QUkEhyXmZxthQyBZDVmhVGyyhcEgIZK18cPJ3Ey0aj2qj6nWZ9rdVdaa3ub+1BoRTji9nYqtgloA8ePoySNAxDwzDyrLAMc2N1vVVrYExe27vz4PHTRmdl7/KV937xPqOUciogW8TLf/qDP7xy9Vaj0Q3C2Q//9Q9KQVfX1ynj8/ms02qYtjGdToLF6Lvf/+VqpRoG4ePHT5vN9sbGxs/efTfP87KknW7Tsi3PdYMoyXOua7auOYILwVn//NT3vfWti8tlv9Nq9Xuz5SKzLHLj5i7R+WAwYBw6wndd68bVS416Pc0yRbTT4SAuwjuv7zWbxsbm6u///h+cHCZRSIajmekYnmvOplNdw6/cuFzkkY5onMQlLQtR7l+5Um+1To/Oqn69TEtK+ejoyNfx6vqKZpFpNPc6TUVIwVEwSxeTgABSceq1enU+n5z1zna2dmzTGfdHt1+5EcymeRrt39g/6B1wCJlUBeN5UX7n2798fnJaxqml6SdHx0BYtmMaOtnb2+p2GsFi3B+crXbbnue+eHEwXA7cSoMr/fBsOplEFbeiQbS/u9Fp+622Lxh99uQAKLi5sVVQ/s67P6dCbmxu7e7sPvzsfqNW/8rrd54+f2q5Tm/cv3RjnwO2DIOzswFBNqcwjYpGvXl29mJ/f3c2mwbL2Hdq4TITArx6585v/dZv/tG/+aPnzw4v7V398ptf7p+f//Ef/WBto/vg83sXLlxotdqnvVMFAGN8uYg63e7JSc80TSkVxsQ09Xa3Mxn3pASMcsdxGq0aQlBKwRlI4hJBzW7WO52ubVkvnzcrSoSxRghCKM9zqADGNoFEcum5Xs2rQgWBlJJzDROlBBCSECKBklJAoBTklmUSDG/fujkaDM7Ozi3LKYqCM+ZYNiFENzRd1/KikFIWZRmXiZTSNCyCdSGklMrQTcaYkhIjZFmGErxkZZiEJcuDZH54eiBU2Vlt11vV7kobQphnKaWF7Vqj4bAsaRgmy0WCkRbHmYV8w9T7o3NARHul7lUtiAQA/OL+Tr1aSdMYgerJydlkPPtP/+p/hX/nr/7OD/70n1NeTKb96Xw8mgwPj14cnh6NZ9PRZFJQ6rqVWrWWpdmzZ88AgJyz+Xy+DJYKAE3TKhUfKlitVHrnZ0TDmo5ms9H6WqfiW/fvfxqG05/9/E+myx7AxSIcKlzGWTAaDz765KN33vnp+WDQ7dakUnmez+ZzIcR0NhMQcCkKxiazeRQnZUklEGvrK5qBNJ3UG1XXc1rdlgKq0axXa16r3TQtc3fv4tfe/ublS1f/8A//WZ4X08l0Pl/Ml3NEUFmkugYZL1ut5mw+i7LgfHB0ePb0yisXgniqAM/LtNc7EZINh+eIQN3Q4jhktCyywrJtTdfOe4N6tSBzpDAAACAASURBVBMuU4wMRimCimBgWho0lGnas+kyjJIiF5wrQ3NWu6uc8Ypf7XZ25rNQMBgsE4wMhLSy5BWvZtlekuZPnjwGkBe0MEyz3W6urq5WKrU4SriAtOCU8jRP6tVqreozSpeLee/srFKpEl2v1Wsn56ePD4+maWbU64eDQaYU05DmOEEcQgh1gnlZjibTshRpnBFici4o4y8dtoQQTdOgYRRFaRsWIaTiVZIkZVymeYGIkZd0GSRKCam4ZmCnYpW01HQ9SfO8yCkrrly5BHUQhFGnu+q79bPT0WKeYmQhqeVpGS5CoDjGcjTr6aZK80V3tXZ0+lyo8vj08Mq1i5QVH3/ywZ07N/f3dz3fKYr0tdduV2ve6dmR61o7FzauXLp8dtx3TLdZa8XL7PhZP09U3e/MJ8Gf+8rXP/v0fmOz02zUz85OkzQej4ez2QQjVat6H77/sycPPwuDxNArSVYoAN2KX283uRAQag2/tbW6OxsGp+fjC7sXl0F4YXc3ztLZYpnF6avXb/2Nv/rXf/AHP+iueGf909P+ySiYbF3a0V0zK4vlMkCQbK5u3bxxC0HcH56trLQ67dr6SnsyGhwdHvie95Of/KkEglPz7mePKtUWROTk5DSOk/F4EkXFqD8/fN6bjuae622sb/3jf/SP0zz1a94yWMxni9PDni6NJIjXdb9muoaCBJiN6sbbX/v2jVfuDHr9B/cfVt1mXqRf+8ZXz0/74+H43t27RZG22/Wt7ZXzwfHu3jplseAC66BScTdWWg8++bgIgv/69/6zL7/11ieffdZYWU3CvF5tOpbdarUcx4jTZVqEF3Y3NUsL46jRbHHAS15KXvI8joNplM57k16h2Hg5VwAWBb3+yvXxbAIwCbN0kcbHg+NlMk2Kie3IKBh0W/VZmL4YTuNcOYZftz0laMTCK69fbW+3syy8eePy+mo7mM0EU75b+zt/5+/s7KyNpyc/fe+Pfd/QCF4uZo8fPSjL4uTo+G/87n94cHKIMOmd95bBMk4Dr2Lv7K5RnlVdfzEOb169c2n/WpomUbJ49vgRLwoNo2AxT5PM0Iw8yxgrMBLf+d43r17Zfe/nPz45PnPsymg4W+lsfPG1NzzLtXTj0u6liut8+vHH//v/+U/SNFcAa4aNsYGhkYSpKNgXv/DFH//rH9mG/cr1m4PBJAoTgLT5ItCI3WqshkEKIVkGQRRnhm5gDIVgK93mdDpYzMcYqXa3FaezRtPJ0vjJwwfdTuP112/lZTBfDGbzke1acZzqBlGKQ8jrDZeJKMsXpoXPz8/SJL1z5w6CUoFyOu+NJkdcRCWbGRbvD5+f9Z41Ws7lq9u6pSgvCpoE4VwzUF4mRZEURTwa9fIinAanjAVFuYijkVLpeHy0WPQsS573njEWDIcvZvOz+fyMskVJ50QrZrPebN6r1y2i8f75i8H4eUHnEKVFOaF0EcWTtdWmlKWGlGWSIBgbhkjTSZqNs2IeJ8M4HZV0UZaz8eRFyZdAlsvlQCf8rPdM0+Vs0e90KuPxydHhfcaWmp6f9x8HwVmej22L5fk0yUZZNh2ODjDKfR8znhBMHUshlEGVaIRZptRIyUXEeagTaZmaYLQocyUhgkSpP8MRc84RhEIUQAIpgOAKQSwEB1IAJZVQQCmFlFISKvjSp6YUBAoJqSjlSU4ZRYJjKYlm+hC7hl5jzIDSk8KyrWa7tb2xdbFRW694rWCRP39yOhlGYZAfH/WLgl1/5bZh2Mswti3/l779vWqt+au/9htpkn//u39hb2e/zNml3Uv729cxNtfWdwQHWZLnaSYYRxBubWzvbu/fuf3FeqUdBRFj5cbmxuef39vf3dnf2/6t3/z1ixe3bBtfvbK7vr7+2WefWaZVrdavXLkKIez1znzf+9Kbr7/2+hfm88ln9+422o3ZbGKaDs1LxVUSpUmYKKEsvbKYz89P+kDqkiEl5HDcp7R8fnCIoL6xsXbj1uVazdR0DhE7H5w8ffooiRZnx89MpFyTpFF68PS8SIHk3DRRFM6zNNnf24WALZbjGNL6aqtUotpstror8zDkEDGASgXO+kNi4NXNFcu3oY6cir+6sV4USnGChDkfhctJ3PDrjx49WcwD322UTJUFb7U756PePJzWml6QTsJk8eDhfSDl2emppZtX9i/f/eT+dDQbj5euV0uS+Pjk+CtffQsgECdxpeIpAAtK19Y3NMNinFy9ets0vbXVrW98/e29re1OvZHG8dl5bxnGz1+chGF5fHzOOZyMA8tw242VvQsXx6PZyur67t4+Bcn6zqZmaqtrK6aJO51WteJWPW//wo7nWjrWN1Y2d7a2283m4fPDNCxcq3Lzxp07t29fuLDx6NG9esPOs7jVrAXzyXI+/Gu/+1e+8Y23trdXyyI+Ony6sb5+49qterXumHYaZZ7j6S8dUpZtGiaCwK80CDG2t/Y7nXXTrtRqbcdtaUa11d6+evW1/cs3Haeu675h+LZdx8TRNY8Q1zAqplX1Km2FHMOqOH5LKq3kMAjTKM5yKoI49Wv1yTSK0nIZ51FaJAUNMhrGxTSIzs7HD5++OB/PJdIRNnImCyZzKgeTxSxMw5zO43yZFFFKk0wsgny2TOOMRXEZpnmY5HFeTpdhnJVRUgqASiq4wobpGIbrezXO4db6XqO2EoWR6/hSgNl0NhnPkjhNk8LQzdFwRgted2uMl2G4sB3j1ddu7V+60O20tjbXJWNhEGVJ7jhexffPznpfuvll/Nf+5u8ezw6KMhWAub4FMbQ8u9qoeRVfIpSVBc3ZeDyeTWfj0bjiV5VUpmHZrue5PoJaGARCCNu2CUG2bS3mU9s2NQ0Jxba2NlbWmzv7K+2Vql/XLR8DzCxHczxna2u73mwZlt2ob3z40f2V1V2/0jk+GbVXd9792Sef3H9KhRZlQjOs49OTktPTXu+n771r+y4HMivLglGuAECI6CBJY6Rph8enH3/y2Ucf353O58Px2HEciKDlOGvra/3+WUmTra2NLEuF4H7Na63UHZ/0h8eu625ubSqg4iRyPQcg0Ol2DEOr12uNZp1xMJ0tGBWG7o5HS404lIooihkrKS2IhjgUSZwrhYtccg4btU6t2uCl5FTWqtVhfwEkhApkWU6IlmZpnCQKKi4Fl6IsM8932u32cDTqdleEVMtlNJ0Ghu5kGQuCpNWo1yqV4aAvBC2LQjesVqczWy4zWlKpkowtlimXsGBsEcYCwILTKEk5pTrRpJLVSgcCzDlASIcAW5a7mAdBECoFVrprAKMsTou04CVb6a6wkg36I8aUlChO8jxngpeVao0LFoZhq93VdYtS6rr29oV128aGZQeL2DaracTHw1gJwyJemTNeFkKUnKVr261bdy69+tqVt75659rNi2988dXV9W6t5m9vb6ZZwjjvrDQ4px9+9AGlGee0UnH9ii0Fbda9rCjmYWjYehCFUZJopj1bLl9/80vYQv/6pz/szwb/7F/9y975aZpHBcu6q83dvS3BcyXLX/kLv/SNb7xlekZ/0n/1S7fWLrTtGgmL2eVru93VVhonly7snR0fQ0MJUUBEIab7V3c2dld/+sE7YRr5zeoH9z49mL04nPfPkmlhwVmRjIJllJVxlNOE9170v/XVb9Vr7uHh042NTpKGRR7X6xVd1xCBURobtrG+ddGuOGEanZwdTeaDZTDFGvz5T39mas6FrYuU5TsX1h48+HQwPnnjrTumo6VZunth76P3PimTsFP3v777ukNg1bEsw37/F58+e3EaRssgnJVlOp2MxoNJGCxN3axXa2urXd+zG3UPEeF65MLu6tp6XQJdIDqZnm2tt1dr/tfeeP3N1944Ojp1aq2D3qTbbBBCiqJgnJY0ba80DAsjHQkpFsFSAXXcG+2u7yzPpyArm82G1NHheAgMezwKkNAOjp43263BcNxY6SzTeBxOYhZJlK+t29eubpRZ5NbaR9PFD3783nKRYYGfPXuYk2KhAm/FLbLg5s3rnOWSl1vrG67tt+rtH/3oRz9590dMhRubtThZcsYIhqPhAEHoeh7U8Xn//PLly4ZlCsmFoL/669/PivDixQuO5mx1929fe2N9ZWttbWVnd31jpb3VXQFSEEQY45yKsihqNT+MZ4iwV1691qp6ne7qZBZUah2gSL83qDre+tqKoIVjO92V9unx6Xy+SPPy6bND0/SWi9S3qwRon31yz8TayeGL1ZWV3/it30iy9LR3ChSs1GoAoiTJTMMSQndsH0DEaLG+1k7SxXQ6UkpoxHBM97TXy7L8xcFRv3d+99MPLuyu1hvWcHycFqFuEqnUfFq4bk1BIFVhOUQqHkUxADpQDmdao9HBUJ2cHA9H/VrdlaoUkglBm62G53u27Tx9diIAmc1iLlCt1nrZ2FEqZrO57/mb2ytKMowUwSCOl1JQTgvL1KbToedaaRpiDQLIOc/DaC4E5aKYz2ZRGOR5HkXL0/5TjIVlasFyoSSIw7TIOCtkHGW0pIau5XlUFCkXBUayLJMkWZRlVNBYN0AUTeI4YixhZahAWdJ4Mj13PO3o5NF8dqpkFASnlE6FCCaToyyfYJzOZiej0QsEcsaD8/Onx6efVyoqCs9msxeUjsejZ6PR0+HwcRCcTiYHw9ERQBwhZhkGRpBRJgQTnHJWCkGV4pxyJYASSHIIFFCCC8EFZ1IKJZWCAigFlERAKakUUAAIAIBSQkGglFRAAQKxpnMJCqqEJEJqGrGUJBAaGqoQaGvE1YmnYZdxMhwu50G6DLPT89HJ2fi8t3j06GQ+Lz7+6OF7P/vs+fOzD967d//u02Cez6bJ/WcH/Vnw4ry/TLOUUr9S2djc2NjcIrr1zru/+H/+7//vJz/+iWWbv/OXfts0caXiXr60227VDg8fHx8/qVatSxcvEkLCMJrNFrbtzpdh77z/1pe/cuXKFc+vLBbTVqt+6fLe/uULaRLu7+9evnxZcvXws4dlUmZhpmEvi5Myp2UGsqQsC0pplucZBGRn++L+9Qu1piNhnGRjyxK1mnP7lVeqnrO3vq5JZRskCiKa4Nkk3Npa+973vt7p+Ds7GwbRsiTWNSQx2t+7uL+7X/eqy+ni5OBoMQ+lhGVSHD55sbO/YzacSrNebzaOT0+VIoLBJw+Oj570knmpKFnO55wKoEiSUgA1r1J7/uLFfDG9eGX37W99+ctvfeH1V2984eatbqttEaNVbY/Ox8P+yNDtvf3LlEnDsjEhw9Hs8PD48PB0vkw6nU3brX308eePnx4r7gClHxwc85J7tsXy/P6nn07HMwB0yrVFQF8cDYAyWYklxd96+ztr7Q2DWGsr647j+X7F8jpCWIzpQJgY2GmQ01QWqQgXmaBIUjQ8HwIpz3tnOtQ9xxcUpHEaRcF42iuK+PxslGcsDfM4yga9wf27n92/d//pkyfL+VJxsFxESZSdn51naWFqluf5tulapokANA2jVqlj03P9uuc3NdPVDAdiWzc9w24aVkMzqqyESmoYWkrpCJq64TtuXTcrRHcAsrDmaKajABESCAkKyiFGWNO4lOub63uX9g9P+gJjDpFERGBNYb0QSmlmWghFTN2tCKwxgDnSsenqjk9sr9peaa5tmn7Fqtadaru1utXorPm1NlOQQ8QlkAhIjLChC4wlIVQqoJsAEaWw61RbzdUvvvaWY1YOn5/laYAhCRcBKykr2UpnZXNt69mTgyRKHMtd664QAhEGV1+5XKv5/X4vS9PlIigLlkSpho2XGXqCtCs71/Ff/49/d5z2m6267RjNVmPv4m5eZFRIgIBXqZqOTRSZzWZ5nuuaySjb2tzqdLvn/cFstkzSjGDluO7W9raSqiwLhGC9XivLHGNoWbrjaZDQkidRvhxOToViJ73TZRgdn5zP52FJ+Q//6Bf9weyDD+/mqXz//bvvfXB3MgsfPX7x9MXpwWGvd37+5Nmjs/PesxfPLl+9sgiXk9l0sQz6g+FsHswXy8HwmCt57/7Dn7773ni8nM0WcZJWqtU4SZbhcjgePX78qKRppWJhpBDCBSsGw3Mq8ltfuFFrVcbDme/7g8HgwoULmqk1mnUAVElLLrgQotFZbTSaumYt5tGwP8fICJbxfDYFSG1trrq+o9v64YuTl43geDTnVNGSAwnSJBFcRkG2WM4rlUqWpWmeQqhW1lbmi2le5JZjljRb6XQoY51ut93p0JJPp4skKWgpi5zpun3r+hWoJMbQNAzGGSaaaTtBkkwXS9220jhHDFX92mw839u/mNPScOw4jigtTcOcz+cKmmVOMdYXizCO0/Fo6lf8TmfFd33XcwejUZ5mk9HYtdxGrZHEGaOiLHkUJ7puGbrNWT4eDb2KzzivVutSAKlktVbJs+D45CCJS85kHJTBspBMl4xIBiEAGpIQiEU0Hk6O/+Jvfn91vc5klmThYjnvDwY3b91qd9pbW5vrG82jo0OEoFLCNPWyzF8cPq9XK6+9dmcZzIM4LCWttyphsnCrvlPxkEaApn70sx9mPDB8sra6trG9tgznCop6o2qaeqtVu3HjMkZiuRzVuzWrqn/64BedNX8RDeJiodtqNOi1m43JcJglodewh4Ojat20XJSxsL84b220gQGfHh/8+//Jf/Cjj34cgtJbbyPPGgRzKkEUpjq25sMFKODm6jbj0XQxnkyHmgGLIhtPBs16I82zZqulmTpVoGS5ZkFEeHelnmSLkqbdbhsq6Lluu1ObLwdAFXdevyEBnc4n1Wr1u7/8/d2tDVcnNd9oZ65tQM81J7PZPEz2L191qk6l7qxvdExLv3b96q0bt3qnvVq1qiQfDM8koPWmx3h6cPAoyYKkUM123fP0mmvUHQsU7Mal673e+Ic/ee/L3/ru3/u7/221Wr1/7z7j5XDUny+npmv8ua995cmzpxDC45PjMALdSkuF5fbqml3xUiipRoTCa61tXerVtg8QJLqec3rS78VFemF/S4DslRvb9+//bDFbzsN8lJa9SditdTdbK9Wm1722hqpEwhIV+fOjw1rF77QaaZJ2GivPD46fP382Xwxf++L1nM2vXrnoOl6327Us6/btO7V6/ax37vnVpwfPTcN47733/sL3vjebD9IiKPLs+aPDt9/8pW59I4/LgiaWq693W516fXtza2V1tVZttlqt3vm549nEAJqJkiK4vrd3+eqNG7de/1d//KM8Y7PR+MP33/t33v6667mSUtN2XrlxY3Vj/aNP7l67eTsM842NneU8fP7kQDA2Gw8Ws8m/+ZM//fjTD4N4ubG50VnttLvd6WTWHw4wxkWhA4BoWZRltrPdvXP7Ji3zL33xzde+8KXP7n4+Gs24BFla1ipVoKjrasSQcTZfBDPGOUTQt3cZE8Nh36/Y1arbOz9TCnlOezGjUQBs01GKAwSvXbuysblqO1atVkGYVPz6dDqv1RvPXwyHgznBdrXSTNNSSNDtrOnErNdb9WrDsEmWpYN+P09TTqkUQnCuEUIwJhgBpRDGSRJrBOd5nmVpu932vWoYRLRkjLEgHPqeQzDOszJcJoojAs0wyIqMeW6VUZpnWVnSsswRBkGwXFvvYgSkYjduXPM8yzLdRw/uURprOhhNBgiDNAsnk369brdaLoT5+lo1TReOAy0TICzKIqxXHYSYacDJ5Ey3aL2hj4aHSkRCRA8efAhRxlgQRqM0m0EsTk5PHj164Hleo94WQgAAlRIYA4whxopAEyMdQR0orJTECEopBH9JM5cACCUlhJAgTAiCQEkpARAAKaUkgArpiPKiFJQLxbkCgOiaxaiQUhFMBNMh0FghMNYQ0gHUTdvXNIsrtQiiYJmNh6Fl1Y6O+oxjBQzHqOqai6HFckVzcBpOTkej3mR6Ppn0h/3Dk6Nnz58/fPL0Rz/+6XA8971qvVoty/Szex/1Bz0FWBTPo2iGidCI4iwfjSaC84ODw6KgwTJhQvX7g0qlEoZRkiZnp0ez2aTVbTiuvru37XveowePkdJfe/VL16/dunHttqRIcJrGyc7mxS/cfmPnws7FSxdee+3Vb3/nu9VK/fHJg8HwxDAZIWW7XXEtM4liwNTO2ubFnV3b0q9fv8GZcXxw9vzF4w8/+kkQThzLcm1vbXVNI1DTzHF/pEl0/ORAZKViSkPEMd3nD54iKhZZ2NjuTKfT8Wjc7w+Ws0BD1vHzc5EDLAyacgWEadpFyTTd5AKEYZJlqe0Zh8dPBSijYHL87HEcxEAo3/HPTvtVvxGFae98qBv26dn5YhkASBRAtu1BpEOlMQ7TlFMKTNOveZ2i5NPJTNdwHC2SMHQdt1pptlrrxPAR8VZXt7e39rfWtuvV1vHBSTgPTd3K05wxluXFMtI5NXmpQ2HTTAXTdDIMaCbjgMYhjcPENDQpRK3iE6z7bt00bNu0GSs4T8syoaWhGJJcW1vZLjOGIMkzipFhaI5t+Y7lG4Zh247n+I7jOZbbrDcwJp7re55n2zaxPd+rCUVMy9UNRzMsRCxCXE33hdQ0pAkBmAAI6UphAHBJhRDAtj2ANKmQUAoiXDJuGKYCCmGMMbJd69/7S78xno4fH5xgXce6CQhBui4hxrqJNENIyCRUmBSCS4ioUMs4mUdxWjAOYcZ4yZVdqWHiul4Fa6bjVxy/UqnVTNcxHJtLJqHKSqpZVs5YQRktmRCqLJiSMFrGs8kyWia6JmaTKQLANs1L+/vVSiVLs8H58OD5i3aj/eu//iuLxZzyol6veVWXMnp6enrr5u2VzopgwHV82zE1Ta/Wat3KBnx4/Mk/fef/mEzmlArGAQBYCPns2TNC8Ouvv37w4qDmWHfuvIoRKUv25MlTSgVQcD5fMMYhhELLDA392q9+Jy/mrW51EkxyRqUipl5hpYqi5TQ4v7Cz6fuuZPDx589H/UhRlCSpZem2rS8DWykQBgkE2LLtJEkgVFG8BEBu72z4vslZDDGfL/qXL1+4fv1SkibT8ZwxwErUqLeIqc9my8lwES0zBPTFInQcl3PWajeHo35WRlEyv3bt6tr66snJcVGkrVZzPh9vb61zztM08RtV0zQX8yUVSkqZFXmz2WSCaoYmBAeAKImg1MJF3jsZx4tYMl7mKQB878LmykpHYNbvTVmBCDTjKDYMHRNQlkWjUQcIHz0d6LrWaNYAUhsbqwXNkix+ebLgel4a5RWvtgzGUpW+51qWHyxTYtiT6Xg86b/6+u2omARBVG+00qyYz5aGYTXrTSXlcjGvVquu5UgulUL985HruqaJMQGajsbjUavVBgBCwIgGfd+Zz+fTSZAm3LErlmVubnWjeHJ8uvQ8x/Us3dQQRrPpLIxSCEyg9LJQJRWAZ5YFqjV9Z7eLEBISnJ31a4060sBsNtGwzrnUdcv3a2dnPVqWUCoEiI4cR3dny3m16b1y61q96ee0WCwWhGjD4dg09d3dnTBcKE0BoHQDpWmmFKQ5Gw3GzUZja2vT0NBg3Iuz0NDd+STQib22sjmZzPxqJc1iBWSSxjevXqYsTfOI0gIQ5Dqe5JIz7nmO4NwglqV7f/Jv3rl550aUhH7V5qKMs6TRaKZZsbV1IY5TVlLOqWEYo9GAc+75Xq1RWwTB1tbWk4OHmk7yNGvUW4opAzu8VIKJbqczHpxXql6zs354/DRJFusba+e9flHw1ZVNzmVZlEQjbrUy7Pc7nTYrS8PQ5rOp73sYY8dxqvXacDIsaCYl4IzHSei4tmWbpmlRqoDSOAPJaJTn1DJ9y3YgloPx2fbOqpCyVms/e3bkV6sb2xu1uh9HwWI+T9OCUqZrxuHRgWVpCkjXqbbq7fk0SuLMtysHT44AN/7cl7/9K9/7dzVk/umnv9jYXD89P262/fPhwXsf/JgY6pUbV0+PTx278v77H6fDwHbcy1cvd9dWRuPxbD5vNBrLYEEwbjaaOrHDMCyK1LbMKA46nZZX8cModjxvOJqsrnUUUIt5UKvUG43WcrGMwkWrVU2zoN5w4yhwkf7f/+2/9yf/7KcshxwjZoofvvMvdYNudqvj08NiEe3vXKx12g+PjjW3ygA5PD5XBBqOtrW3nrMMQ+t8eDqdLxhjxRJ8663v/9JX//zv//7/W8oyoeFrX7y40W2ITKmCopIuxoudzUsPnh40Nhun86f7r2yY5fDG1S+WmfXOj+/+/OcfV2v+eHjy3/2t//K733xbw5ooU80xpMrevfvej37xs/N5kJdQlahq1J5/9vSbW9fe3rpcJPPSE/f56NymJdSO7h7W9BWqnAjpHkgXQSJKqlTsNfgbX7716OmLRZDdefULvfMj3cQSwihLW9U6TPJuvQ5dI9Xg05MeEUYxiQnYRZhFyfnOfstrkM8e3ZUI1mqd06Ohb9UtQ62uV5jMHVeDGDx5+mxjfUsJECwDJeQbb7z25MGLe5/f9yqVlbVViLBl2pzLLC6yJPOdiuU4o8Go1ehMZzPDMgpOhZKG7gzPxlW77tlVDossyxCCeRGbFrp0ZT/NkmUQYs0SEgx7Z92VFYLI+Xl/b28vjpMgCCzLsm3LdRzdxMcnB57nep7HRQEga7b88/7xrVu3LNOZTGaSgXuffX775u0oSiRD81lUFJRytrm5urrRKbNA8UIpZZp2SXmaFpQJz6/FcZoXpWkY1YaTRZnIme/6URRxJRWAcZhiaE5HC8f2mBAlE5Vqp1LdeOONXxLcLqmCCEAkABKKIUIw5xQTjXMgGMAYI0gJ4ULkilhFITTdYVRCBBERCHFGmU4sxTFSSAkKMYAYciEpE5pmQAARlgowABgEDclLKROlciUKABQtqWYYnHMFFAYSKAUBEQophSEiEGKiYSW5kBQoibANgEBQYYwRREqCl4m+JAtLlmOkdIwYE4wyCRilMSKS0dyyLCklRJhghgEpcoYU1jBGWKVpWPICIAgAlBATDE2DCMFoWRJkSAHLssAYGQaBCKjcy4qIixIS5Hie4/pcKMolqGnbmAAAIABJREFU0bCua0DECNi8hEBwJeOKbxQFM7SaZdVs19K0Mg5ni3m8XMSUy7QsgIagBgnCVcevuBVuQ0rLIs0ZpYJxzrim6aZhjycTQjRdNy5evBTHwXIxK4rMMk2lYLBMCLFoKQCENlFSGEoioinTAkIpAKtSmbVWpdLQpCw441IqJgQA0DAswWUSJxAgx3E0QqiwHdvSNSIV54wiiDRCIHwZLFFY1yAAi8UiLwoIgaZhTdMt28QYMcYU0JXSCCGEkJKyoigAwI7rEaIrBZSEEHGCiQIKKiA5F6wEgBZ5LETOWEEplRLouq5p2ks0B2NMcqGUgghCAKF6ebYobdumlCOMpRTwJaAOAoQIwgRC+HI2Qwi/5ORJITHGhBBg2C+D3xgTohkIYQAx41LXTSGlYoIQoqQEShFClJKCMwghRggoiRFS2IAQSCmllIwxAIBpGUWRv/XWWw8fPuz3+9VqlVKKENJ1nVIKIWScw5cFoGFYYRQihGzbzmmplDJNE0ColCKE6EQzTRMA4HquTjSMEAAA/VvUH1eKK6mEoEWhBK9V3E6zsZiNZ9PRzvbWykr3vfd/EEXx9sbWo0efX7+2P5v0br1ycbPbLvMMKGV49uHJCdRwUua/+PijKEvqzaam60qBOEpajWYQ9RVEnlv5zbf/MplO5++88wuC9SLnZckNw4rjWNO08WT28QefZll6LkKEwNWr15rN1mDYy7NSKRRHieO4vl8xdO/Jkwf/4H/8h29++c7f/pX/5t0Pfzqaz4WE82k0Gc6Bgs8Oh+GEdVfaq53Vw+dTJTQDW9VKVScoL2LJyjhOJFd5XmKgbANjjMoMJWnomKTqWQhhosFm3Q4W89PjHqWUIKN/2rPM6vGLs0q9lqW0UW/pDffs9DwOo3qt1mzWsAYV4EKwZrNVlvTk+NS0zMViToju+bXJLFwuZo5l+436dLKYTGbj6dxxvM3trSxlUilaUsZYnC4s3fbcGsZ4dXVlTrRwGWgauHx5z7a0IFgqzDvd7pNHh7YJEEJlmdfd2nA8yMqcc16ptWazWXwWrK52LdvIaJplua5rrU7bdV3JZ1mWUUqjOHDdyny+XM4z05FxlDMKnz09uv7GpulYYZRe2LsQRFFRFJhoRwfHGJL56NwwcLNZtW2Xc8ZYGSdJs1lnnJum2eudN5vNdtvZ2dmKk9DzXM9tfPrJQ0ZjIZRjV8M4tHQnDvI8YUQja+vrBhYEojiOdR0QAuN4ub3ZbXdqs1lP1wkAqOZV46jo9c5397Zv3Lg5Hw8RMarVeqPeXl9bzfM0DsONtS2a8k8+uteoV33Pn08Wy+Wi3qjmSVaWrFmrJ0l879PPut12a605HA4qVV8yWRa8yKnggFJ2fHwsWLGxtR5ECdKNPBMxDRq1bpqmUbRsNGsCcM+1CCFhTIui1C0jisLlIsCYeLZjmrquaQCAxWLxzW9+7cXxUZzGAPJao0I5c11P06wwjB9+/sCyrLW11X6/n6bxpcv7o/FoNCqyLLVso1atTSaTRq0hmYjCOA0n6yubSZI8nk91neRFPJotqjUniuSLFy8gQJ32KoRwPp8WRWHbNgfCr3hCUMPQ0iyeTMZBsFxfX+dShGH46OET03Z2d3fP5+dKIdOwNaz1ewPXqWZpdNYbmqpwnGoZLV6cHO5f3Gm16rZjDYaDMEp1g7TbzcV88uTxPb/i+L7PeR4EoWEYOzsbmo6IhsbD8Onz59/99i83aq04ylbXu6cv+qUMkJl/8sldpS8/+OwhwCoHTqPrXbjcRliM58eLeGR65BvffvPO3p1KrfqL999//8MPhJS1Rt2rW3EBK557cPzUNfzJZLy1tZlkwXDYq9f98/OzeqOOgBSCLuZL07KzNJWCFmWkgEC6gohTSntn46IoVmqbfmUrToGle2kWe45XtVrdrj89O4GRdefSzUazOcsj3229+/FH/cnMr1Wr9UpnZcPQVLvdPH7Su7a1sahYtun++E/e//TDd77+1ldqDRMQs+Dk0ecPVLb/6S/uNjz/ycN7b7/9zezkeYEVtDSn4qytdj/8yb3dPfDwwdM0Lx3P4YBCU/UXPd3REFDYrEtWKmx/+Y1vHwyX4+BBWGYvHh//5d/++n/+N/9W9uLs8OfvEZdAT1+MClWzdjf3cEz+7n/xPwwm2YvJ4sqFTclFs179F//i/zoafKDp0rCkxVQQnmxt+ZyzwWTm20YYjrdX1t2q15+MUgBcw4wWRVzkWy03L0IgAALI1F3XqeSUQgV3NnfG/ekrr71GRcC5uXFh9fHjh0lceG691xvYZnUwGIzH0XScXb3yWhTHUhoIoLKAcZxFy9C1fcFBxa1O4Wy5CNIoNQwTQ7LSafcHg7LMx9EQNFTGKYTQMHUdW2mSTMfBfLkwDLvIWZYxwfTpKGy32xiZi3lcrfmTyaTI0lZjT3A6GYWSAijIfLIgRLU6FSBkEiYP73++t7d3enykhEWIjhDx3OpssoQQJkmyub3h+Y5lamdHs+V0ubm5bZrOfDrSdYOVBS1UFOSEkFq3LQWfTiaQSQwcznBOWVZQWipFS9/t0KLMy1xCEcZTSAjWUwmUgU3KX4J3ieBISc5EaRABEVYQS0WkJAogAKGS3NCJkhwhhQkSsiQ6xgBDAADGrOQYYSElUMqwHF2HTErFheASYSwkN0mkNMpYXKtZUOmMUSG0LE2VZIalI4gJMouc6VgTAnOGENYJ1hWUCBpCCEwMwSlCECMiuMRIgwgRTUGsmaKAQGAIAcBSAAUk47mUJYCMECKlFEJaBlYCOpYAQiIEGM9LBgQ0i6Ikulmr2rquE0J4yammoNQI0SHAXFAIhW5oyoEOa3DJFICmafvVhlCqZGVeJK5nu8YmAnqe0mAxomUWZznGOpMCC0UkipblaBhmcYGRU61Xd9rNrMwzWmiEVCwXQwwcQynFnFIjREnJS0GIVpZ0pXuNcq4RYOjEbHmuW8uSmGgoS3PfbxFi5DkFABNcatCGQENYIMIgJpbVItjXLAL0UjABpAYh5FIohTRNkxJUKkzDOiFECSUgQQgpJYQQCJoIQoQQBBhBDCEEiHHOTdMzTQ8AQDSMENI0DQAAVAmghomBEJJKmSaxLEdIpesmhEhJBAAohRQQQoAhBFjDCGMliU0QpTpmhm5JoAAAwCDay64RI13pCkEIAFBKKYk1TeNcEE3XdKgA4JwDACBSCCGIXk4+8P/n6b16Ztny8761/itV7Bze/O5w9j75zJnhRAbRJGWYpCFbGNOwRMqCLcs0TQgURQkQYOnCX8PQB/CFQdswLROyKcZJnMMT5sQd373f3LG6K1et6Is+o0ZddKPR1VWrgcaD5/9bz4OU2klYa5DWmnHYJeshRAkBhzAGcM5hTKxzCKG2bRHGyFjnLEKIAFhrrTUOIyWlMQYAA2CHlFIKY0wIUUo5ZKRqAOC9997Lssz3fSklpVRrrZQSQiCMKWNaa2MMwkiqpixzxhhjxMgWESiKDCG027JpjEMIGWM8xn3fZ4xRQjzhCSEIIQ4jB1gIMRj0rDW6qZLtBgGO4u7tbH51fWOdIMTklSzKdr1JG6lfnF8t5rc+Y3dOT5s8Z4xZQNvNdrVerJJkOOxrJY3SvqCr1UwrNRlPV/NN20jyX/+3v/Xho7/ZbrO2VUrpdJtaYwiQbbIySvV7HUzbXq/z4Ufvf/b5p1mWpem2KPOmbYXgVVWuV1tf+Ei7l88vbm7mSuHHj18sZpvry8Xiemkl266aMpPrRYo1z9PGSLAGCHBGOWV8u0mQM2WRW2P6vU7TFJ4gQuBXH94VArQu2yYv8s3lxXmZF0qam8vZ4nalpUUG0k3atpYCL7MmECEgEkVhXqS3syuLZF4kR8f7Drm2bYXgZVl1u10pZVXV61XStkZpu3+wf3O7UMoeHp5y7pd5s1wkySoTNFCNraqqbZSSpm1bQBDHkXMqL9K445d1abFhHjcGGBUY09vZrVSKCXLv3t3JdHrv/r0o6l5fX3q+oIKGcVBVFVAw1hpjyqpcLTfr5dr3PWcdACXgN43hPGhbHcYxAB0ceSL0LTa+8MMwrsomTQotMYPg+OD+arWkDN2/d9/zxGx+a605ONxbrVZSKgCYzWb7B7Hvs7LMtbHbbS4l2mwLxv2irFerpKms0VhKZBRLk9oZghw2WlFqT04mVxdn+0e9vf3+dDooynw8nippq6oOgsha63mirYs4DBmhTVun6dr3eNuWnseyLJWqHY+mPo/CICiLvG1bRlnbqNFwXOTFJlmDRaPxNFklRVZiRAT1i7yuiirP8kG/RwiWyla1TpNiMtrfJvkm2WKEheDT6RAjI5tSG+ScqWXtBx5j1BgbRR3nkGzbKI5urm7bRimpFqulbNs4jrRRnU7XOdDKPXn0bLFYZlnunOv1uhgcIWCd1Vr2et1NkgBme9O95WJJCa3yuiqb+WwRBkF/0CcEJ9t1VVfCo5SStm21toyJ7Tar6yqK/brJpJaUItk22qj9/b24E2ujOt04zdLr6+sgiMExJc0m2QrhdeKOMQowFEW1SVLV6nfefaiNjrvR5eXtdL8bRLxpS4QdQqgoirLOtW1Xq5nnM61lURZhFGKCur3OZruSqhn0xp1OPJvPXlycbbfLTbbsD8OLm7P/6je/++Lq6cdnP7pePEekenH1+Sa/8mJEuKnqtNUtoSAElW31tW+8MzkY7B+PuY+jni8Ccnx6kGwXnX5MwJ3eOTo9PVS6Ho17bVtzTiileZELzoUIsqxcLmer9Y0f4Mm053nw5NnTspIIeZPJSbZx3/27f/+LL55x4aVlPlvMBON3909PB0eH8f7De29c3s6fX1y8882vg89fffO1uq1+9ue+laarMOC+4J//6OO9XpdL+fqd03ffeOve3Xsf/OSjsi2FT5eL673h9PblvM6a8WDwe7//e6+/+7YW7Icfvv/k7HEjN72uKEr3/OlNWZhud/S7/+R3fuY7bw+mYVqvnlx98cmTj53mErk//tM/+aP/79/91Q/fWybVfJFphYUILy6uXnvn9f/rz/54fPfg6erqvE4+vzy/vVn9D//gdz764ccvnl1nRfun/8//++Pv//X85qY/8EUk3//4r/My3yYb2ZQnh6NO5AeeoAAPH76qrFmn2y8+f2wbixpEkUCYD4KprPP57ArAZlmKAGazhTVQVy0nYjjorpNlq9vnZ2d5XnY6o7ZBjAQ3N6s4HCTrvCntyck9zw+VtghBWZWeF3jcAyCduJdtMkA0WW51q411lEAYRek2Xc4WcRCN+oOyrbI83W7SyXjc1m2v2zPKAeZ1pdNNJWhQ5o2WFjso8lxLHQZ+WRWj0cAYXeSV4CEQlqWFVNI53bRVtxs5Z8fjMQAWbPjgwWuLxbJpVFXW1iCMcacTHB7tnZ8/324qWZPBcO/l2VWeNw4xpRwGmm4z5GA8nGzTqswaX4SCe4tV0usPjcUECdViiqO6Ns4hwkhebqumCKKAcuoQwZhqjYxGFPmMk1blFklpZCuNsdghYi3CQDFyRtldwi5GkjHjXG1NwyjCSCNsDNJALWFYtg0Q5JxiFDGOHJKeIIQsOW/8oM3Sy6K4Xa8vlcoAmrhDLMqVKvN8Y5B0yHi+xwUjQIw2BIhz2PcCZREQQgkjhBGgCFOHiHPYIQyEEUYRJggJgICQkFIfIQbgYcwI8QjxKAfGOOXcCz1MECYIGPODfhhPo3ifMY/zruA9xvqeGAg+oKzniUEQjgN/xPmAex5lIRcdLxhE8T4XPUIixqMg6AIRxgqAmODIIRLGoed7XISUxcAiEXiYeJTGnj+Iu+MgHnphD/OAiSiKBkHYZyx00LVWeF4PI0FIKHjMeUxoyFmH0ogQYRziIjQWOA+so0HY5SKQ2na7I+F53I+F3xNexH2f+b4Xdjyvh2lkEXUIayOM8R0SxjGHiHMUIeocd5Yh8BBwTDAQ6hy21gEwh+luxTAw56ixziEKwIFwhwghAmNmHSBEKPMpFRhThME5vHNJHcIYg9ulL2OCGUUYHAJrkXVOGwuEGOOU0UA4IEawAOAYM0I95CilgoAAEIz5lPoYGMIUiECYYOCEekAo5R6hHChHwCwwDAxTgQlDQB0woBwod5gaBIApBgJAMALnsHNOGwcA1hpCieACAACAEOIQsruuagAMwBgjlAIQSqlDjlDi+QIhxDlDyGGMrTUYA0II73pMEHLOtW27i4rfaVaEkO/7vu8bYxhjFAh2iBHKKXPWEoo5JbsTWmuVkrKRZVkWRZFl2SbdbtNNlm7zPCvLvCgKo3VRVQ6jVmmEMSFBrzeWyjDOlVZ5kb14+fLjjz/95NMv3n//o+vZfJPmBmEmxJ179yd7e84hAjAejTtR3Im7g+6AE6+p2m++/W3yD//xb3764j2ELGNQFpmz6s7p4XQ6mIx6cSxeeeXO3uEgL/I4jgBgPB5RxvM8Pzw8quvW933ZGFnJ4WAceuEf/9t/P5+vm9qOBvtZkmlpYr8PjvnC54TVVUWBhFG0XM49nw1HPaWb4+MDIRhCFgApWQtOxpPeaNxRqqZgBv1A66osi9VyNZ3sCeZPJ4ceD2RrtXa+F85vN6oxi/mKEyFb+eGH71MGUeTtH46MbT1fbNJkuVpMp5OqKqWU203mLCqKihIW+FHYjWazBWU8COLPPnvU1GpvejSfrdNt4XvdLNsm60xwj1KaZdvBsHt692T/cHp65zgvs49+8tFgOGha3TTaWXRwcLhNk802IZQMR4O6qbWxi9WilbXScjwZL1eLqq493yOU5llRls16vWlbtb+3PxpOLy9u6lZhAmmWtW3THw6m9+Ntlq2TBAhp2ub2ZkYxr0vZltpobEwbdz2HnLWqLPPDo7033nhjOBx+9NFHWuu6rrt95gU8LwtncVnKKO4jhK9uZ34QKG1Wi421UOTV/t6R1na73QK4MGLDUfTmW68cnY6me6O2rcuyQA44C4u82W5LjEBp5Qm/GwYAdJNsN+ukrmtKIYoCKdvZfH50fIQcFSxsZb1eL/Iim0ymZVFenF96gifLxenJSbc7RBY9ffIsTbLRYNLWSknd6XQ9T1R1EUXdptb93nCzTq1Gddl0ok4njpw1sm1vrq4pF5wzizRCNs2zdZJgDLKVcRz7nndzPZvdzOMoDsO41+8ZY6VsGWOceldXt2XZrBabpmn3plOpZBgEiKC2bRhjURQFQYgMOXt6JhsZRVEnio12m812Mp0gZxtZx52orDPPE5zzTqc3HExaqYXnHR0fxB3PWNXIxvfFdpN0O9GzZ0/X67XwRCPbqq4b2aZpAUgwxpXSgtPtNsHY5nnme97jR0+0Rtqlo8nw9Tdeu3v/oNsP0mz98uKMUpLnWbfbzYq0bqrJdFhV+f7+9PzyotvtrVbL5XI+3RtVVQmEAoHZ4vbk5GC1mTnQYZcf393/s+/9ydnF43uvHbS6pJ7r9PzRdFA1mdLy/OL88OB40Bs9fvy0aTLh0w8+eu/7P/qL4aQfd0Iu6GIx22wSQsm/+P3f/8nHH2CwQPCd05PFck6AMErPX15sNgkBXhZlXmy+8tXX/u53f30wjBaL+SrZyhZ98xu/8Pz59WefPPni8aP3PviBpXKeXF3cPn9w787q+jq5nOu0nq1u775xevf1u7kuPj/7XHSDxXpOAK/X63snd26vb4t5+ca9+//l3/nPj8Zj61BS5J89fbrYJNlmK8tGt1ZXxkrXNnV/3Pvs5bPrzdpg7HssoG559bJs6GKegWPf/tZ3Xl48+z/+6H99dvFpUixuk9ur+dVynb3/8ft/8ld/WjbNtqg223IwnLStfOON17Rpf/DxX0dHw0+fP/rx5x8fv/kwHAxjr9ssy+985TtZUv/FX34/X6aL2/l7P/5RVswtKRfr5fnL2826euX01cPpYcAE1oAdK/Lm2cubq+tlgIPZoxvecF3jX/rlX/21X/m1d99+qynz3/+nv/fg1YcfffiTLC859UIviLzw8Pjgsy8+2aTpV7/6tfOLa0p8SvwsbbWETZKn2/LN11/jnvjJxx++vDgbj0dSScC4LPKqrA739jfL0ihXZKVqzGqxPjo+aeraGL033Vvezv/WL/5iks+lrNu2Pjk5ikKPMfr06ZOmaUO/Y5RuCussJphiBAQIQna5WHS7nSxNk3VS15rRcDo5yLLi53/+5+/dP2EcXnnlnpSNMUYIIcRouViNhuO6bm5v5uPx1PeDvb29dbJs24oQr9/fq5u2lWq+WG42W8/z16ukaWTbyr29/eVq21SNM65uWm3MdG/SSLNNi826qItWtq5ttNHaIVdWZZIkr776RhT169qGQY8RH1mDsCnrDIEjFDdNCwQzzgijABQsIYRL1TKBvABlxW1W3mqTlcVyk14zruMea+UWQ9vpMgSN7xsuFCFVUy2qavXi5V9HkVsn59akZb0ytlQqz4tlVSV1nVhXaVfWbbpa3wxHHcaBC0IpwmACnxNqhR84pBkHz6MYMBBCGeGc7gQV4ZhwAsAweEAFUIoAGMVBJCgjns/9bsY8hVmDeatd6cfUC/xWgbWC0Mj3xox1CQ0ZjygPEKFUCCoCDAJDQFloMaY8YDwkLGAsYDwCHiiNgXDKfEYFISHCPkJMCB8hqhRQ0QXmWYIw9bjfd4gC5V7YwdyzmBLucy8EYAgo0JjxwDonhEcpQYAxgTCOjLN+GFhnBv2hsVj4sR92HWYWsW5/8gt/61curm6NA+4NgEWYhph6lAUWcQchxr5xzFkB2CPEQ5RhIJhRRChhglDmMAVMnAMEhhDikLHOIoyBEuuQdQ5hggAbixn3MDCMKcKUUk4oB2AYmHOgtcUYW+uQwxYhbQwhFCFsDbLWWeswI8Y465CzDiFMGTfWKqUYE0C4tZgzn1LhHACmO31MqKBMOAtGOyp8Y4ELn1BBmHCYIKCE8Z3SRUCQIxgTSphzGCEghCME1iIAyphAGAhhABQDJYQCJm7nQGMMGGMgxllMAAPGCDnnrPuyYM9Yq7QGwIRAEPiEEGOMc4ZSgjHSWgvBtTa7CQDGGAC0MbsnOznrnNuhCM65HVNhjcE70xgAI8QF250NOYsxRshRShnjhBCMMQCmhCCHpGzatq3rOs2yNM/X6422aJPmeSbXmy0mFAgUVZXnJQImRKQMZizKyiYtmqxs8qJNtnmalXlWlkVTFk2WlUVWNVVdFbXR5qtvfp387u//4w8f/4VzejoZ7e+Pw4ADGIzk3l6/1w2223ktJUbEWMuYAKBC+HHcDcO4bSRjPPajpqruntyJwu6gP3QOyrLhzBNU1GW1Xa37va7R9WAYNW0ORHHhwhAoV5vtTOmiUbrTi6MwAIKEz3v9WOm6rNKyTpPt0mFVVFlWFHt7B2HQqRtzdTnbplV/MNlusqKsPdpJN1lVtJskBQQHhwdKNb1+TBlqZMk4C8JwOh17ngAAhJzwWLLZIIzzolTaCJ+Ox+P1erNeJXXVtrVCFqxBqtV1WRtrkYOmbm9urufLed1UfuAJj2VFWlQlAqeMTdaZkrZpZFmUnLO6qY5PjrUxCOO2kVK1QRTmeWasCcJQShlHcdvIzWZLMJeNNdYy7o9G01Wy3qbbpqmYwI2qmIBoEjRtm6XpZpO0dTPo92Ujy6IEjJ0yhLk33n4QhPzs5RPC8cnJ8TbdrNdJv98v64ILNtkL7t69I6V68fKyadV0b/rq6697PgvjIOr489lCOykCmlfbTk8gIstm7UfECyAIBRC33RahHztHKQRXVwvZWm2slMoPIt/znXIUvCDoBn6spAYM2hjnnHN4vUqcI8+enyndlG25tz+mjBRV0et1wsi/e+/UYfP5x0+Rw3uTvcCLAi+yClHKheDaKIydw+hg/3Cz2TRN63F/NBxzyj3uvXz+wveCMOhE3Riw20WJASFK6U7UpVQ0dcs5z7e5ai0Areq6rmXT1AhjjMj19S0lnjWoKmUn6ozGE8Z4st0ul0vn8J3Tuxfnl+tVEomes2g+m23WSZoWlDLARErpkMuy7XA0jOOwaRpjbNvKtlFhGCulsmyDkHFItVIFnte2DaWMEMKFyItCO9OqNkmTbre3Xq0cMpeXV4NhGHc8hFXblkrLyXR8enLw4I272upnL54+ef5Fq2vm0SiOgOCmbYFCVddvv/M2wm69XgdR8OrDN6RUGJM47hhtVstVr9ellBirsyKLOsHh8b5y7fPz52mxZT57cX4GGPm+J2U7m90e7B0UeWkk6oZDo0gcDPpdcXtzXVY5YDzo9WQrrTbbVbo32UcaPXr0hfB4EIT9bk8p43PvZ772M6PBRCvTCTv3H9y/vrl45yuvBT5dLud/8Zd/IXhAqR+Fvenk6P2/+YiC/eCD7x2c9r727VdzuWhNen1z1os8bOSw1zl+OP3g+Y/PFk8bVh2/dlybknlsNptbZVfLjZKmG4/vnpzeXJzfXt+s0u0HX3y+KsuirgEBlmZX3AoIDUf9F1cv0rrMK4kc+as/+ff//Hd++7/4T37tx598sZots3X25PNPnz7+zO8AMEc4DEcjTNg2yxbJ3GG0StaE8vlydXlzs3+498GHf50kty9nLzXFy/Wi0S3xxLNnL66fX8tt8/yzs48/+oxzEfs+YEupXW2us3rV6Q3v333n8WfXo/igHwyfP3rR5CoUA6noj977VLUIbe137r17r3f8T3/7n/3q3/47s/mNbhtn1Q9/+ANO2PX8lgDzPV82rWolY3S9Wb/zzltKtekmWy62snHL+RYQa0q1WeeB7y6vXjIO+wd7g2HXWSOlLLI8TbacibZB6TaXjebcq6qmPxxIrfwwDDyvPxg455hnx6PBndNjRqEqc63bsiyssePRuKpqZ6FtG85ZkqwQsv1+z/d9KdXJ6el2mzW1yYs6zwop25vbq88//yTPt9apuqnfeeedTz7+/NGjFxeXl74vAJOyqBnzx6Ppk6dPBfe00pRbq7kyAAAgAElEQVSIs+cXFxcXlFLf80/v3GkaWVcNpcz3o7puGefLxZJgUpalUopwvlgss6wER1VjenFfSdO0tXUujGKtMUJsb3rIqY8scs5il1onlbS+HwHBhKuoR7kwvk+UaSgKMHFBSBypNvnVMjkr69s0u06zS6kTKZcA2Tp56WxW1/Mnj3+s5Pzy4uPV8imBPE+v4i5dra4xqKbNmrbA4LbpFgiKY7+oUoNryrVUZaPKy8vnnb5vbK1NHgRQlkttMu3aMAQhDEI1BsW4xURi2jqogbaYSYwlAoTBIWwsqgmtEa2EJ7Pypmzm4L3cFucWbxs954EMO1DrnAvP8wPqMYQ7THiIMkcQoshRg6jDFCinmDIHhFJqsLZYEmZESI3T1hlMduKJOWyMJc4Qh7B1BgEG6hMaYSq4EBYxhLk2jnJGOQPGEePaYsoEYdw5h4EhbCi1hCpMWi9wCCrKNeWa8JZQrK21CLVSaYsJ9QB7DtHNtnCOUOI5yjFQBAQIxZQx7iFgGIhF4BwmlBFOMcEOHCYAhCCMrXOEAGHUYYQBGesQABCwzgIQjB0GjABZpxFmALRVyiG882ItwtYhDASAWueAAAaMMMYYAxDnEEYEY4IxOIQQWGMMdg4jTAjBDu2gVeSQsQ4wIUAxEIQwQpgQijAAJgCAARwGwpmxDijTxmEgiBC0w2sRQoAAyJeteJhgDDuZSgghhO1OiIEiDAhhIITuiqwAADAhBCHkHNoxAM45hxHGyO2MZUYRQpgAQjtf2RirMSAMIJXCgB1y1llK2JcIL8YI4501a4xBCAEh1jmt9e5mpZSAMWOMALHGWGMIgDESI2eN3ZnElFKEkTHWGLNbSgzgHNrx4pgAYx6h3AviRmrKfQIewsRYU8sWKPWCjrMcIPCDAWERIoFBwmLPIpaXyiHGWISxpxRwFjW107KtG5Wl5Vff+Bny3/2P//Cv/ubfzWe3hJD1ci0410p6nAtBq6owWmalAmBV2Uppt9s8WW/rWhZ5HYZRGEYUIc6Ylmq1XAImSpvj09O2qX3fL7Zbz+PIKWtl2+TGVNODXqfLw5ha12ZF4gf8/HI+X86V1UVZer4P4Mo6v7q5rKq824/zIq3aKghj52C+WKdpVdUaYbZabTFmeVFjRSlwjEgcda8uL4MwJAQf3zm8uHjh+zyKw+vr67OzM+sM5wQhfHl16QfBwwcPjDHD4cA47XkCI+j3B5TQsqr2pnvbbbrdZErp8WRKCZ1M9u7dvae0fPHipbGykQ0maLaYT/f3Hj589enTF4QIZDGhAjkbBGGe5+k2y7McqBhPpsooyvlXf+br3U6HEn59fQNAy7JGjjLm97qDppFJslFaRh1hbOOg1a7CoDvjflU1y9VyPJoMB/3A91979eHR4cGzJ4+qKo+63v7BiHG3TubGtEfHB20jrbNpmgrBoih4/a3TLCs320xJt95sOt0uE3A7v5KqvJ1dTqbTokpP7k6Z0ESo/tiLurRqsrv3T4FClhdW8c2mzNOmre3t9cJZrJX6+te/EYVx3bRE8+V8YxROVmmvOzTaKqUoEWXZLBbrzSZNNivm4bgX+JEo6wIInkzHw1F/myUO2ypTWZqVWXV8eHpzNZeNmk728jwHipu2Ggy7F9cvmqbCDldF4zMv2+bLefKVd75Wl6pIa4MloTjuhkHoX1xeHh4cL5fJerlJ1hut7M3VLPCifm90dXkzme7tuCKM6fNn58P+iADvRIODw8OiKLnwtunG98PJZC/dFG2tAHNZ6WS9ieM4jmJPiCzNm0o+fPhQaR134jiOZ/Nb55wxBmNS12o+W0yne9c3F6NRX5u2LhvG2NHRsbWWENZIKY3iHo+68Wgyfvr08XDUGY672lb7R+PhpHt4OGplSSjmjHa6HYXN2cszwqDTj4sy/dnvfHs4GmljOt0uF3wwHDEmzs/PJ9OxkmY+X3fiwccff37v7n3fCwAIBp2kW0JpFEWtVn7gV00zGI6OTk5ni6VqS0apx8XtzQ3FkG1TisneeL9Ma1lpp9xidplsthTIcNAHRGStnj86a0vtsVA3rtfvXF/PAi+Qrbm9WViNzl9cLZfr8Wgax50kWdy7f6RU3bZy0B8fHJwWudQSBUGnKMqqKvPVnPv4tbcPV9lFZbfxwK/rvNuJ/VD86q//x2fzxx+ffwAxzKtZC21r5Xhv/O47X3nttVeDwLdO0zi+mV9f317crq6uk3lmm2jSs87cXl0FlE32RvPVQkvJONSyktZWhQYJ6dXi+U8+euVo/3uffPD9P39/Pb/9n//V//RzP/fNH//4e0WZ7U33z55fUuQF/bhp2qvL635/aAwMR9Nur58k69OT/bJIWl2PxuNvf+Pr0+nk2dPn2bb4F//kD3zkHe0dz+crAFJW+e3sKq/X3/6Fr1QqIZx99tnz6eCkF/XWi+VmlYCBQW9PawLEc43rW/G33/7mgddb3cx/8L3v/9X7P3z54vlH77/3ox98b52snz9/HgSBc4ggnCabbi+Wsk42K+zwyxcXb77+9nK2qfKWgUeBq8bEMRGc9/u9tml9L8i2WV00daWxYchwzv0k2cpGOYN8P+wN+tIaIOAwpoQprY2pPeEbbTkRzlrA5PNPH52e3puM9p4+eQbg7t07UarO8829e6dJsk42yeHhEWC2v3e0Xm+quuKCEQIAjnH49ne+MRoNz8/PCWFV1dy7/6CV9XK+Wi3XlAircbJOk/U28ENj0PX1rNcZNnX75hvv3N7O87xuKpWllWyNlK4qW+fQJsn3J4eyNdfXs6qWDpF0U2BNkAZCnHNVFPuTyWg63fM8f7VehL44OBhtN7Nelyk96/d62aYKg0EYCELT4QQps1Y67/cDayyG2vHc4vTxsx8DrbP8tqzWeb6YTDrJ6mWd3zCQkY+3ybVqEkZLCmVVLDxhBJGVVNaqy6tzQkBKbQxer7eMCcKYEOL29so5XVZlkeVVU/e6cbpdXV6daZlV5Wo+f9mo9N79SdOumnYdhLYoF9ezJ8v1S+FJ6jdVvfQCEB5yrsVQe74UoqQis2i53jxZb572J3q9uXK43GY3Fsq0XG7zOReE+2BRIYIO85xFhnmetIZyIXwfYYSAIMAWW0qJxYWDXITS4ZxwBcQ4Zz0vwAhjQJQK2baMO4dy7Yq6qQA8AiEinrGMUIEx9n2fUGIRtogy5jsHAERwz/MZRooLJ3yNcOlw7lD+4vyz5eaikYkxcjgYWWSAMOOwsQSDsI5R8IxGjAUKpBd4nu9jQhgXnu9h4jCxUjaEUARgnfHDcKeQEAYAgjAIz8e7obnlnPvWIGvQThRiIEAI4wxTAEyMNTu3kjIKBHYi0jmnjUYYEUrRlwqMGGsxgHFOGW2Rww4hZLBzjBJsndvlZlhjjTHaIOsAwDprncUACLBDaKcrrXM7WtcCopQhQJgQIEAIYZwbqx1gIIDsTqUTAhgjRwAIEOQQYIQRwsgZBwA7sYsdQpiAMVZrtdOdhIBz9qdzf4MxYCAOIYwB7Q5nKaUYY4estdY5tyvYI4QAYE/4xhggZMceUEqdc4gABtgtCMKIM8Y5xxjvkFkCAAC7jXQIW+fclwuOESFUKUUoEKC7VpTd7wUACGGEYRcihhBBiGqLjLEWGQSOUIYwNZZ5Xt/3+1ISxgLEfAwe8JDwAAEPgh6hfhgNonCgDfdEVyttHVEKf+MrXyf/4L/5+3/4b/83wWPsWBQOAHFkmdFYtq5tXLIuCAucAa0dRtQaBJi2jaqrWknleR5CsioLIWgnjncI4CZLNpu11m0cBVYp1SrfE37gWSsHg462bZZvWyk9ERDCK2UWqzWhNMtyjME4O5vPOnHEBWva1mEsfI9S0UorpQHgQvhJkiIE26zAAKHo317PVsuEc4EQFGUZxaFSbX84AILXyUYbxblgjEZRCBSEEJ7vd/pdylgj224vns/nUkolFWMMAEbj0WabTvenXPBX7r9CCMUYS6l63Z6U7Xq9Pj45XS6XxuhOJx6Nx5z5s5ul0ThP8zjqyFYFQai1Lct2s8myNK+q5vDgsKqaly8v020OmFDCGeVFVimpHMJambqpWlmO9/r/0S9/u9WFtk1vEJ3ee7Uq6sV8sZ5vPE+sFqvtdjseD8bj/mo9Z5xEHc+gZpVcj8bduBPXbeP5gdaKcjg+PUiztXOAQQxHU8/znNMYu6bN+70OZ97N4vbtd187vXewd9S7c2+Cqbz/ysmDB/c6ne56lShl2hryrFLSrVdJXdWdTnx0dGCtubi8tNrZhq5WW1/E89ulahXnfDLe08Yw6g8Gk+ne5O6Dk6jjTw/GebnNyxwDsshtNis/ENvNJts0YRhyJsqsEswvsrptW0phnSx8n/sxe/drb1pjJ+PpxctLn4ebJNOtkbVhxFstN5tqPpmOtZZnL5+fHJ8ApoEXDwfj06N7N9czq1DghZQKQnhTNXvTvbpplNSeCJW0hLCyaCghyqi8yKM4Rg77XqikAcTmt0urca/XI0CCMFgsVkbb+/cfVFVd11XgB7PbWbczeP31N8ajqWxUUVTLxeri4mI8Gk2nk6ZuPBF24m5dtefnl+cXV8PRaP/oYDAeAMWDUc8h9eabD0eTfn/UqeqMc4zAMU67nd54MtXartMcA67q/HZ2/c5X3vn400+0cdqirCiYoFleVnX78vKSUjqd7jsL5y+vXz6/KcvG4/5quRlOO+Px1Bocd/tPnzy7vL7p9QebNJ/PVk2jv/G1N7udDmdMcDoaDgh2rz945ebiartaq0Zm241z6OT4ZDQY5mlOgVHMtET9eNwWerPMP3/8OPQ7VkGeVtiSplLbTaaVVcpUVSN1pV0T+IG1hGBvdpNcXy3Ho/3nT84oJVEcHA337tw9bm1em3KZLNO85DxsGr1cJ09ePHuxuOADf1VugkFcqrqWjVHy6aNH5+dPCbeYqHBvQH2HmdZEjk6GR68e90Yd7pEH905PDidUwOXtzcXlpXHO88WwO6qSqt3WXe5xLDm1x+/c/62/993/7Nf/05PD404n/u5vfPf09M5nnz7ONo1VrG5tmlSycXVp68rG8SgMu77nZen2t//RP2rKMvZEMp/Prm+buvm5b/8strBZbwHDg1cfBrH/9lffGe31ju9OvFjdJo+v5+cEQ1mU737l1eOjzuz2Yr1al2X59NnZaDjUZfXW8QnKi3dff9jWxQ++/+d/8qMfOK0O9qfDQe/O3ZNXHj64c/fOg1deUa28d3rv/PycUfiVX/rlH/3gh6YBLU2WVLpxvag/6Y+PDo9Cz+9E/avLeV1I2RgKPkWBINHyNu3H0yDyhv1h6IWBFz+8/7AoS8/zgjBsqoYxzqnnkaApzHKe3l4tKfHbRte1dJYwFmiNtEkPDsfPzh6Nx737r9zNy6woi6PjY4TJ0+fP02zbH8Rvvvl6r9/B4Pb3J0+fPrLWTMbTTz7+wmhABGVZ+q1vfmsxW3oi5DSoqtZZzLlYLdcEc9m6qpQArC5VtzM0BktpAbyybJWyba2QJqvFVkmoaxNFfd/vlGkVB718m3c7aHogTu/uLxY3aZocHU5++Ze+7Vwxmz+d3T6yJmmbedvIgHeNdt2OoGJTli+r6ubF80/mNy+G08i4FaHp87P3y3IuZSYYLYscO9S2zTASx3tDcJgBXc0XyXrOiaNght2IA2xXSSWRscZa5wXharVVCmmNu92hEF5ZVpz6bWWbxmVp3Yn6spFlXh7sTxez6yxbC45ruVJ6c3P1KI6hyOfb7U1eLLpdXJSzorxJttdVtSJEI1tjqLReJZtnnGcOJd2ei2NUpFUUxGXZNI3E2BGwTVtIWTTNutcnrVq1KuGcWks80VctWAMY7YqCle9RhDLCC79Ta7tEsAVoGLOUIMCWEuSL2FntewjThHnrvHrRNOvhaEygy0hEqI8QBmwBW4yRtQgwxyA49TgVRmtnKy5wlt1cXjz6/PP3kuTq5vbs8uo5Qm1WrLVq54sZBtTt9ozFeEedAkMYA4CzjnkEWYQcAexrDc4BxsYh7XGBECWAOKd1XSNMGPWsRgAMWaxbjRBghLHzMaIYU0oFpRwwoczDmGKgFDhQBAQTCoTCT59QhBEGvBO4GCO0g1DBAcHO7TLdMAAgwIw4jL5MD0DO7UbuFAgAIoQQRhBghxz6UkUDQsgit3NhHULGOessQvin9KqTWiLAO0oVMMbIoS9fOYyxc3Z37B5ABQAgjC1GGLC1FiFECGGMIeSsNrtLd8gRQqx1uyI9/NN9aZSSnRfj0JesAtq9hZBDGDm8Cy7Y3bJzzmHs0JdMLSBM8JdX9h++F2EEgI211lqMwVoHQAhlWpsdr4Awdsg65BDCyLrdPrbdmmC887CpdchaRxkGihyyyijngJBAKSSlY5wzTolP/DAACpQCAOKcM86dw8ZiIBwIc4ZYRxEW3373a+Q3/t5v/OEf/eFitpENjqOhbLFqUZKU203pHDOaOEQ2SVbkdZFXQRBFUXxwcJCm2+VyHscR5zjZLMejkRCMcpBGOmy7vWgyHXfj3f+mYIwaZ+NOJDwqVXt5dblebufzpCr0bL0FICfHp5dX16vlmlMhhGjrJtls+t1eEIStVJR4Wttep08IWyfbqqybRhHMMGaTwV6y2Q5HE8G9sqxapbSSjLPtZrteJbupWRCFnueFUVSUuZTy5M4dxniWZl+GUmCYTqdnL16WVXlweNC2spVt3InqtqGYJEni+8HN9U26zXr9odZ20B8AAYzQweHhNs+ypHSWqtb5Ilivkzwrer1hWdRNJQn1OPeQw87i+WxR5lWeFd1u32jke6GSbVHkaZoRShxyaZ689sZ9hJU0lfD562+81lQWW1SXjSd8wcTh4aFs29ns9u133nj19VdaWWVFGvd43W46XQ8oMObd3NyEUXB59eKtt99MywQj1ukMzl9ey1adnh5rI/MszbNif39v/+iw0wkvr14mm8Ww333j9Vc94Td1myRpus0FE8a4uq7btt2sV+PxYP9g2OtFCLksK7qdfrIoKOWce9ttVpcVYDydjNIswxiU1Hm5laZ88PBerx9fXL7gngBMut0ewVi17XI55zwKgsBqG/mR1s5oW1WVtdoitb8/DboUMb1crIQINkl6dHQn25aBiB4/fjLoDztRB3wdBn6yWXFGR8PxbL5EGrJtnW6LMOiOB9Miq3vdUbLe7u8f1FV9fXWFHY7iLkbE4+GLF2d7B5Mg9LbppqyKfn+AMSmy2mNhVbT9/sA5FAQBo0wI7/j4lHO/yIqb6xkBMhyO8qy6urx68vjpcDCaTKaL+dIa++DBQ2fxkydPrCWc+9aiIq+quhW+p6388CcfMgFHp4eMYwQ6K9LBcCB1XZRFEEWff/bF5eV8b+/k8dMXQEWSrI5Pjk7uHGmjb2cLoPzTTz8z1vSHvavrGz+I4k50cnpy9vwlweLZkxdx1EXaBX7Y7w5ERDnzN5vy6mqmtduhQRjo3t7hcpHk2WI2m11eXhVF4Yz2PZamGwro6GBfyebl2fPRZLo3ncq2zfOcAKwWyXS4f3V+ixQFxC6urvvdse+F1xe3nahnDarKhhB6cXmZVyXCxjqNEI2C3nqZlXm7nCdGudVqORqOKEEBjm9nt9K10pled7xe5uCCTVJUdbPYrmssNbVJlvrdSCpNgXBgg04virxWllWbWgFFtUHcBV1vtl28uHqBkBn04jDg5+cvwji8++DhwdHJF48ec8KW14uYxf/qD/7lL/3iz7321h3ehdQVz54+dwZz7j95dva//Jt/YzSe3a6nw+OQdRbzfNAdH05OXj6/Ho33O51Bus19T2Bt/u//838PGTjZhH6wt7//W7/5WxeX1z/8wY8uLy//2T//g+He6M+/92dpW2BuXn/7yI/br37r3v7hsGnbven08y/ev3dv9K//9b986+13fvTeDzHGw14nZuy97/0lZ/h6dvXF40+fnz22Yfytr3317NmTpi6ZRz/46IPhuI8dLrLCY15b1aEXWGk//fiTppYnh6cUifunrwy6w+XtIl1vZIWcYZ2wG0U9BmLUn2SbMllsZaEe3Hu1VVnAfQE8EOGjzx5jIBhhY8x6lahWCyaqjVwvcqvAKJystqPxtJWKEN7p9rVxdX1LCDq5c+AHvNeP58vbq6vb8XRorbu4uNC2CbusN+w+fvrFJk0ur8+lbt986+0vHj29upp3uqPBYECAHuwfNbW8vVr4XowRHB8e3d7edPsxcqypjCf8y/OrN958K47j5WrZyma6PxkMe51ulK23cdTT0srWWYuFHzrrkvXatG3gsdGEnJyGYejFsbd/MDY6e/zo/aaeK7lMVueMVNvNqhvGqlHGtN0Y/+Qnf7pcPt6ur3RbxCHFtCrLm/X6bDE/iyNmpMQGr2crj3oC6KgbMuQY+Mv5ZjyYNGUdBvzoYJ9gUhXy6eOzl9c3o9Eo8Pw0zeN44CxZLTeT8RQhlKe5x2IGUVuZtrUYUU8EVVnKpinzXDBGASXr86uLp9NJj1FdV2lTp3W1AaqiCKRKl6tLIHY1vwKn96e99fJlUy/jAN9eP92sbupyszd8LY6Gi5ttWWhPhJ4XGN0Oh6HvIYDK2fXtzYsqr2QLvWiitSXYeQxRULJNCVJUbKr2Ks3P1pvnjLUY1VeXL5UsA49m2Xwx3xzsdZVZGXvlhUvCE0IawXxKus4ShyyhhhHt+44gfXH+IvDDbqeLrCHEEmSc2+TZ4vnzD/P0VrYJY2q5uMJIn54cCUY3m8T3eNM2UunReF8bDMA44w4ZT1AAy4ByJgAxChF2nADHWAORnBDAhDKMcEMAKGVWI0Y5/RIUcIITypBpHWDrnMbIaqOtc9Y6ra0zyFinba21MlZba3a6zVpjrXZuN2zHaEcSIOcwAowJIRgjAoQxQgixxlhrCSE7/b2DRHfYw0627sbr+MvGZkcI/ZIfAMAYCAGHECGEEIIQ7Ob4+MtP7LziL6MDdtTDTv/hnwZoARcY8C7qC/80NosxDkAACMGYM26MQdZRQvR/EOI/PYl1O9Ril6kFDuFdMcEOllVSwZcRCphS6nZa/Kd7xXZssXPIGLsDKghlziEgdJe9QAhDGAhlhDDrrLUWU2KRM7uWakIYpYwzxgjCxlpNKGWMAUZACMYYY2OsFB73fY9SrpVDCIxVGCQmNbCGUI2hZVwDtIQYSi0Qh5BFSNdNxRh3CAHBX3/rTfLbv/vff/j5+2HYKcs68OPtNi+KKs/LptWy1XWrAs8f9IYEQyfq+J7nC1HmeRh6UeifHh8BJ51OhzIqZZMXqbLq4HifceasS1YrSolDVmoJBMVd37o2q7b9fjcMO4f7p1KizTYzyhhtwZG2UoJ7gQjqsmKEqVYHfvj/E/VmMdatiXnWN655z2Ptqvqr/vrn/8zn9OnJPZjGHTtu09imlchBFlGioCgIxA1CEAUBEkLiNuKWOYBNBLZBEAZFxPTg7j7dZ/6nmqt27Xmvefi+9U1c1GlHWrdLWktaWnr1fs/7vkmcd1qdIisQRGVeVkXV6/SV0FIYrQxjEhiAECmrumK1bTtB0FgsFkmSKKWCRqsoOUTEcWwh5Gaz3d2/o5SKovjy+prXghIHIQIA4nV9+30Ti6ZZZnuO7ToNz1suV/P5QimgFSpL3my0Go1GWZSdTttz3cVqmWeV5LAqa8EVMCjwg6KooCGi1kKCmkspdZJkEGKL2Ba1a65ELSFAvK6kZq7rIYgwRoSiO4eTqsrW2+3R0f0sLZIwS6LUInaeVTc3S1nrvb07juve3EyFrIPAv7y8gIg/enLn6N4d1/XKgkmht9sNobgoYkwxxhZjilWqETSzPFe1VFI3/baNA9uxLWJVBZtezD/96GQ9D18+v2j67dVsad/+M2Ty9OmDvIhn85nvOd2es90uF4sFIU64SaIwMcZkaQqBlpJJxTzftix8Pb3ebLeiLltN13Od2WwqhEAQRZsIaIAMFJyXWWEQsWxqNAAAGYWUMAgiJlhRpo2W1xu1wnQbbuI4zKuCG4maQXO1WPl+0PB9hKChVbvdBEAHgVuVfDFb+14LaMIrmWdM1brX7guhN9soz4p2u7XdbF3PcyxXCxNutpO9fqMVUAs120Gz3RBaUGxpYZaLNTAIY4IwqmtOKUEIZUm+mC8dx/Vdn1LqOV5RCFnL4bCfpVmWpp12r9cdZGkeRwkCuCxFEDRns2UUpwaAoBEErSCM17sHkyjd1oJZjsV5vd5uKXWa7TbnwrID1+0sV+nVxfLVq6t7Rwd+w3U9m9ei1e7yWrXancN7d4OG3x8OlDF+4F5cnM3ni8BrQUU67V6v00+iZLVY2YFzdnZdlUIrvFisLWp1up1Ou7UNwzRJKLYpdaMoD4KW5wVxGK+Wq2670+v00zg9Ojrymo0ki5fr+Xg8EKLWynQ7faMQQfb0el4LvTu5kyV5rzuIozQMo7IowzjkgtWi1kYjaJ2dXkph2q1uHMVZVszn892diWu7ohKzqzUXjMtysrtHsEOAXyZ1nlZKqavZtd3AtEF2D/YgQkmcs7wGHBJNESCeE0yvFwCCmteY2gWrpTJ5Wgy6/TTMozBz/ebsZrGYbXqj3ffe+8of/LU/sBT67q99597h4V98+MPTzfOb4mpb5aPx7s1889MPPvrk8xcGkVa3u5hvA7fpO80iK5EE85uZEMJ1nYoXVZUdv3qGDfu3/t7fsTHgdZUV+fXs5tXp2cX1ZaPd5lrNtos//d/+lPHyZH6CrHr/sLvYvCr5mlpWVZibWUgQ/enPfvL06ePL68uPPv3s4aOnf/dv/Z1+s/c73/++IHiV5zsHB//y7/3gX/q9H0x2ht/97neEYLPl9Ctfe//5q5c//slPXNs9PTkb9cae07i+vPreb33v3bfejdepZDpcJdvFtmaClWy9iteL1Xa7IQhAqPM0yuKtEuzO3k6WhpIzlhWLq1kW5UaYmvN2q8VLFm62TQxjJ1EAACAASURBVC+wEC2SPIljaGCWxrUoWx0/zcJalJP9UZxut9ubBw/vjUZ9z3e4rLbb1eHR7nqz0kCnefrg8Z3hTtsY6fteqx0cHNx5+vRJFCWz2SqOyseP3mCMhWF69+BellabdRhHabPRTJO42XQR0lrI5XxZFXmz7fQGQVXHs8XlYOI2u9gO5Gx13HZ9y4KMlazMsQUxVa+/ce/05LPDg+6TR/uBbzjLZzczy7KbvlPXCYIMAqYFK9KkyrIi50WeFvnW99TF+cd5PhdV3nBtl2AjqjDc2gS0Gi4v87pkg3Zfc61YbQS/dzDxXaKEjMOiKpSQBkJAKVqtl1lehNu01ewPRoOaFZ5r25bFWS1r1Wm1d0bj7WqJocmzileqKKpwu+102rwqKUWsyAkxrk2KIvUdCpRuBQE2IE8zXlYYQceiFkVVmQ4H3W6rwctKCUER1JJvl4s0DKuskEwRY0mBbq5nNvWBJKySCBKCCYXQpiiOwuvjlxQRpFCR5MDw0dDyXRZuXs5uPiOwaAWA6WlR3mzDi7LYDPqtKs+1rF2LZMnq5OTjs4vnNzfP2y0QBEyZ1Xz+0rFhWZQIE883iDCEK602Wm3C8KLmsTZsOGxrlSFYWbQmVrhan56e/rKs5q+9duB5IPCsdqsRbjda6DRNHNcpC2ZZXrPVw9gGEGBsEBSEaowlMLEUCUIaY4SgMSZHNFF6VbGNbQMAU6lDhCQAklAEoanrimBJMEeohLDCuLYdhTADiEFQY6whVAgBRCAwmlj4V/2qAEIAzF/qRQgA1EAroxGCmCAADPznSK0BAGAEMXEgIggTADGA0ECgAbgVVuALvIEYA40BCBIDIULkVhgDcKtoMYIIIwLhrWVuu66HIKaEEEK10bciGkBovrgAxAggDBDGlACEf0XH3h7uf5Hcuu2+JRAQTIwxlBBqWUCbX73krY7F6JZkNcAYgzEBwPyK1kUIIQwRIeSfC2iM4K+IAoQQNBBBdCt/b4vhhFS3rQgAwl/hwthoI7VGhBgI0W0kDEFMMEbQAG2MMEAAqBHUCAMAjTEKQYCRsS1KbUwIlLIGEGJMEQa2rd1ASbPFJJRyi1GGUF7XG0oYMCXBnFAJIcOoNqAiVu365u1HT/Hf/Nv/6o8/+KeB7zaazfl8XlZlUZRZltaS9Qe9w7uHspZRFNm24zgOY5Xn2QYoAFS73SAErTYbSki43WZFWgvWHXQwxcvlCiPMGS+rrNPzG0233Q2oBTSqIRTtbtOx3TQpEaKHB/c817u5nrUb3TzOBBf9Tp8AwhkP15FFLcuyMcQ1r4EGg17XprZNne06xNA6Ori3DeOSsSROb+uvAUBRFHquTwhpNlpZVtZC1UJWFYvTxPf8bq9HML2azoSQWVqmSe65PmM1IVa70262WrWUZVU5vq+NLpNksVoBgO7s351OF0VeiVpuNuvNehU0PM6YNIqXWgqQp0wwSYmlJXBs98mj11bLDUSWlAbc7oZro6QWtbKwpaReLdfUBrXIKbGkVADAsswtG6+26063WxSc10Bzvl1tIMAYWoypqhR5XqxW6zRLoySG0AyHrS99+U3HhUKWnhf4XitJsjiOBoPOg4dHQksILaPp2elFmuR5krRbHS1AuEkt0pCSawF67bGpSbwtZtNttM4QQKysVqtF07O7EzfNtq+/9uh3f/c3nzzZ53VelOnNzWK7TmphbNsmBPmefXFxVlY558V4pzcc9qUSFxcXGBuCAQRgNrs+PDg4eXlSFixwG1DB29NYZFGE4GqxEVyygmNMKSWNwNVQaM2F4atwdf/+Y6MQRfbsZmERO9yGGCMIte1YCjNjlGVhCGG0jdqtDq8Ugo6s9WYdUUJ73X6RVa9enWhtgsDv9TqddhdCrBXI88LAqj9o38yv4jRSWpas3Jvs3VzPORNGA8uxCaVRuG23m0KIPCtWy61kstlolWWxv7+/WqXHJ6+GgwGlpCwrhJBtubPZwvcadS03YVJzGUdxUVbD4XA82YnTbbvTHO70zy9OszLzXFdIpTS8vJw6boCh9fz56XZdQOPZTiuOw/li+u77b6VZXNfiejqDiN49ul9yluZJLWou6729SbvdXq82k9He9HLeClqtZuvs5KzT7vqdRhwVQpjVclsx1ut1+/3u9fTSsjDGcDy659htrQlGdpqWQuib6azb6Z2dXta1wYgKKLSRGsj5ctZqNdqdDmdyvQzjuFiv1p3OwKYuBOjy4qoo8qIoyzKnFqlFXcvq6O7DKCqrklcly7McIZiliU2s8WgHQ4szuVosmWRew8IEJVGONeWFQAYJVc0XN8Zija5FHUIw2S7DUWtiOJElTiPu2O00ZTzPHasBsXN6diNrMOqM2143XCeLZVwynUZpFGZhUvQHYwtZ/+sf/ck33v3Kd//Kd07mr87z43l988GHz14cnxWlxsQ9OLp/fH5eVny92s6u5u1Wb9BqEQxYld492u/0m65POl3fmCqwwff+yrf+xl//wW//1e89PzuGNnUawXK9wa4toP4n/8//KXVdsjxV0WS/1+3ZebWcTk9fvbxIE5yGYL0uobFuZlMD9dnldL7Y1qkMl9EvP3te2+4f/r1/4ze/93sUe//5P/yHUbg5fvV8G60RNcjCX/21rw76o9FwfPLiBAMah6ms5aA/KNJSch1v8+MXZ6v5uuE3McRRGEOggqZdlvGdg8Fo1PrJj3/W7eIH93bff++pKHVgu9Pzm7rgFrJty+60O5xzoDRFlBUVRqLIsiheez5ldTaaNN0GbnYdqUvHQ57rEYInu+Pr6dVnn30kler1W3fv3X3w6Gi8M0RUZvmWUGRZVEppO7bSRhtQFTKK8m53JISKovT89IJiOw5Tz/MZY8fHz5std3dvuJjPDu5MpOb3HuwMxsF8fUK96smbu3tHrYOj9tHj4SjoQlgDU1MLR/Hy7r1xUS69QPa7xKioEfi+2w036c31XAiGseq0fYvgvZ07Hb93c7WgxB/0W6ORD3F2fPLRoNtFGrKiQkYm0TrPoJHm6vyCItqwgzIpqyyHgt8/2omjm+OXz9IskQJmGZNKTuc3SrPx7jDLsufPTkfDsVZlp91qNHxKiOf589miKsrlYqFVPR71lZCiFpvtHGMAoTw8nBRFsrc3EjxHSHXaAUVOkRWB62FIeFXnaQ4MardbUog8yyAwBKGq4IHT9FyvrngWpcPuqOG2sXEGnV1iVwRBgmiWld12nzM1ny0ciyKAlvMVC8ujOw87zQ7CcrM5brZKVp0myYuqmEXra4eqsDgTIo7C5aDXicM42oaj/rDI4sX83LIkE6ssvRF1vLfbybK1MXXguUmSSpljmi3XZ80mXa2e1XzuuZLXsdbMso1tS63jspgt1p8iVGy3p8Oh++jRXhwtgsDpdlplUVmWHUXRfL4UXDGm7xzcR8hSWiGkKZGMJQByqV4CHNm2AFBQKgCOEZ1Rd301/fBq+lktNqfnn5yePue8mExGlAJChGOrslrxOlQqSfJLISOIS9fTjgsNqCkFBAOCjYHSsr3bU3iEEMFfjCkQQm+DvIRghBEmmFiY/CrhZFFyewu1qAa2NhARjG6DWRBDRBCmCBNMKCEWtWyECUTEsmyL2BAiQq1b5xJhAqHB2EIII0AwIkaBL9QkIgRjTCgkFCJMLItYNqYUEQtTC1OKKSWWZdkWJl88kuM4UspbSOCWatWyVkrqW5xXf2HIQgAhgrfikRD8BU5gAKX0Vm7+JQirhLw1aG8bu8yvgmW3EwkQQIyJMV9408rcsrZUGYMIgQhhSL8IqRGMMbIdB0Jo2dSyCKKYYIiAhtBgAggBloMIRggCBI1QAkAlWK2BgkgpLQihRgOpKkhqgOK8vEJgIeotY2spQyEiQjhjYS0yo4uyiCiVXK0RzjGt3nzwNv4b/9of/On//b8IKfM8HY8H/V6bWqjdbI4nY99rQIgEUw0/0EolabparV0vwMhKkmI+XzFWs5rHSby7N/EDz3GdbRhneeE4fpaXFedRHAlVa60aLT8vk9V6xblcrxNWaVEbjGhdC8Zygs3Z2YVtBdBQUdejnSEmsBa1ABwQxnhRsnK1Xhclj+O8YiqJCoxd1/WlvKW/UVWVxuiK545LCpZQG+8fTLBldvYHjuOE26TIKq2M43hK6lrIKMwBIEiYfnegpam52m5iBGmRVhTZs6s5yyvf6fS6Y2hItE1YWQENtZRVUVjEcqgjKmm5lmBQMKOEoYRKKSyKRV2XJWOsLgsBAdZSIQiNApxLaHBVcstyMCGM537DuXd0LwgajuMopWezpdE4CcsyF6xQSZIS6rBKyNqwkkuu6koKrpAmvFCuZXmeVRUFK3kUJscvzi8vrl3Xf/Tw0XazXcxWBVeD3qRMS88JXNuJorjmwnWbdWW6zVG7495Mb+Y3i73Jna++/3WLUM6KXq9VVvGDR3def+vx/Qd7RonNZikEOz07VkDGSdzpdd5467WyzgwsDSolLIktO0O/M2zs390Jk22cJHGSdPpBd9Rqd9vj0ZhVVbgN67ryA2vnTn9yOB7t9qRj+js9hMlqGdrU89yAEivNUkzweDRCBGzCdbfbdzyH2rjVCYaD8fnpvNHqsrqCVN+514uTECJIqeO6jaoQCFmKa99tLefbdrPLhZS1whDtTXalUnlZCikBgn7gX00vmx2/LEvbdgixMCIO9aeX805rUDNpUXs0GAohNutNkVeu05C1agYtXtUAAkIoAkgb6HlW0HDDZNNqB71B5/j4VRSGZVm5tgsB9H2Pc0YpPDu78BpWwUpiWZVgN4tZtzd0nFa4zfOcdzsDCCjQ+PLsJot5EXPFYbvd6g87kKruqPPy1VkjaMtaSSktQjfLsK6hbXlSSt93LYcCYBzXKUu+WoZaYlZqRBXjtTFQA+M4dHp1EXhe029iY/MSlLnmlbqZrmY3q6qopVRKGNdptFuDzTqB2AHGCqNIA/Xk6cOqrMqUrxdRElXGYERIkXOgAS/lqLuTp1wYIXFemfyb33nvvffeO7x7j9f1dpvUQrY7LYOkQYqJqsgLAgFnGXSM7dA4jI+fH7eCFjAIQJgUoUT5t37jzXe++sjyCaFksVhncVFkPE8qLZBLG3kq2v6w2W54vm/ZhPMCAN3v9vKsSuMqjnLOZZlLZOyaq2i9Wlxd9Ds+V/mPfvnDP//gn+HA2oRJnvJoU3TbI0Lcyd5kvb7+8lfeNprlWUQo1CBpdGw7QH7b3SYbgCmlrm15tu0tlutffPLxH/3Zn706vxQAbcM4aDakkh9//CHByHO8VqvNqmQ2vT68e3B5OT15NXPoCIhGzSjG/jpMv/61r9VSlCWIw2pnZ687HP7J//5/rJOs0ezdv3v/488/Sll2/7UHj9547bd/9/fefO+rcVadXlwu18sozJWy241ewwsabnvcm1iQLq4XLbdDjfdv/5v/zpOHD19/+qTb3Wl2vPaYdid4uOcYkvd71nw6f/ro4cvPX4xbhw52On5r2O03PP9L7703Ho0hooi4D5+8vrN32O8PHt67P+i23n374ePH+36TKlMFDce3rcvT0yrFR3cPqirabi/v3R9///u/QYiueH59c255pmIZxqRMWc3M9HKZpWVV1ifH58DgulJG4vVqVXP2+Mmj2zWZJEx91zk82u0MnMmd5v0Hu8NeM2hgYsnhpHVwf3T0eGI3YMUKx7Zm13O+VayskjgiCH7pvbcno76oSpfit15/Op9eLpfJy5dXlLq27a1Xa0zMcNSzbXuz2gJDw01mOXRnMuK8PDs97rRblJAojAnCvJIWcaKNXM/X2BBRiSLLPce9urjsdTucc8/1KiaEwgbYnt80wHBe7OxMkjDnTO3ujjFWSqgkiW6mM6MhAJZrBWVe8aJs+Z5kpZaSINDtuIN+qxl40XZbZDEwDMG6yLI8L7U0lFqcc85Zv9cjBLmO3fD9PM2G/YFFkBI82WZAkiItKcaB7zYafpEzXmkpCQAijooiq9eLrWu70XqjeY2NwQZCCTv+0ChTFRnQ9WpxDXWm5NpzeKeJdS2qrNJYVmXWa7fiMCaQYGghgBEEUbzyA3pnb9xtBzvj7nx+GW2X3Xav2xnmaW4UFyLZLC9cIpLt9XY1DbfLPA1rHt7cPPfcqiqvfY8FDXR58blj60E3WC/n69VWCpPGpQFwMOgbo4+PTy0HUtsMx22Easc2FJWCzTm7ZtUlwueWxQmVSTK33LLi180230Yn2/WlFjk03Pdgswm0TBBklPDA50V1ejP/KAxP6nqr9LwollW5MSBL0vMkPc/yeZ6vgwBTygVfSbUVMvQbiPHYsREEkhJMLaKB0aCoyrlRuUuBBes8mS0XryAoleJaK9t2KLRv3UxltIESYoAgARpDCCDSGjJI9G1nMEDIaA0xwIgACBCWBjIEPIwhQuB29IEQC0GDCdBaAQ2VNlILYwwwGAICDNba3A4zKCUhMEZhaIzWEhgNgP5LY5USCgAgxCBIILQodhGktygwxoYQDAwEBhpAIAKYQAMAhgQjy2hstFFSKlUDYDDBCGNtACSEEPJF0QJGFqEQI0QQwBqg25loQ22bWjbG0LIxRAoTCxGMCbYoRkhBwAAoCeKYCKNKqHPb4gRnCMV1vRBiK3hsDHMshKAKPJtCpkXiuIKgsqrWvq8ozly3qKorIZc24QAIQrXjIEoNhAKYGmFpDNeAGcMQ4ghxrYs377+P//bf/Vs/+vDPr6YXUolup+H59ng8lEpeXFz6no8QAdJwwQDSlk1rJW3HXy7DMEqFUNttGMbr/qAHkUmLeL6cU9sZDnayvErTTGmFCdlsIsd1gkbj9OwqTdhyURSpKXOwWadRlG3WpVaq2fR73e5qkTpOIHRV8ZDXqeWQg6Ph4b1xsxUoJfb377hOoBVcLbaUOOE2Ipgup0tWMWgMMNr1rChcNxruO++87rp0uZjuHU4QAUkYt5utXqcRhZvVatpoekmcGk2ztJr0R64TbLcJBNbV5VzWaL2KjYB1WZcZ4xWQwhiFkzjzbE8rrWqJITUSJWGRRlVVSMUINA7SdhpXqtZCGIxsXqmqlFArjAzQAkGNkFFSGXW7aVdbFDSb7X53HEd5VbCai3AbGY2gJqyQRmItQFVJwQE0Vs0UVBhpqmpgY88IwgvDSiU4PHk1PXl1M+ze2azSxSxsNVsvnh3naXV9FXmubyHLghZQRitl2VYQNIqKWcTRCp6dnfNKDrpDLfX05qrdDvbujAfjnu3i/rifpNH12SpLKtcKNusoTlIh1Htf/lLQcmfLC0T53n7v6MHO/Sd7h/d3dw+Hg51uxVmcZEmcvfXWO51ew3Iw0ABBWnOx3i6DlvXW+4/cDi11ktZRAQqmysViPdnZXS5WnNWOa/m+zXhR8UppyRkfDMZJmXzy7JcPHh8qpTgzXFSlXN9/Mprsdy6vzpM0gxBlaWE7Tp5mCJDNKuSV3IRxlhe+4wrGMYSE0DiLuaw7vZaQLIzWnIsiL32/SZE1u83TVJpiO9zE3d7Awni9XHfb/dl00QraRVaulmtCqOe5ZVnVtcAW8lvu8emLyZ2doO1Bgtrd9htvvNHr9fO88B0fI3D37p1Hj+4Fvs05Lznr9fsKAA1gu9GTHKVJZRTiTPd7g/l0tV6EvtUsIiaYSouS2MppklrXrtMYD3cxwuNBX0lzcjy9upwjTG3b5oLPl7NWuzUcDiEgn33yUnAgJSIuT4v06P7dg7t3Wq0giRPBZJnVgpMiBVEYpkmhpFHCKAWqiqla9HpDxtTNdNVodKpch2H05Olry8Wqrsx6HhPkJnFie9hp4qBpJcnaKM4qllXp3oORcKI3v3LQG7TW8+ji7Or66npxs6bIfv31x25AFqvl3aMHDx88KFlEKQ96HqXWzfkCKNAIXGF4pcpMJG++f3+4584319P5YjAcVwWrKl6VOUCy2fK0Eev1wvfddbIZ7w4RElkeai0gQBYNilxxjoygXCBRA624jQ3nSWvkkjZsjoM//rM/efDggYVdliugULjZ9vo+sfInb/SDFh/v+G4DFzyOitXevbHXtufbWck44yZL68UsrJiOk+LZq1OIXaPtX/78mUMbggOgEMvYoDX89je+0w56qqhZKQgOqNU9vPP2YppriR8+vLeNFqtwNjkYKwUuLheYONil54vzwWgwGkxePX/xR//4H/3i059o6n3y8tkqST55fvJP//zn55fTrEifv3y23qQnx/M0Sd97501k6Jfefk+zyie453d+/3f+mizl/mgAZQWU861vfSnNZ5vw/Af/yl91EBx4/d/6xm++/+Rr33zvO4f7j7/y7ldfe/L6609e+8bXvv7O2+/t7x1OJoff+vZvPHj01qNHb7751jfKguVZwnkch+v7d+89uPu4Qdptu7ffP/gP/8F/9t4bby3nZ40A3ru7s12vCKRpku3uTWwLAQ3DRWYY8VBrMrjjOw2tlOtabzx9XGZxslzv7oxlXeV5fHT3LsX2qDfpdfoIg1bHdZsIWSLnW79tWy5KWHQ2O5e4StPExo4q4Pnz69VlhAAs80xKFjhWESfbxSpP0nCzYVVdVoLadrvZVQqEYeS6XlXlm82WM71eJowDy4N1LVbLME3LzSbK83g+n0qhAr91dbXSglJsHb86913Xc735/MZxrCBoJHGxXMYAeRXHmxW/OJ/f3Cxsy241+q1g59MPXwauX5UZIbSuVc1lLdDiZssKubxZNnyv4btass1qY6S0qXIdUuVVsk0JhIFPMTZJXFDsJWmZp/lqtZ0vZr1eh1AEjLo4OxE16wSNJNz4jqsYoshnJZOClSxN0ni12nJuagGKXLDCpHHuOX4WxdEmJNA8ffCQFVXDDcpC1bUgGK8XEVSWhVzFKpanaZh6tNtv7SdFDLQc9vpZnBkJFQeyNv1udzjouw6RzNgWWS2nFkVKG8nhhx98LgWUXM+ni3Gv7RJZZlmRVVmcA608Bwx6zmjorlanCDKKPNexui1Pi5pXEmjLpo0f/eh5xZIkje4eDb/57XcO7w/fe/8+45vjk1/k2VWenTl2NL36SVmeGl3WdfXyxfPLq2PHU4vVsVb5sNdxKE3jCCjZCiyC2ezm1LGMkklV3aTZ6e6u22ySLFsBE66WU1blnG1cr0A4Uiouis1icTJfvGj6SwAXox1ycfXh8ekHNV/F0fV6dQZg3u5RBeaMnxFYHL/8+Wz68c30w9Xqs4pN63rd7XqWbbCmtmUpDYllQSRtinRdUwxd20CUGVRWNXeshpQIQQSgIhhDiCGmBGtMDMIepBJhjTHB0EPQBQgQCgxUEBGIAKGYEIIxgQASjDBCmCCCIUKGUAwARgQCqCG6TZBhTChE0ECFKTBQY0Ity4WQIIgIhQgriAyEACCIMIEYQqgRhhBCgin4wmdFFsUIGctxAATGAEwIxuTWjLVu53wxRsSG1LIsajuWRS1KXYf6SgCCCIaaEqBQDmGFMTc6QjAhKFJioeSyyK4EX0lxs918ZsAijV9uNy98VxiVKBUrHRFSpNklAhtK8ji8SOLrspjm2SljV9vtC2BighiEqq4rQiDGwLKw1kppVZWllKLRCOq6Ws+jKi+KLHn74a/hv/mv/+HHxz+Log2CejTqN5qBbTu2bW02W4iR7ViKM9exlBa14LZtVVWZJHFV5FqKdqsZJptupw2hTpJ4Z2enLJhlOXVdp2nq+55nuXUpMMQY20VWh5uy5rjmCEFbK1yVtRF+Eueu41rU3awjbSRGtQGlZZsHD48cy8qiRFQy2+ZAwavz6/3xnkudumAWxr7tQEORAUZpwVgSRjal7UazGTSiTXR2ciaEub5epFHabLpBYO8fDoIGtS0rjNJWa7BZh61Gt9HorLdxkhW30xUIEcbqomQYUSmFVLooKqUUABhhSxukNVECaI0RsjEEwACCcJ6mFqau41UlgwYaowmGSgsINUTaGKG1RMgoLS0LKs0rljNWZykHBszms5LlVR5LxRjLIdFBw8MElJWglMZxwpm4bWQkhAJjtNJaaSUhq2BZCILd0Wgyvb4ZDAZPn76BEHn18uJrX/vS7min1+ikYZaEaZ4VrBZZWezuT7I8Q8jwghaF4ELxinHOHccuqgIAoBTMc3YzXXt4IGq6mIeO7adJAQzCCD98+KDVbqyWy1ar6Qd+FMdXl9eM8fls2Wp2l7N1q9GzqZslWbTZenYQraMg8IXiewc7yIJFXRSiLOpqMjmYXy9bbi/dFhZxZS0dx6oF00A0W64QquaGCxVGkVSV77mUWDXXBrCyjr71L7y9jcKkyDrdzmR3Z766Mch4ntPtdm3Hv5nNpVaU0DLLhr1er9vJitQAVVRZs+ljDLSSnUZHcJHGqRLGcT1ZmzRJCLZqrjrtrmd769XKtmzO6v6gt9lsPM/t9/t5kY3H4ydPngjJuv12xSovCCrGCbFevTipSpbEKYKwykWv3293WqvlotFscC7u3Dk4OTkxSk4mI8mUEbrIyiItBK9ZyVaL1cHu3cnOnfVyy5lion7/q2+PdjsAgThJHcdvtZrnF+dBs5VlfLXeUIt0u51nz54ZZQ527y5vNj/50c8Fk/cO75dl0R7jh48feoEPEPr8s+ei1oP+2LVbENhRUsialzkzBotaaq1qxnu9XqvRlEwuF5s4TDmrZzfzRrNV5EIJWiR8uVwELasztO7e7+XVeja/qk1M3JrDrNCb3/r+N5++dm95s823xqOtUWfy7lvvfuntt7Vhq9Xirbfe2Rnt/ejHP7m8Pn3j7Yc7+xOMKcFO4LtxsXVb4MHrd1u9oNv3ShZ//uzFYpkCgzmvj47u9oadbjd48vRwvNv76OOfpsV6MO41Gq6QdeA3yqJutvpZxK6u1hgEZW4411IJKQXAiuvq4ZN7SRFdzi52D8dxulmuZ+ESJHEptYyT5WjiGRgtVucnp68gwu1OZ+9wn9WcuPjjTz5p9zrb3BvgTwAAIABJREFUMGSstgiNw/XF2Xm31Wv5vdl0nYWFrKFgukjY++9+xUbOi89e8oJfXU273dE2zK4uFzvjO+EmxggYVNcyNlY+3ulvwzSMUmmA0JUy9WK1EEpfTa9LnncHrflNvNls0yxnXGFKHjy6bzCHSO7uTn7/93+wvzeBmr989XK9nBpQNgP62aef/PqvfcsCQFXphz//UZaxzfKal9nRncPD8cGrX5xNX6yuny2SefX6g/eI7d+/93A+W7z55turTZhlJedqudycnpyfvjw9eXH8z370wenpcZpvHj28+5vf+a393kG+qN+4+/Z3v/Hbf/5//fCP/+f/6Rc//+mHH/ys4fvf/Oq3VU3CNaPQL7K65XfLlO8ODmWpZWVYwfrd7nDQOrgzPnn1ccOFD+6P333jLdeBvV4j2mx4ybutnqjEcjG3XNruNs7n56SFDUFuu8m17I86i9UaGVLF/Op0Wuc1Uni1mjuW9eD+HQjVajVvNYM43toOfvvd1zE2VcGfPn3j+Phys0lsGz9+9KSq6l/+4mo0Gl5dLgbDdppmVcUwJoTgqir393cP7x4oYYoif/b5TVmmxhjfd8syd1w3TVOtVVUxrbXteNOrdZkbo+12owUhIJh++snnwJD1ettstNMiu75af+XLX3nx4qTIeK838H2v025F0VopyapqNpu32w0v8K4vZxjblmXneZIkiW015rNNktbdfn+12kAAlNSu465XSz9wKTHNpksoXS6iVy/PwzCvKlZWxcnJsZS6LLhR+Pnnr1jF0zQFBq5Xy6LIr6+zRw/2oih88fmz+c28YqrmIsvK7aakOEjCAhgghBmP7lQ5vr7aShNrIWRdb5chRZ5nN2bXc4vQ6eVFqxG02t2zs7Oje0cIkfnNilL/8mLpOZ3jV5f93sSxrKuLC1bJdrt3uyB1/8Fdy6JxnCwWq+0mAcC/vLisymJvf59giiGFEEXRjPHaomK02zGwkKKeTW8Qwvt7kyDArNqmyfxmdnb3YE/WuOaGc825uL6+ePrkgedacbRpBP7B/p3ry4so3FYl/8pXvsZ57fvuxx/9cjjoX19Np9fXSRLZDhkNd3vd/sX5q6LcLJeXQeC6jmXbCEEWb5/tTJrDcXOznT68v8dZOJu+PDn5xdnlh90+ACQhlNm2Xm8u6zqs2IKJ1XDsdXuO4xmEK1VbEEJMfa0BIQaaiqA68EGcXj1/8ePlarpZpqP+xMIWhAoTDQDQChHoGIMgoEILiGqAhVYKGGoAVgZiSgyCEH9BvSKE4S0mALTWEkIDEYAQYoyghb4gcjE1gBhAMLUAAgZKYkOgb/vAIICK2IBYyCCgjVEGAggxQQZwiCC65VsxREhDpLQWSisAkVLytvVW3+6kIQSgpoTclnxh6BLoEkwIxEYiJQzShGLLpthooRW3nC0CmTFbVs6S6KQW86urj5Lkaru5vJm+0HplwOrgoCNF1u+1HZsiqC1L2m49vfl0tX7GWchFGifhbHZV12lRrqROmi2qJCeIdPo2RAoTAIDSRkshtTZaY2BIWdRJVFSFzNJsu1n/+ld/m3BWnR6/8mxvMhkroT//9Dlj9WRn37Xdm+uby4ur3e7Asm2MiVDSdpwqL1me27bd6/Zs2+5W/Widct+GyErCKo2qMls0G21s7CyugKw8q3X/4LHfaJQxLqiVVoXSIFWq2fQsisqi4nVxerYOAr/d9m3LQoQ7noshenD0euA0Gm7gWG6eFvfvP0KQBl7LsX2bOJRagd+sBcjzXGslhIjjWEiBKaqqYrVepmlU1lwCsFwuXZ8m6RpZptuqpdFGNc4vbpSU0+kSI0dJmMYlRLgqpVYaI+RQXyolZQUBpNTFCLNKGA0F1wghxwm0UlLKmtUCsiKLDAQ11zb1EDJClQYKrWolXWM0Juo2PokgAdDwmmtdA6iNKqsqL2s93usoxQeTJiFEaS1qWddLUclK4JKh2xFFRKVHdFlsJMAAQKEF1BhjCojMmfiLD/6CUPnlB29eTy9ms1mr5TJWLq5ngdvCgOYZR9QKt+v2oOP5HS7XtoVcp1XmcrVMGr4FoLAsC2LtOL5UwEC0WiQiXXJeccGNRowBVjLXzj/IP0MI9pqTPI+TNOv3hwCgs9OL8fBOu9mbjM3Hv3zeblUW1UkSGoEqViGCbrvvgmZzm23yspJaf/CjZ8PemKdA1SSNCsWN50ipuDJ1s9kCRiFEp9ezu4/u5GV8cXG1v2MVZXU9nd05GiBqZyxHFjy8v8d5/fC1w9Vq7dtWkmzbnZ00i0ejCUHE1GKzWbuupUQ9m03vP7k3HPTm8xvHplXKgIBGIa0ARqjTbA36ozjK4yihZDFlHEEYb5PAb1xdTgFEjUZDGwMwrmr+w5/8mFqmkTY9t7FexcPh8PNPTlbL1WK6efTwYafdbnk2QuAXH3xYsYxQ8vVvfC3OU2RwXdWbmxVClpFYMWVhp67rPK2QIUHQSON0d3f/5PiyrsTsZgHdhtOgjUagtV6uloPRsCyrvKo837++vO62O2+//n6aJMh4GLq97gA00dn5cafdffOt1+eL9Wy5VBpzLgO/e3m2pNgZDHaUgMYQY7QWRgkDAAAar5cRK2pecsENl7WFPNdpXpwuLNsp0qjdCNKk8Brw4ePHgx1/58D72q8/2G6219N1b7hLPYep8LPPL+dnuQf27h09fnj/MaWYifRnv7g2UmkJ9veOEP7/3vnKO7SJXp0/FyXpDXdce3RxI92OHO01Lj54Ptp/Op+uHat7sNvvtUc//NGfN4Pu7u5Ayer58QujxOvvPLy+mh/d633wwc8IcRuNdrfTsQnVujBKFVVVFUYpSCyr4JXrWxWvrVbj8vRzpeq7h4dB0y9ZoQT1nbZQlZbVepUjbNW1LLjodHFcRJ+8fDbZ3YnPtpBqBfhkr//is7M0rDTXGMEsTqGa1UXuOfhg0l+tVkkSr2edLE2qLAlX80evPxzt7ERpBiBKouLw8MFyMQ23iTDq9dffcFwXotpyHM9tZMW26TgaqeFkNN6ZQKDKKnIKlZZhnG6dwDm/OhYmQrQcTXwDTKuPT47nq9msP266DbJ7NCRGfvtf/CqrI4rRTz/44be//iVrtM8Vi/LtdH5ZhvRo753XDnyPNtar5H/4oz/9nR9879Xxqz/9sz9z/eDf/w/+wd//+//grTff8oLWs2cvf/e3fxdjsknz//g//XcbXY2NWpxetkBr8YsLeC17sv2dt78xiaY/+/kP/6N/7z/p9BuH9w7u7a33/vq9/+K/+e8+f/XpT/7fjwPfC0EOFG26nbPT88X0ZrjX/vLXXj+YjIosfO3R3tnJR4d39vYO9/7L/+ofaenZGHtuK443tFH7IUiqfNzdXc42KVeCic+eTx3Log23igobtY0pfb+JNaY2EkyUZeVYTl1LKbRFfF6ZMEykrJ8/f66UaAQ+Z2p2s06zatDvao3ffvvdWm+Xy3Wv2wcGbrb57qQ16O8kcX5+dlXX4PHje4vlAmPTaLQgVJiYTqertfY86nnecrWtSh64zSKTRcHGrWA+nyqtXNtmlT45vnrrS48xtH/5i0/zrEaQnp6eddpNgrXjOJwXtZCPHz92PPjixUm7NYDGns2nvX7QafdfvLi0qd9qd+ezkGAXQxNuiyCoioIVeTwcdq6vr3rd0Woe+l67EQzWmzUAdLJzoIGWoj4+vvD9Rp6yfr+3XS/fePPpdrNiVW20ztL06O7DLMtqXe/t7S3m68V8PhVRM3Ax7g5HjZ//7OMyN77bGfsUQZLHVdPrL2eRklFRlqq+gFhO4TwrTjebLPB8owFF7rOPzyzsL6dhmaiLk1natTttr93urdZrP/DHO8Msy4syAwB4TtdxvA/+4tNuL0AQLWfbPM8dOxBCf+ub36qq3A0sIYuW391sCmJaLAXbKo7iZeDiPCvuH762XZUYO1LpzXKzXG9ef/vxzrifpZFNCVAq2mwODnZfvTo5PDjK4syzsRJZu+nfXM9fHV/3+3Q07k12J2VuyqJA0HgOvXd0VNem5slwMFltooPJyLHkxemnno1nN8fz6dK2MMbpcKdHyIrQhmV5QFajSXD8+UWrjZ9M7t17cLeWwJgiy6M85K472Zm0ikojVEKYSh2HUTS9OZkvPjegcf/o6xjmlCADpAHSAAyxB4ExigCELGwMSgHMmCowbBLcRdDWX/Re2QgBoM1ttYABEkGIKb4tKjAAGAU00Abc9uxCo5FSAEEIEdIGKQkMoAaYWlQQKGiwVsRopDW+nQGTSiFkELQgoBAYYCQAHGGDMIGGAmAbWGltAEAUEgA0gOB2uIFQG0HMmUBQA6gQUFIIWesacte2alZiUmNcKzGXomIs1CrLy1k6Xz54cHe9XPQ6jfk81zpptVpGp6wMyyyrOQz8Zsmy3YNhu8WfvHa4mMbn5y8h8FptJwyXXMbf/fI3iyyRwighDo8OP/r4o816Ox7tOK6vtXZdb7WKWakgINtthIzCRN+7v9dsBkRLc2//YbfTRwCWZelNOnUt9w/u7u8fzmbzzz5/ZgEEMUIQx1ne8DsEeaP+Xr/bc2zXtu133/lqnucIm/F46Pu+7zdtyx2Odrq9NkKw5bdaQdeybc7ldpvczFZX1zfT+fS//x//6+Vy3Wi6Dx93MWk3W5SxusjlcDAxquI1awbd3//+H447d3hWSymVUJZlcyYpoUZBIYRHG0XCAFQ2tolrIYTHw73b0jgIYV3XhOBaSYNQlpVCGl6ziufEgX/8j//bf/LTH9ueBWrtum6/M3z5/ARAZFmkrpnjeEZqpW99UFErQH1LCQmEwogADEUtmJBfFMTVlFrQ8ghjFSXUQGSQFlIZKLENAK4EKxWEEGklFQAQQOB6NsVQaYGp7rTI/v5Ot++//+W3MdEQGq01wVZVsc0mOj65iaKkrmtRSylZXfGHb04QQlIJ8//TdGe9lqX3fd+fac1r7b32vPc5+8x1TlV1DT0Xe2B3k5RIirFMyZJjOx4zB7lKHCBOkIsAuQkCBAiCIDGQOA5gI44dxYkixZZEihQlstkDmz1UdVVX1akz73lc8/hMuSj57nkJz8Xv//1IEaepXXE0XaG0NDS1v7lZFjlPIwrDRq+KdJaWaRjGneZWmuQ5Y0TRm82N6WRdZNwvomgRAcGRBEXO0iTCADuuRTM2GI/bnYaK1byI0iJvNpsYK7ZVaTQaRVF4y3I+n+/t7bW3NvwwWC7Xg6vJyy+/duvGnQf3n9BSapp9eTF2XVUitlh7QjA91KyKqem6rlvC82gGx+M1T/QElv48lQVWsTEP5s16U1W04WhMWe64GtElgCkmRa1pvPTiS1g4n3zwh0KgittcLiOB5Hw174Tt2Wy6vd3v73ahUABMIBRFWSR5ogiy2e2USTJfzLZ2NufeXCF4tVqtV6tOu6VJFcgIUYoEghLZZuXp8amqGo5Trddb8WIdJTGlqetWaMEAEhhjxpjgMk0yhNB8NrMdVzMq+Tx6th5lmaAZkhj3ulveeklTJiWv2u5q7RPCoFTyuPSmq2/8yrt+tI78eLXyHbtqmnYoIwihUTFrbmM6PCkzqaoaLrNqpXKwv/v49CFlIPSSxXwmBd/a2UcYNZstyaRluIOLWRTE43OvVqnbRg0CtF74L710VzK0mK3XQWhYbuzn2HY0bOuKPRutmOBSMghRxiiEmHEOIep1ekWWZUkiOIIS5wmnFEay6Pe7lKD1MjKNymQyubq6WvgyzGd7e1u3711vH7glJUlaJDHttZqbyqGM6w8+/RIDQ7NwyYOryRXRyen5OUT22++84zRZmF0AxKezGXNIHHuvfO2Aqf5sde7UjPFk1GpulGnYru6E86BX216M/ePHj7e2WpqKPvn47D/5j//t73y7kySjPD+aTXw/SM7PLu/ceTFLA4XIPIkB0AQFHCBORZoXkKDxbNbb2hpeXjz88qt+vx/6EcYiz0vKOSbIX2WaDqo117Th0p8fHBzUOi3f9xpaAwB4sH84Gy1fe/3F1TQIFpGhmrZhbW32B+OzMFztXbPOB6ff+JV3hsMxRBzAOAxWy5V6+6UDxeSLpX//wZNOq79erqVkGY00rTbjM00xDM12q7Vm0260HL8ZJnFIoIGAiJPUqlYnjwbXbxx63qzdcw0bJLl/OZ7eu/f2P/2d/7miN8/PBv3+1qOnnwP9lU69Ei3z3/u9P9CB8dbXXtVs8js//GevvfFWrd7oqrptV1+9d/jZR5+8/Ppb/+gf/+96u/4v/+j/2+z3dw6358HsL/213xKKOBud/aN//I8Xk3nF1G/euPXHv/u74eQiT0u6W/ny8fG3bv/K9+69W6Rs+Ohpb6v5/uPVahpqsLrRuPbos9ON/vbjB8Or07m/yLKQvff2PV7SJMhpBhpu0wvWsZcfPzrd3mm88fKL/c02zbPvfOfdP/qTH+1st99993u/+OCr6XTt+Suno5xdXt58/fpyGQVB1qw6aUI1Ui/TUuoO5JilNI1SP1h53qrVdjHQNM20TGM8mq1X4uiwNZsk82mEMLQMWJa0VqsXedpp99M0f+WV66cn55RmWZkxylVVI4goKFyvYoUsvHUYR1Q3bAiRFCCnZcVxKcu/evyIc3l41B+NRltbm2kat5r2bBIYWlUhcr2a9bfay+VKMqqo8OjohZ3tnfnss8BP0oRiJGvVSp6lsQICf5mkebtZtyynpJGqKHGUxpGvqVa91k6yUHDkJ+nSz2zbbjU6k9EAIzm4nDYb9q1bt31/BhHPUoGBFYZJnnqNRsePVvP5zKk4QRDv7OxOxvPVIpYC9re2OZVZlt+4cYAhEhzf/+J4b2f74LAXhB6lLM+YgmCr1c+y5PxiJSW/dri1XHqrVWyZlmW660Vc5lJT7SwJvdVy76BBkIaRMI3i8nzc7fa8VZIkecV2wjBSFFUhKgRKvdb1PM/zQoRQre5cXAy3tjp+kJyeXHU6GwjqCOgqJnnGwyCdpaGu2YbuDq6mzU49L/yLs4FKmkkMK24tilfr9eUbb9wdnk9mJIBCc2vgani5f7hfq1cx4LPRKM1Cx3G81UoyEMdBv7dBM8oAr9aMMAmajdqD++exnxwe7Lx090YhsYYxqemWSQwzBzBzLTMMy/VyqhMcBcnjx19s7V67HCwqldrWxtbF+VmjZrUaTqdjX41m1Wov8MPJ5VBR8Eavp+uAlpnv+YpuzmfzmqXpupmmF7ruRukQggWCCYCxZQYIep63eHYMXUc9vHYLIkE0mCYlZyRPgIQIQsjKFOuxhOMkv6RUKTOz2dy31S6WBgQgL+S/cmUhhlBKzrkAEiIApYCcS0kAhEAIBiGDkBCEpZAQIAWpUEqEEMKMGFAwSmkCgI6hqWLMEQKQc84QlH8e+gUAIC6AKMqEYEtTbMl1qDBaMigJRphzQMuMQk6ICiTmEAEoEeYAMikZUoRGEBSAgxSARIAMgiJL5mUZlXQNZJTnw4qLAv/CtFSI4lbLuHZtX9OVxXxtGGaW8sVi7vuBUzVqNVvTG25VD9bEsnCaJEDSbsfudLehKMsy8VaebdXuP/hEUUinW4/idRCus5R2O1sHB9u+l4xGU4jY9aNOt9ckipSgIC/fff2/PvjvDcPEACmKqql6lhfPuTkAUVmUlJUl5ZzDMIoJwXES2o6JhDQMK88KDAjCABMoJUcIpVmhqXpeFBigNInXSTofpBJAIeR8sYJYdauto+s37n/5y5/89A90QyoagYgZVrW30fr8l49PT5a2bdbrzfFo/tEHn7/zeoslQgKAEYmDEmGUS/a89FYUMec8jNdlWUKIpZQIK0mahmHEATANS8rnYgdASAWAIEIABpiIRmUvWpVxkLr1ymI0/2j5c40onEnBSshFnkec8+dnj1AgSXnOYkYZwlgiLhhVEEIIlmUBJKOsLrGgac4lRQpDkBo1s6KZVEiIuG7l9Xr72uFeo1FjjBZFEceJZVm1uqOoSECq6kjTCUSlkHMGOedMcAghgZbSdZ3N67ekkHlWSgAhAEJKTdMMw1AURUpZsKSgOQBAcsG5IJAEXuL2yM71ZqvVURXtl4YcnE/NJlQzOR+ty5iSEay5bp6FWDUVpcyyMi8KhaoAwPl8xQVzXWuz13rjrVd+9vOfZjnVBTEsIlhRqzWm01mRU8b5ahGw4izldrPZmqxXplkhWD05uRyPp7yEcZy2291SBlv720mSpkk89xYN4iYXkWk708FyvvC77b7QCS8FzTMstEqlEgdEVUSahXv7m299/R7Wsk+//Hn/2gHHzGnW4nQe+/Nm2wmjOEjWUa4yyjDCa88TQEAM8jz117FgGofqvXdeX0685WgRRVGv2aq5jp/4qqoauikEgxAFfsgiVUoZhLHrumka2Za7s703uBoBDk+PT2XOdV0tcpqq+c0bN1b+UlG0cLXUTJ1SGseZbdUUZE1GS1aQ5WxtWZZgqhDgy/tPsyxpuRsQiSBc7fS3K65T5NRfha16b3gxgVD0e1uumS+Xa3/p25WKkCLP84cPvlotgzQqBUetptvrtUajkaIoURzpqu15nmXrbr0KoJpG1DGqFycDIEkWFUVartVEIQRDCQAeDEccNfKQGcSmMauYtczPJEXEFDxnAAlEiBSAU64oBElJiIKhqino9q3tk+Nzb+0jDhXV5IyFfkhLqhCVYKLqXZZrbq/V6jXOLo8Xway7uWFZteVknAf51n5X1yub3RvhpMjS9K33vvGj9/8l0uF0MbHN9nAy2txpDycjs1bMF9O8ZHEWJVk8ml299MZBzrLBZKarxLZq7YYRzL3h6LLXb6uaVFFjMphu9Tf+4vfew9L44R/8maolnCGCTUNV+puVJMrb7U6vrX35xbOY5RRQySUEsWO7aVkOR6c3jg5u375uKnoWZzudDbdR/6M//NF0Erxw6xZEwFtGUgguBURCUXXN1C4GZ3EUbW5uSsBH0yvCtXsvv9Xv7PQ72//s//g/z6+evvbGrV7ftqt440BCoDj1ztG1uzQDECqz9VSCuKTr2fxUN5DnjQUlqmpnFKeB/ejRY9e1Ou0Nn4UlC+o1M4uTOKCSpnmeQchSJL7+9Xe4KFRVfT4KqterewcthYD9vX7kibsvv7RcewzCs9Hg4bHfrHRrO5uEk188ffDZs8+iilj+zF97xWwa1OzqX/7N73Oa/98/+ufP5s+Obt5RfKOz0zy6ef3k/MJp6R998f7pyXm30fn17/+NqlUZz09uH/Z3Dv5GyGb/5J/8w7/6a7+NFRSnCS2pVlHm0azZ6mxu7X7y6aMf/PHPXv/aG3/8o9+xKo5CjM2N/tGNg3a7Uas6Dz9/Mp+M2+12EKecM2/FX355f7UoWbne2T767LNHjuXu7F17+vQ0irPF0ksKUG/2FEsEqzBMfUc1yjCdX46yjCGgchMIjhEGQoDATwVHrWa322ut1qvLi/FyEatEHQ1WQRi6tZqmE0ZFEmW0YIpK7j+43+40hqOrq9HVDtlkvMwyuV4FFcdRFSNO4tk0sKxKEHgIkcifK4py/frh06enSRJKABGWgZ8gqLZavdF4pqmKpkqMIQC0v7WxXM329nafPL7Y3ds/v7jgRAiAmIA1x03T3PO8dqcmpaxWa0SJEVKm01kQLBzXgZAgKOfTwLJ0AVi30z95NoCqsEwjiqJmow2h3Oh1yjL+4OcPDAPeuLHPGUEgD9arVrdqGPZgOMwz3miYzaYdR2lRlIZu6Lrl+6GC8XwWYAAVRZnP4ywGhlGhJby6nNYq3Wa9JriczRYlDW3H6nRsovCjo97ldEpUIwjz0WQdhbxW50FEO13XchpXg7GUsNVqY4xoIbOUvnDj1nIRNPYaYRSoGm4263lOp9NFmhduTSiKqmnkgw8eqaoOoXp2MnKrnSjKfD+quIZjOqeDMwjzJJbrdVBkoLthbm9WEawD7qzW6zjwa1UrCta7u1uG2gzWhWXZR4cOZWmzXhegpEW5mq8FlRW7wgDvdbrzuecHXq1Wn4wnEHFK5e5W9+bRnlkBRZ6OFrGGqyrhgkGNOHlOzy9HbqWtQlsjJE5Zzd2B0C1z//FgsLmxwUrSam1sbPbyjLqVOoQEMGDoVqveqDrOeHzhrz0uqFurhutl4n1RrXhx8mx791paXCG0gjI3VLNRV+/eOcxz+MXnz7L0jJBWXsRhGptmjXMbEp1AjXGqYebWCqBkk+kTXa+KUqWUees5Ao1m8yBPOSY6pQVETMGAMYox4ZxDpEKEleejWszSLCQKxxgCgATDCOkIKkBCRaF55hk6mXkX3nrd7ezpWl1TTIggwkJCzrhkJZJcIASJKhjPizzMy8RUdYAR5QXBiCDMmcCAq4YipJRAcIYwUhgoBaBSUkpLRVEAgPjP41xYcOqFc6KCOImKMqDMqzer1aqVxmm91qCU33/w5coPGZVCis2N/nzhHd68liSpbiieFyzXs5OzCLKqQoxmC3HJpZC6bkCoY6htbfUVVURZghHqtJsIYQBAlpaGbgtOq1X87NlciLxS68TpWDOIpmP89/7T/+zqYpoEZbjKQy+fjf2rs8loOB8PZsOr6dnJ5dnF4OR0eHU5Hw3XJ6eXo9GYUb5a+qPhzPeyeJ0lUbFehGXOljOPZsD3U8Ggt/INXQcCJXEJEY7jTAjgBxHjlLI0iBaD4dPtne7Wlo0xyNJYcpElRRKHtbozn48ts4qR+eLt1wQDlFEhJRcMIkh5KaGQUAjAEQIFpUXBGBcSEQFgXnLPj7OcCYEQ0hBUaCkJwQDzSsXMipAQyGjxgz/6gYrJ/u6BhvF6voi9oAjjIsnKNG+59f7GhooJ5JKmReJHWRCXWVHEcR4nZZYWSVIWCRC55CWVGUcRg1lv29i9XtPd4oWX2u9+99Y3f+3uq+9cu3GnsblXMWulUS2rLVhtoWoLOQ1AzEQQj+MkF2FcrOJiGRd+UoQ5y9IySYosyfM4S3LmJ2VQyoRR48QPAAAgAElEQVSCtJRpKdO48MJsGaRLP56lNCpBkbO44Ekp0pwmWOW6o9SaBiC0lFFt07n54rWd/Y11OPOiVXujglVa0sBbrgxdvP3eyzdv7VuWMhgO0jRWVXJ0fZ/yZP9aL0lXz57d7+8enp9fNJuN8XTc6jTX3nI6GwFAszycTP2L84Vlk2ajFUbx+dmVqurPnp0sFkvTsueL+WvvvHT3jVtYhaZtTOdjVSeOY+u6jqQarlKDVPKsDFahoBACwkra7Xa4pGHsp1nEBfXCxXBy5bYaaZEQFVuWCQRZLkIEwcZW/ejmXhxlaZpnaa7rRrPZHo+naVJcnI/SmEmGnj58+uorr9imiQE4u7is1qolo+1u1/N9XdOKvNBxtaAszwtF0VqtNkFKFCeMyiROnre3O51OGIWM0Xa7xThTFFXTNYLJdDwN49g2q2Uhi0zkCcsTxkpp6g6lvMxZWfAyK3RNr9XcdqtNVNVfx0mcR1FCkEKwstnrr+ZL34/ynK1XPi1LIWSS5HlSpGluGFar7Wg2LEW8DlaVagNwQhDudjuL+TLNClO155PlbLJYzXwgFAUZkZ+WeenYFYQQpSVBKuMgCuPDg6P5ZGEQE3LiLz2VKBhKiBRGBS0YQsQwzTLNl4tVEqU055JDQSEQipTScnRFRTTLJBNFWjIqmo1uf/Pg6Gi3Wa9jDBSi8kRs17YOm7sPf/bpt176pvTY6Gq8c21v6U//9IM/NqrKbDnjTLhuzfPm48UpJEmwjmvV5mQ4RypfefP3fvWeAPLRV89uHN1+9vgUlGw9G0bhqtU0b76wu7vT7XZq9ap7dO368GLqryMgjIf3z2yzyUo0Hi6kxEVSGro5n06WyykAJaXRX/yNN77xrVejdGIZ4PGjh4AXRAgNK65Tffrs4dXFaG+v8+KLd/IsUlUFEZzG2aefDnZ3tlbrwcXFFUTCdd3A9yaT8XI5M1S1KMrpZPLRR59cji5ztr750tajk4/XwUhiOhiPHnz51etfeyNKsr//P/0DAAqnaoXRCiP55RfHO/1tU3e//Px4MY2TMG1W6iwXSRhneejYmrdcFSmjpQASZHGMiUUpLUv6PFZ9//7ntq03G/UoyI6/upRcmc3W1Wq9Uq/nNHfcqqJXJNLjsiSmUhIulUAzDMrg2gvTPLm8Ol76w/tffTJeDHJerBfjD3/54U8//On7v/jZs7NnWEOqjuM0IAT84pcf/OLTD1u1+je/9637x186bn069SDSnl1eloqklpQOZkh95bVXKBVvvPnW/uENt97wAv8Xn34UJuu9/Z2f/fwntbrz5YMHgR/Um11Nt4MoC8Lst//yXxmPZn/wL35YsmA4GZeCplm+WgWqagVhnJcJ5fxb33nn5PirTrVShDFL861ez9L10A9Wy9V8PMrTaL1em8S0HQNjOJoOx6OJlIhSYVvV5XIdBLGqqHnGZpMlhNCyLExglieGqc+X4zTlvV5tMfc5Z/u7B0IAhaicS87BahVIqOi6E4XrIEiXyzkt2d7enpRAIUqel+12NwziJC3CoERAb7V6AlA/WNTc6pPHFxBoSZKnaf6tb7+zXK7LQrBSMsYhEEByCKUfhJRKXTPbrTZEwDStNC6/ejRtthrvvvfW1dUQSIWWUkIexwGnvCxKAOBivry8GMwXeeDnBKtfPjguCySflx8h9tbr+TyjZT64Wlq2aZpmlpbrtbe3t4sQzLJk5XlpnB8eHp2ezrY2e/PZKg545LMoKADAm5sbzUZrp7+1XC4R5LqhNjrdPJfLeTSf+bpuxkli20at7j55eqwoaq/TV4iWZ3Q2W+iaOR5NJuNZr9f2/ZmiCin58dMTQkgQBhLwJInTLC2LtNPu5hnXNefB/UsJCi6KWtVlpXSrLYLVs9Oh4CQOs/52m2CRxjyOyjSO03TdbldUBdISLOfJah5DhNMs5bwwLd00dEM3bNNBUjk/vTR0sywKgtQyk9PJdDabXL9+KDgsMlqrVTF5Pl01eYkEJZPxhCBp6GYSUsm00+PBeDwvmDTt+mZ/f7EMa257Mp5qhlGpViinzXYrSTNdNeeT6QvXb0rGz88u3Ipz4/p113X6G12E5enx49PTSX+rPh4/rtbSSiUzNJanyeBqLAUKo/Wbb746nw2Hw2MBvMH40Wh87PkzzrJqVSmKZZae6NpyNPplUcxaTRdKUXcNIPIkWiFQNhp2FM8rFdRokDCa6CbDJLMshGGapouyWFVt1dCyPL9EaF6tFKaRCrGWLOy2HV1hWX46nz8KgmeDqy/Go8cbXWsyPlmvzyaTx2k2StPxRr/eqJsI5URJmFhwufT8S8bCTqeGMa+4KkHAMnSCJFGYisskW9uWDgE0dFsCgQiQEFiOo2l2VlAJMFEUjAVWRJz648kZZyUXOYB0Z3dbU4yLy3Gt3hkO51LidqcvAMYK6fTaSJMA8zD2EYFREmV5Oh6Ns9A4Pz81bWV7u2tbjuD4ow8/EwKWNOIw3NzYk0LquiYEv7g4rVTs5XKaZVGrVaMs7fYaRRFatuZUrN32PTiezh8/PSVYwUhVVZUxEUVhVuQCCIQAF3werhVipqmQElKa56XvOFqr2SRIydPSUVzGCs1UMQKYICEkxlgA7vmLjz/5ebfTu/f623lRKKq6WKyiNCUEKTp4+uz+T3/+h6ZDyizAhCsq3uhtXpyPojgmpDg62puPI9vY+g///b+nIOt5IAD/K0sDgOdUsgQAZCmIk1hKABFGiFDGL69GWc4Mw3acioYNIJhEKdHS4eQ8L7JWs9OstX/4wz9RiXrjxguthskYN3WzUWsYmmWYhmGY1apTlDQviizLsiwviiLLUj/wkiQsWZFmEaWFACIvsgTmqg7X8azaIEBLOA5KEQCFYwVBiIDQGC+FpODPGWWEEEYQckEBYACpEKkQSiEYF0zK564eAlKBAAOJMU4hxH9uh0D4XJ8TQEAAJJQQKAipAAggBUIAIykll1IggJ4zepxIQJEiTciUIqUAYCmAt/JZQrEgiq4+fXzKCrC7fX29jEYX04IlSIHvvPdKEMwX65lbvSUlZ4yGgXewv4cQ0HUFSLFcLqfTZRAIu6q/+urdk7PTMI463Q5CymK2ePb0MgzTN96742Vzx7ZNQzd1bXd78/jp02atNbpaXJ5NG/XeapHTkoVeYpmOrhmh71dcCyIRhOuKa7W79SD2dw/3LFdNcm86nVSM5vmTFS3y5ob5K99+48mTk+VyGYbR1tbm9vbWxcXF8GoSrrPt/lEcUG8RVkynVav7y7UUHBJUiHJjuwcxCH0vyxJVVlerVbVa7ff7tKRxFAdBBADOsjwMIwJVXddUFXPJuCj293c1Uzs9O3tepRZCGobVafeWC08IBADinKmqsljOhKDVqpMlUX9rQzMURGBOyyKncZyEUWgamqbil1++89HHHxQl7/b6AkgueJ5nnHPPi4DEeUqdBnrjvbtmDXMMnj65RFJrNRrttnt2fqYZjkZMlrH5dJ2nfD5aI6kamikFlYATBVGa12tVgViU+qZtJUFuKTWeIH8V15u1xXJi1ZpCyCTNMCK2Y5ZllsS+qqgKVgUFZcEx1EqetDdcTUNplOrEEBRQmjuudXC0+9rXNjVLvPja3nh0OTwZs2U5eHAWDlffe/O7WSDe+JVf0zZ689z/+//0f+FGqToqktrd26/rFknE/LOHf/bx+49vXb9FpPXR+5++9t7O2996/Y9//Ke+XxiKfXR4iHge+8uSlYfXd/xw+fKrL1YqzhefPX744FSUWsVplJl5eHR4cXkxGA6fnZy4br3RqCPInIoWhcH+tYrjwr2DnZW/bDTcOM7SqKAZioPy6cPTPKUHt7tH1w8RkrVa9cd/8icvv/yyVakkaTGezEzbbjbJn/zko1a7yajgXKZxohDizfO/+df+6ucfPxiPwzBO5qvBd3/9FlLSRtOdjLzRwDPUpqG53jpUAbGrxsZW56NPPvzrf+Vvtir9H/yL9/u9Fx4/HhLiYMTrrg0xvhw+K8QiiIclLdNYtptbR0dHP/3ZTxjXmy03yxIoEaVUgMyqiO/+2jvHT88///S42epTJjDW7KqDFAaxuDwb19xut9OLk5ntKBVt2mgdjCZFXhDD1BDM2y0bSM4FPj2ZdpodRSG6aUxm0+2d7fPzi9FwbGmmqmjhOmjU67biNje6QRFTzkApQMHzONrY7Hzn+7/60w/+TObk/OyyUql3233PC/3Al5I7NQupMs1jzYTNVvXLzx9ioDpWyw+KKC0sx3733a9hVD59fL8Ex52NluGoRFXzFMzHibfO4jRdhNPrdw5sQzWRYhqqlHwynqYFy6mUgpw9mZiGSONEKV1FRVlWVBwdADIaLPJcEqIVeWHZuuBAUTGluW1buq4GUWA7huMYs9mMCUAwb7U3CSLeKtjo9oajoe9HcSirdX3vcHux9CArV6tQU8nOzh6l5WAw5oJ2Oi1NU/wgNHQjCHIICMJIgsS0kRCy29kJ/dwPVgCWTsOcT/2K7YbrzNB1b+n3tmq9jUZesMHVlJW8UlGFyLqbvZPjiaoYCCG3Zown82qlsVoF99688/lnX5SF0FRkmpU0ibrdzmqx4kJahrZcRAiSdtvN8hQpmBAcxVGj2djY6C1Xy9VqJTiKorTXa0IovXVclkWnXfPXIaP8hRduFAXNMzGbrNM0U1Tp1ixdUxzHOTk9OzisHhxtTEN/MYs1xS1yaRj2YHChG8Sy9Hqjtlot97b6jNHB4IoQkiS8WrEAALV6ZTgevPTS4Wy6ZCUsisKwjFarPl9MKKXtdme5CIsCFrkIo5KLDMHy9u0DhWiPvjyJwtI0nSBIIYTf/NVbuglWi0JXa956vfLG7a5VcQ1ddZez/KtH5xBzJotvf/eepoE4DqSQSZIpip7EMafUrTuM8orTCMOwv7VxNRx63vLmzZuaruoGLMp4Ms8dq1tmMonWQTja2emkCaUFoFQ6jrWIprVGSzXMOMkb9eZwcLVaTNud2tZur96uBUFQMSsYKS/cuPX7v/v7aZJ0241K1SCKQIQJWZY5iBMhgRlG68ObbhSOeS4mowTBShAV9WZNURRawkqlWrBQ4nx7ey9LSBJBADXKCgXMTFtQGrRa7auLBYIm5QAr2kZ3Xwi7Xt85OLzteauHj+7PphNdV4XghmEkSZLnBYJoa2PPrWmL9WkYj64dbud5Xhag7m5NJ37Fqed0SBQ0Gl2mSbCzswOBkqUMSMwlFIJTVupGHUK13eoKyZ+fpy+WK0axbbZajb5uNThDKrYiP1IwwoQPx5e7e4erVem6OwjrWVGquk4ULYxyQ6ukSaoqgOBU1bI0W4TBk9H4eL0+o8zb292qVt3xaLaYr+qNuqpiCeRoMmx33BduHZY0F1LwUlqWXXEq0+l4PBx9+JP5i69sHd7cGE0vet2dq4tV4GfbW13LYSUbN2r7EgjT1BkrGS91XSOE+H5AsGqaluNUJAdZniRp+Fd/9b/C/9Hf/buj6QwAACAiisI444KXPIdEEBWZFT3nRRgnCCsFpSXLJEoQoVkeOlULIsgYB5hzWag6hoQhIjgoLwbHn93/8Kfv/3AwPpstJtu73Q8++GnO4lqtUtJkPB2oOnj69KFlanEgCbIePTxpNbe//xd+WzJWqejXDnfzjJmGe23vCAMIAQeSSci5KOVzyk6y5w8oYMkKCThEAECOMIqTBMLn5hwSkkHEg3gyXT99/8MfPHnyxeef/WKz1/9bf/1vv33v7Z2tnVarsdXfrVfrjlXRFF3Biko0WjJaslq11uttb25s7mxv7+8d3L5968UXX3n9lXv3Xnvr3htff+uNd1579c1rR3dbzZ1eZ9etNc4vjwFJVZMCzJnkjAOF2FJCweVzBlkKIjguS8k5QFgBgABAAMCCI8GRFBgCBQENIQVBBSGCIICACAEFQ5wBIRHjz0VlBBHBUMfQkBwyKsuSFSXllCOEnwebMSbEgrqmAciJClUTqxYghqjUjWbXbXSqdl27cXfv5t1rnX714IXNb/7a145ubW9s11fxYrpeeNH6y4eDlTdBCrxz94ZmKsv19OziZLWe3XjhcG+/b1vVWtVZ+2uiwr2DrXanIUAxml7aVWV3v3dw1L9z94ZbcyAS9aaNFVl1TUxAVhRcCi/0KVewQuqtllW1x9NRKQutoodZSEFp1S1F1YMwKymXGC1Xq25nQyOV0ycT06gEob+11Z9PFhenQwzUrY3d9TLUiDkbroJVriKjzLjgIM9zTpltGHGcSITWvs+lNE1bcJnnVFMdyqlt25qmMc7TJJ3P5wgSStnezu7l1VBRlSgJDVMvy6IoclVRO+1ut93d2dodD8eKoi/m6yhMAs/XFEUwGSdxWZScCcaYqasIIrdWlwCsvSCKMgS1wE8QxEmcqSpGCAFEhAQ72zub/b6maU+ePAUSfuPdb6RplrHIqRqQAMrQ+MqDwkjCrGI7o8FoOBy3m80w9Gpu7aU7L3/6i19udjfiKKaspJQiCNvtDsBUNVGYLte+v7e3VbXdyWjOqNB1k3LGhUAQQ4kwRoqqCEazPCWISA4YlQgijAHlOcSSlqWpmHlSPrcydre3Dg52zx88WIyGr96+NT8beM8WwVeLXbXz7/76X+4r9ou7+xcPH/78xz84Pz7+4KOfGo5KCD85frzZbT989MUrr7ywvdu7e+fG9lY/jnzHhb1+42pweXU5C7zCMuwo9FxH+c3f/u7Obufk4unF5fF0NkyS+NGXT4NVulwWbqXur1iWJQixDz/+JQLQNPUoDONo9Zd+61dvv9jbO3TdNgriWbdbG1yeddqdMuO20ZwPoydfTb1Veu/twxduHkBUWDas1w0hM0WhlAb717rbO42NjdrNGwc3r1/vdNqtdqvdqu3v91sty7b0F+5c39zqYwW8eu/IsFGz0/KD7NGjszTmqmo26i4mcrvfG00uZ4vJ17/+9v72gYbM3/knvzsZLO/eetk2HATw937t+xCgx48ffP83vvPm119uNeu2XeECeqt1t9s6O7s8/eo8TFaT8TIv4tXKty3l6HBneDWmBRICUc4NvZJEKYEk8qIkyGtOczC4Mkz87Nmj771z9O/9O//BH/7hj03LieP10fW+66q7O5usEFksJrOllHDte65bk0KoiiIExwR1el2sIgHlxeT82fk5Uc3lKtJM8+Gz+7VN8+ngwSIcbu233ap2NTo5O32a5slwdBEnvqYTokJvvZrPpgCCz774DErwt//O37q6unx2dmJaxosv3frOd98NgsnHH/9ZvYUKmqg6SZK4SFnk53nK7n/2qN/fbDQbrerG3uaNTrM9vhoZmrG1ud2st9995xvf+sbbrMhW88lkkgVh3Ot2KAWXF4tXXn6zYjU1xTJ0p93egABDAB3HvjifNdu2Zdu6Zkwmi7LgQJJaraEqztnp5WyYbm61R8PZ/rXmG2+/0NqoMJE9eTre22kvlwFlQkoxmy0RVCpOnZZcSjibrlvNlhCSiYKDBKrF2qd5KpI0jeKUqEI1pedHrqtzCqWAvhe2O66Q5Ww6S7PSW6embiKETNPQdQMjJfBThFEcRwACACDGWhzEq2Wia1hKwAXd39+DEE9nS9Ow54sQI5KGjPOyKIowLgFgmqa7bv3ycuD7vqoQyhiAoiglkDKKcsvSAz9SVC1NWBwH89myyHlZiKIosAKiIM/zPPCzKGLdrisEkwgVGShSEXgxp0zwMs/So8ODxXRx/nQNQOJWq1KIsuBFngV+cXR4QEuq61qr5QS+X63WptPpnbt3IQQbvY0vPr/SNDgcLbvdjTwrR+NVp9uVgNfqthTS833BEcZQUQBjRbNVg4KwEl+cDWhJCcHXDq7NZ16Wgq8enl8/ursOpv2tRrfbmE0nvhfOZx6UWsPtPHl8vrO7460DjFWEUL1ef3Z8/ujLwWa/7dYdKYsoDmezRVESBVvPnl7EUWSaSrtd3+pvG4ZTdSuGqSdZUnNrEoD7Dx4URQo43dnuE4xevHObMUYQWs7mvGSPvvzq6VfPDM1CSFGIOhgOFQV3Om0FmWlSum6d8cLSsaAMA9sxW53WputWDVNfLTx/HcVRVHX1Xs+Vklarlb3drdn0olHXibqquLrk8vJiupxH3c5GkQe1hn52+sT31hDRdsd+9PBjbz20bZykC13n6/UgS+f1utJuG6E/OD7+SMhVq6XG8UzwOAxmjoMQSnUj96IzVePz6cB1bYIEwbwovFpDtywwWwyyzM9SzzKZaVHGFyVdYVRoqgQiVxSe58t1MIzjyWR4Mp2ceOvLopw0W2S9HpZl1mzWkijSNFXBMgg827TLgqqKiqCAiCqEqwooikngzxSVRdFKcFatNJBU1l5gmeYXXxxTlr76yp39a9unp8dRHNq2LQRfLpemqdVdx18vANJeef0u0UDFdYIggVBtdzpO1SEqTDLfsZpBED569MiyLAiQ7/sAQATJ1tZ2EIRZlq2Wia6bGOHr/bcJgFJgSp8LvwJIJKVKWZ4BwM8uL8fjQb3bbdQ2gsAHiCCFCpk/+OrL46ePt/t7b7/xbn/jWlGkCMnHZ09+8cuPX3/9tWar9qcf/+Ham0Iznfs+OKHraLhaeb4XXbt2vcjp2dnpweGuoqh5VmaJNHVjf/dO7Msf/+CjgsYQs5/8+BNLr01Hx197cbG3YzPBAYRCUCkhwVgC8ByBkxIymooyFUAijCQkimZYBjYMraQCYQ6AYIAJVHz08QdlyQg2NFPHUCszChWkYgWpVYww0bGha0AgglUI4fM/fZEXk/m5FIAxRikrKCvLUgLIBWOMPleh00JIpBTctOqb7dpBLJ4yGjPIAdIEJTkvEJKEYCmfK89QCoyRlEBAIKSAgj8n9hSClOcyx3OiDkAKAJAMAAAQxABCgKCUQgokoYQSCioYTSDIVFUxNIKQjRHiglPKBIeSw5JzVnLAc13REZQQMkAkhVzV1azIMVQEKjMaEYQwAlDKLBxhS904rNY2bXdSP7+4Mgy6vdPCiEwWl4EXXJzPN3r1ilMfDOZfPTyhBWY8LgWsN4z3P/plr+/ceGHfrMJ2u5Pn+eXg+PP7KYQ0K+Ja3dAM7DiWEADrlt1QCykdRXJWOLaWZeHOHdO0TUKQbjqWrVeqFqDSX5Ljs9OrybC7UWHAO3/2lPMyCBgV8U/+9EMDQiQIL+Doaqmpqu/NyxS0Gm3AcRomjHMpxdiLatdvqJoRZ4mmm2la6roTx1lZgjz1HMuhTJSUWaYVx0mz2SpziiFar9dvv/12ksaXl2dFURBCHKeiqfrJ8YmqGgpWb964bRjm2dnZIBioiipEGYUJJkTFOEwTBVuCCcs0OWMlZXGUVir12WzVavYUBS9mk/nCU3R58+ZNw7SlBFeXA01XDcMgSCGE6JoWpBghBKUSeDlBNhJmkcXDi4WhVQtFeut1v98xNefZ8Ze2rdXqThpHWSZVTYnj6NatF1Iwe/Do4cv3rjFe7G/vBFMKFUklj9KcAaz8KywHISQYT9MUQ4Ig1FRNYhhFCURCVQEti4Ly5kbbNVplmsfJ8uT4IcSJEq1NSzn+xYNvv/M23Ee1sspGvkV5iVc1VW0c7B62Gs/icLJ/w9psLOjq7vXdkyef/dn7j0ybt7bcn3/44Ld+4zuvvnojirs7B/0f/OhPOFVNHbcazdVi8NEvBtdv7nU2Ok6lilUDEa2gsr91EAWDdrsR+DSM/OHkwUuvHv2df/ObT59dsRLf/+J4b7eaFoPJ8vTw9p5dsVWTnB9fxHFxfjza3bpzbfvVb3/92t/5N6SmOpm8cmwzT+PVar513RKAXg5OfvL+/9XqzpIi/c63b1WqzcVyXJZwa7OXpsZnn39yeO2abnIqAwFz0yn3DjYpt4qyUIhdq3bVmmHZRn+7lmTQ0cWbvZuYqAiQ3/+9fzG9iFRkqdA4fXJ2cO1GrVL77Jef//BHP+AwHo4GdYa/9ubr/a3V//g//K+2VVn6yX/+X/xbi+WkXqsncbmYr7I8nswGnY7zW7/1vUf3r/74Jx/sHtywdNdfhpxmq8u5FDhbRU27knv+3sbGX/rN733yi5/nRXQxWb70+ks7R1vj4enF6HJ4FQ5H8enp6c3rN0bjYdLLnIqd56nbqFHKSspqzVYUxe9+80XErcdfXtEoGaVrt4H95Pzm7eZrL23ORycb12//hd94+/x08mc//ggTE0M1ipevvXb34aPHAz+tNRovv3SvSKMvPv/UqWqzyalhoeX6/B/+b//dwX7v3W+8mCYFQKLI88vT82Zt5/Xb7zlG59tvsWqj0u23mJSC0cn03NL7RRmFvsBYa1W3/+gP/mA9S+/evNfvaGmSXrt2HQG19xvb3//1fz1PGQIkSWPL0lot+7/5b/9LiNm9r4WD4aVpOts7eyfPzl944Y5bq733jfckF1EUSV5Wq+Zifnl++WUhE8PW/5/f+3/f+uZGS9/hXJQFH498zoBu6YEf7x/sAwB33rxWa9qDyXm9sdXdsLkMOWfzaTKfFWlcNtra9VsbVaf58YdfBGu2mq0IIn7gNxoVAAgtuELUOCm8ZXn9Vjfwo/ncVxTb0A0/zMtSbGy0Ls+nkkLLMNMoa7QtyzIMw3h48rTqOkVe6qZeRNS2DUXBAJYVXeFSIkhm04WiKhDBJEk0S9V0K89EnGaWZVUrrmWy2WTGJVj7dHtL11Tr/GxacfVK1eC8LLLCX2cKARipiqISBfurVVlK26pGUSABtS1jNByFQdTuOdev75+dj+J4LQW2LFvXZJrm4/HMrZtpUhKiTqbLnd0tzul67S0Wi17PjOPYtrT9/b357BNVs1Yr33XRcDDub/Ycx+z13OVi3Wi2q65TrZrDwWWWlgAV27u7EIkk89IsGo0uq259MHxKVLm3t1OUBZBQCrTR2fni8+PAKxHE52fDMIzv3DmaL6aj0bhR3zjYJ5Zp+/6SKKLi1By7LmRFcAztrxQAACAASURBVFx3m1eXz3b3doLIxwopCxGEIYDcVK3QC4M4dh1HV5R6teraVW+9uDofF6zwfS8Jo3azc/LkXFMqRYpmSXR1PiMabza7termx48+jRM6nSWKCuuuY2ubTx6eOnbLWy3MChYAT0d+pdq8vLisVPVmywaQZbH/1Wg2n42krJmOCKO0yKVtNxXELVuvtzaELDFBCtLyJP7sk/d9P5AcLGYrIbmKBOQFEBkrA28dZnmmaMy2LQDgdLrodXtCCM+fYgKDZQwx0TT16OiF2XTFmFIUmW5oTsUajiYII4xVyHm1oqyWZ9PJuLOxUWQSAr1abSVJCiTUDEqgmcdp1VWX85kfBmlZX68z2+oDwDSl0e3c/OjjD4eT5b2vfcMyGxAyAAXBJeNhni8X8ytM6N7+TrejqYpyfnq2mAUI40a9evPm5uHhDkJQlKJiNzTNQEIbj0fr5TyPslsvHN66ed1t5IrGOAAq0lWdWraJkapphFK8uXk0uhjXG7U33/w6QlLXtcury7IQqqr4XjIZLRHGmGgurJaMSiAJxACpAErBQckk4pwxQEuZZkn81fGDz7/4VDPN9979bn/jIIhTAOnJ6aPlekBU/ujx5wCwmzeD27dv+oH3+3/0z1er5dX0WbfXojSbrs4BoIpJNrablObXb+xsbuxYZmVra9+xK07FrLqWphGVNBCQUog0pYwKzZBc+hjTNJYYNFgubcPM8xxCmGclVghjjHPJOWeMcc6BUmIigRAQSglBlkWU5xhpQAoIEBNUUxAmME3ptWs3/+K/9psYaICp89mq12maOmEQAYCSrPDXYZlTxhhCJC8yCWQYR9P5SlU0zoUEWNMNhDCAWFEUKSFjACuqKAuiajTNQYVULLfMsWapBedcIgXrZZlhhDGGjFPOJABI1zQhpBAMIigFFAIxygGQAAAJgJTPjWgOIYBIqv8/Ve8VI1ua2Pd96eRzKqfurs7x5jB3J+zMzs7M7s6SGxi8IpemKdMyCFOAKck0IFmSw5PgN5EWQAXYFkhTEpiUuJRIc5ebZnfynZvv7du5u6orh1Mnpy/4oUcU/D0VzgG+Aurph3/9g2RcDNZd7NxJkiwRATFECKZZImAGAc2yhGYIIcwFxkiSZY0zwQUgWM9onMWJJCQGeJgFWIFIQgxSLoAEJUIAIViSBUtDWSEsS+IUBlFISL7UqFbnFmWU2GO73eqohjSbsanNIBilCaiUcHNpeaU5jwlQDAUgVqhamilTQDfC5ZSmnHNAsTPxTEur1PIxDQRKM57KspKmUJGKBGsAOgCAJMk4B7Ki6IZKaYIw8AIHYyiSdGmlvHxJKVRL0+lYV6y15eXhKb/38YOVtZ2dyyuHT7tDNLHMwmzmxjjDSNVVjgAO/TiN05RmxUrx1vUbIuVxHIswjJNEI/rB4aGuasPhWFV1z/PW1tZOTk7n5uaGw6Ema4QQ3wvmGg3Xdc87bVmWAeRJEs5mM4kQjAjNqGXm7clsCu18Pl+tVO7fv4+R1WhUz87OCJE552EYVsqNWq2m6dpgMgQAOq5PKQ/CSHCGiNzp9Na3FjzPo0zEcVIsFh139uqrrz559Pjp06fOzPvi228E6QwheN4+ZanpxT7ibDI6y2ho5a12q+X745WldVXFqopzll66fuXu3XtpmmCMZVluD4aXry8urc3N7IlVUD07K1SKcehiiSQxjYJQUTVCFEII55QQgiQiGJNlOUxiRVFW1iopTXw/8JxIV62iUZzbrt79+B0nnLZaBz//6hu5AlquNuzOcMVaIj41haZKIsM+QtiSZbNYKC80N+/c2PVb+Y1ifbHeH9uvvfbwg4cfffje7id3pzsbD8/b/Xd+dP63/scvLS8ttdsuBMZco6FI6aVLK093jw5PWtuXN4aTydbWZpJk5eVlwMqAmYd75xz4kpwYOfbmF2+//uZL/Z7/lZ98U1YoUafpWRoktoGLiiblC9VRtzUcD2sFeOfW5+NAK6w2GSXP9wvDs8npiXOwP/0bf+MXyxXz8d3fgukKj0lgtzGhrjs+3Dup1pf+8I9+8NJLnwkjr9U+uHXzhcCbUk7jdDKekFzBghBWS/WVL1w2dKvVOkyyyfxCTpORrGgIq5pc2b1/XqssLF2+5E+5YRYf3398486dNKOapsU0+OTeXY7sTv80o9LUmZ6dt7c3V+bmtLOzvizFgpMX7mzVauWJ3VFU+PjBbhwnr7724v5hzx76iOLLWxv337sb+0m/NSxWTC/2f+GX3jw9O9o7PC2U88/b+4ql2uFs4jtHe0fRTBlNxOLcCsuAJhvT0ezJw8fXrl9L/NSLAqLIUTwqlkqM2mtLy8OTwfi8D+TMKsPPfPZKuUjc0VHV0rAUUyYUjQOYDQdnP/Hlr3fOB9evX+l1B/WKpynGyWHr7GQPgLTZnN+5vMahODl9GkWzL33pv3WcwWdufjVXNFKWzDUWZZCXRHHvaQdwaepOx+0kATGD2dHBqNNxzlsHAsFrV298+P6jnfWbn3/prXIx58WFSqns+7Gh5p1ZuvvkHEMVAgQEc6QEAsAY3332+Cd+8gsvv/Jis7kShvTnvjEPgRSnWeCxOPb3nu8SJN5885XEMobj3r3H7+dKRrmqVRuV3Q9OWq3+r/53v0IzNJ146+tb62ubV65cIYQMBr1y3QBS2Drf/dZ//JcAMi8IdAutmvNxlEpqPBgdOHZYrpQ215ov3dZ3nz2vlHM/+vFHuoE8L0k8UajmCzm1UChGcdjvO4wxK2e9+tqLz/efjkZuqVSETGkdnsgmZhmP4zgIvDhNFU2SFWVldbF11MnCTAgRRSnjmWFZrusVioV8Pue4tizjeqN6+dK1H373gzCIAGeTiQ0AkGVFpFGzWa83YDHfSNNE1+W333794PD5syfHmprHGE/tSUIFh8TQVYUQBKBgHAA+m0ab6xthPhaccEGvX9967733FcXa3to6O2vf/Xi3uVjN5/M0E4OB7TjR8nI9CILZLDg87OXzaqmk7+xsf/LJ3U5nzLiJCZw54aWd5mg8kCQlDL2Mhvlic+YMp3aEILXymuv7tnu+uroYBH6hpGTUoFk6nfm5Ur65uGDbg0TVkoT1ukPOWJowQtR8Ll8sVOIkdV23UZ8/PDjOKMpYtLlTK1eNOBI042ESJn6YZeCVV16J0gGAHBPROWmPp6PFpTnIVN/zJVlaX123LDNvWe3Tk+nE2d09WNvaMHSNZZ498Xc2ryKon512FVV9/Kj1uc9fkyXz0cP9/f3TUrEukGTo5rDrKJJULi599OEnK5tNSVeyDE5GrqAKgmo+Xx6PpoynOavYPusJQNut6dL6Us7QgEjz+RLIiVq91BscDicDy6rMVbdG42mWxgRhSVFKhfJo2EcANReaSRoIkIVhkKY+JpAxEYWZqZcQVHUNl8vFmTvEhM4119qng8iHndY48APTkmuNXKfXb8wtnLcHpVKjnrf8mU1FbOU0b2afn09Mo+LYYT5X5FAoumc7w05vgjhBSJRK6vy8MR53bUdwQTAYy4TZ09baytJ4dFLeKaZJzEXKecSoG4YTxx0nsX0Qd4SIOuej7c0dDBVV1Y8O973AQSDRdP2FF+5wThgVpllETR0zcnlnBSN63moPPCfjVStXRFBGBGcimYxHS0tLmqQncSxJUqVcieIIIeC67vxckzF+fHx6dtLN50uTyXRlvXR0fFip5k3LgN//0Xce7d+/evVGFLEs5aqmplkURON/963f7w3PHHfqCTZXX6qWmzev38KEf/Tx91x3UipW0ggoSm5mD65cuXJ2cjIeDOMgIkjOUk6I0u9PZjP3137111+5/TmMZEI0hKUMMkiEohEJASwAYkAgiBAK4yhOU0VXVE2FGMiyJCsYQQCZioGOMMAEQQQ4h2lKGedJmkSxx1gWZHESizTGccTiNE5p4LhDykMIISEyJsKw8GDQ/uj9H5Xz5f/q5/9aGpEshpzBfD6vaiqRmapo06kDAAZA4hxAQjiAAKMwCiadUZomAAqMhKpJCAGALpqHMYAQAJjwFGYGhpJsxtP08cns+1TrMCUWUGKZTKQMMFlQAwuV8YzgNGMuB1AmeZqpGGcABIQoPANAYM4YhlCIDEKBoBCMhhQIjgCUBMIQAc4zQiBnmUxkKCAGBHDEEeIIAyAQ5IKlnFHGAUAEQEIhQEAIkHGRQsARhgQTzgAESAgEOYUQQvipYofQhU9X/OWUM8SyEDBLM8Aho4JRSggRgl2MSiMZX3iaBeBCcAAA4xQCcGHhhQj9571p8WnR2cXXiAt+JwJe9OxBCAHI0owQIoSAF6PTUCCMGGOEkDRNMf60US+OYyGEYRgkMHu9fuSnWQL8WeTOkjjI+p2xgnSMiT0OaCi2Lm3Kirq3ty9JEsZYlvDrr7/2+NEDVVVmTsIyXiwUJ+PxfGPOc3zOWJZQyzQlIvXGozAMNV3DSESRW6nmNzaWh4NemlCElMl4BkIoEK7W5lqdLsIYSQQAwWgSBB6CgKhKvmC9/NKdT+5/TDAulWrHR60oTHRDRwhwnl66tKWpahh6EIpuvwsg9PxgZW2t3ek6M3f5urm4uJrEotOe+G4qBA78gFIKEa9Uy2FiE4VtbmwkSfro3rMr29dlqD+6/xhxADj73Odeu999/7OvvjCbDWx7vLVx/emDs+ePW4TkoAACUMATmsmQ6USRVBNAlJq6Oeo7gEOIkhc+c9XIMSjQ4f45Zso/+o3f+j/+4W/SOK1XKw/v3wsC//pKxVINFUp5ycicyJT0Ur4UBIGs6RwBTUdR6jII+pOBXtF+7q/9bKFpwZyYpTZQYMzTbGb+i9/9V5VKHWOyf3ig6yoEeDSa0Yw8enS6vbZsj4cpZX/n7/1KygIsgXfeeW955WoUYsD1LAN7R/drc/LlmzWOZiet4yTiqpazdL1QUis1g6Pg9Hgc2lLkJysLC0Vj7tVbP98ovACZMRgd/fb/8xujsfbiy58PI5bG3n/5M1+xWwf/1//5Wx4flTbkq59dTaXJ6elptztUJPVwf3Dr2rUkogiI5kJNVuBsZjfmFyAnXhAncaKbKoD04HDXKpjFYmEwGGZTAAiqzTWqtblRxz153i0ptcQD68ubo8H47uOnA8fTTTlMnHzZ+OpPv2W7fTcYajrmIC2XC0nma5oGhDg+Prxx9Wo+l/edZGvj2r/7oz+7tH3r4d3D3cfn46Ery/jGrc0X7mzZ9iwKsjQLNndqK6ulKJ5kKf6DP/hOuz/42W/+Qiyyo3a737cLeuNot19TSp4/QCQqVyrb29eHg9nYHjv+mGOhqmYYUtkQtUYhikLGwNlJ680vXFpYknx/1D0bqVINS3VJ5lvbS449SiLq2+yd7927c/PVznkHQbG+dnl//2x5qba23txYX9nbOxz0p7dvvrS+uXH5ynYU+Q3rMkKA8iQMI8sqQoC73UmcRhhzJ5gkcahqShA6hyf77fN2uVRt1Jo3rt5Zmm+mSUYImfitLJOnM55xWTMt1QCOYwNGQz9JI17KmXlLB0hohm6YeDSZ/Pj97373+/8eYDdKhrIsxhNRLTYb5ZUvvfUT/e5Zu7s7HPfMfGluftPzsrdf/rLnBa9+9vUgTJOUlsoFCBGWRJhEnc6ZrBLK0l6/64duEAb9YRcCcRHicGYziJCBcjvblz/zmZdkonQ7HcexPS9MKc8SIKvWu+/92Q/f/ZOIBoqhxDQlihr4MQD0xrXNB/d/SKCs5ZTOqavLZXvia7qsarLgGEEp41F9Li8jNOqOwzCt1ufcwNV1STXw4lLj5PioXCodHJxdf6Gas2rnbf/oYJQEHFBYLJKFpRzRgZ6TaQyFYLPZtFjMz8/Py5IMMbn/4NnTp+c3bm4XivknDx5ubm4d7B8rsiE4now9RSFEYliiaZZoSK1WKmenPVU1ZUm2LLPTO09psn15PUr8WiV3fHi62FzyvPj0tPf6Gy/t7e/GSbC0uBZFbH+/RQkuFSrFgs64nbes/rl7djpeW6+VyvJ47I2Gs+XFBudcVVXD0Dx/ls/nDw9bWxvbYZA9eLB/+8XalZsbB6cHEBmdMxdRbTLo1+tmvqhhSeKCIyT1eiNTy0+nTpZR05Kai9Vy1RAgoiwZDUu9weHKWj0MAihUgtQsi7M0sczS8922YeRqc0apCsN4FPpBtbz86EGrXKx7/uzajTVCWBjFACDfiwZ9WyKqaeZSltRquUJJ63SPZnamyDpnMsswzdjW1oqs8l7veGVt7sqV7ffe/5BSQojGGR6NhgAyw5Q2t1ZGw5Eim5TyOMhS6qhaVqsXXNfPWzXPZZPRrFAuAECNnMUhxhAnSWzqhPJQlrnggCYQCM11Yo/ONE3N5y1JRhCJIPA919N1q9Pp3r515+S4gwnLF/Qk4Y6duU640CwfHO9CmG1vXndsGsb9QiGvKnISxYCB8XjWH9i1xoIk6Z4XCDCtVCuT8XShucQ5oJSPxkGhaKYpjZNYU/JZijGxDLNmz7Llte211RVNJ0kyndnng2G7d7ZrmpKiijB0JpPpi3deZAzIBA+GbVmGqYgWlhfLlbmj004U82KpMh4MTI00GyXHHk5HQymfSxNYLi2FASWKEsfeeNxZmK8mUew7PhS4Vq2pqpqkiSQR3/c6nXPdUOcadUVVgiCoVqVup1cslr/5pX9AxmN7f++kUVuhFBBJ5jxmItvfO3n2+DCMnZTFhVLBgpbX9/gqwxJ0ui5nrNVvjYceS5FLgzRCgAsZ5zcvXy0WKwQrK8tr5XItly/O1RdzRilLeBrxMI2jNJn5tu05SRQgxrEACMsCAD8I/CiABGGCEUGEIIQB4AIKiBGWJIwQ8sMwSZgkq0IgzpkAGYcAcgtjiTEOsQAwIXKW8vFo3FMUXXAkybobyEnIJyMv9thkbMskB4WMMEniAIJUIoqgGQKcCy4AxwQLwCAUECKZUChh340whviiiZiQCzEVQo4QIgRnVEICcc6zINZzBTWoTKMpFJKkGhBgEcYSMlgq2bZbqxWTaKzqOI4DmnFFKaYRMo05mgYQZhyyQiGXJIwyQGnGAScqMAGAADOAGBcZywiEjFGICAASZQIgznnGBQKACCEQFBgAhCWEMIeIAyxByjgTnCNIEBQ0zRjICJGEgDKROfj0UEoBYAIADgQQn2bvEEI8CYUQnENZUiQZQySgEBdzJlEcs5Rf/BqUphd/ZAPIAQB/CbJCCHghUEMIAJAkCQAAEMIIMcYymlBKLwy/WZphhLIsQwgBxgEAAIIojQAAF9r8BdpCCDVNo5RmWYak8cKazqgOONIUQ5F0zwkjL+YcylgRGc4iEYXpBx/ez3DIIdBlxbaTH3/wg0qpjCQkUBLRQLiRYsqL67XDvdnukwPBga6hSqUyccZCCD8W5UrOSd2XrlxeWmm4dHj/vaPF5aJcJsTUHdcfuL3qYqnX7Wchy+VyCOBCoRjHMYBoYW759KQvqJ5m6ORw4rkME2JPZ1ZOnW/WkiwKQv/8vJPL5UqludPWWRjT/nAMEaaCzzc2Tb14dvzcMMw0diI/k7AsIU1VDR5LsRczGHVln4tMNyxZU3nCAQKeH+mqdnx6rprW6XF3POqUK4UsYpaZz+VKk/OxbJrra8uKxp/vHcqylCXOdOrn8pqum8sr9d0HT+oLdUvTJJDJivzyZ27MJlNJDX7xl7/2P/+9/xXrV2Icvfql11rdPaqhgqbNzS+lfnR6cHJsu62ztpnL5XK5ZmMBU9nMWRlOsZT7vd/98wyFXIp74+6129eiJO65ga4bKrZ+7dd+7bd/93d++MMfPH120Gwu29OpQlCnNdFk89LGek7euf/wga6Z5/v6YnmFUCKgAhi4vAr1HH732+/kq8TM1/MGLhStx0/uu/dHlVpubXOxbDWf33046g3auwff+Klv7j/+5P3OM52UHj1597z9nDP0wz87eeOLX1dVPhkd//l3vkU0qBMlzLz7Tz5prJZLlfryyvrMdm/eevFw71TWZFVWICFxluTyOU1Ve93heXf49OmeEMlP/fRXNzd3IITT0Xh0Pp2rN7GC3dC2z2YEqGpRxHSGiwo17dVm5UkvXa6bl67sSBr64z/54z/59h/c+cyNZwcP5+druqEgSXAejYb98dhenFt0bZaFlFP8/b/4oFyqEokzMfPCVr5sBsGsWF1/68u3EZJGQ1tTpZOzh/cevycpBXsafPnrP7G2fvm9j+6O7dmoN60Vq/Zo1m0dorp+4+bO+flhdU5ZXC4FoT8YxaVS6dn+c1WNswyqCXed4cbm6vz8/MpStVG3AreXxbIEa/0WnXm7tj370z/+3uufuyZhVZMqf+u//zuzabizfuOX/uovTqceF7hRL5XLVhInL75gl0vzaQIkWZEkKWeINGCUZZJEMk7ijGcpW1ytpSkIwrhQqysyAYLJOtncuQYQHI0mzfllyCEksqkqWUoblW0igenswA3O7TDaO3ySpfHVyzfyetWdeX6QEYkWimXHcYejlMjy7RtvLje3nzz7CKC42z39whvrX3zjK+4sqeRrW+tXi5W/kvFk5vjnnZHnxleuXLLMvON6ikxyVl5AARHv93pxErROjx/e++Qn33779TuvJDTTVb3b71arZQlLAABnZhNCUkhkSdVkI47j5tLGtq5xLlImZrYfJ2xhsfnz3/xlgXjKkyiJxrbtOM6f/dl/6LVOAM1ZRcO1nZtXXr73wb49jHBV6x6PgAAAIgB4+2QMKDA0vNBsPnpwqKhSQrNCUTo96qqKHMxsGpOjx0GSnSBoEGEKlIWxG3vgeL9HUTK/OJcEnDOWsyyU5R98sG8YhqxoqcMbxVJBK8MUFbWGIizCNJjiq1euT6tT150VS4Zu4v2DA891V9ZW1tbWh4PJ48dPDFMBgjUXGvVa9b33jwJv1utlOSvkgCwuLb333t0r17Ycd9Zqd7a2LjWbmee4k05v3Ba3by+fHZwFDsaUHD4d3Lg13yjVLNXa2F4/ODg8PGq99NKtUqU0nY6rtWIQ+e+9f9Ro6Lpa7537/Y4fhLPAhSsLc+fhuRCQM27lNc8LOIBLCyu7uwfHR2GxCGYzMD8/N99YPTh86geRRMRiszbodXe2NjkjnfOh79mKIs/s4WKzHCW82Vzww165MFctIcGVRr2+vr4dBG7r7DhnaYuLy3sHe5TSldX583bPng2KxTyRsO+HulYaD7uKRObnmj9+55NKufjeex/U5/KGTiCQRkN7OLCXVzaAUDFSD/d7fjBsLtb2n58WS4UgiKcTJ2/lLMuqVDXGA103kyRbWV4nqNfutBVVkmTDC2JCCEagY4+qNYsg9dnzZ43aIoYsS9lcY5lzyikv1+oHB/tRFAVh5DuZpRe7530hhKKo165de/Ro7+HDe82Fpud5q6sLuq76s0hXrVJ54+GDewSJKErWVhZN07zRmG+1e893TzCBi4vVa1duj8fj6XR61jqr1Wrj0WA8Ol1YaM416oaWP3jeVvNqp30IgKrLq1sbczQLBoPhMLAnvbbn2MVCo1YrP358bpmGbduESEe97ngyuryzsrS8fPn61eOTc4KVeq2IsGLoydrKQuxPTKMAuEiA8L1gNrUVNRe4nqyQpeZKq3W8tbZRytVaZyft8zNKM9M0SuX81B5u76xYOR1C0R90EQI8q5p60ZmGcZzBwWS0d3xQqdSiOJVlNQgDTGB/cP7k2UPGU4gAi0PfSxFUrFxBU7BuwGLBRJBoat4yisBUc7mcTPDFWhtnIk0ZECjNaJrQVrcPIYECC44zRlNGGaBCZIBlGsEKIYwjAUAUR44fCCgwIVjGsnxBQpxgLniKCEII+X5EMwigLAAGACIsEAKcAYRwRjNCIOMRwGkQescnJ6qaoxlCCGVZpCjik4/fbR2e/N2//b/VSgsshRBgmSDLMnVVxUQKgpBzARHmAAAIBAIQgiRLh9P0woMMBJSJcrERB7i4UBwJwQlABGAAaCYmsuU9PP6+UkyhwokkYaTK0A98+uzRyaBrN5sLWxtLECUYEVUpKnLZdYOT473qgiwZEZIYR5AJOWMEYAixoDw2AUKIAIQ4AEwwyjNZliilgBPAMUEM8IQBIBARAnLKIAcIYYgIFVAIAGHKOYcQYASFAAhCxpjgAAAouJBUzBhjF0EzhCGEQoCLDQh4YVKGGQRICMAYAOJinw8gBBGEjFOKABccAoAJFlxwTi/U2QuiRRAihP4SbfnF1ejiWiiEAFgIISQiQQjSJEUIUUolhD9FYQQop5qmXUizWZYJIS4+I4QghBKOGecIQAAQo0wikiwpWcYkTCQiQQZ5zH0/ThLIMjydBJBJNAWBn6Zx6nuBPXUIUdIkWllaUFW10+rNzZeL+UISJ0CIRw8PdUPPFfST446uq7de3QwidzCaKLpcqdTTlIVDurd7qMtmIrJSoWKo1vHhKUuFKissZXNLDdPMmXo+S8DRYTsKKMYIIppmDkTp9ZuXGBSu7fte1Ggs7O3t66ZWKFsQ81qj8OzZPhNiZW3ZdV1FUSYTezq26/WmoMi2PQQlomgCIVUTSTZDiN2580Lgxg8+eRIHmaBIVY3KsqKocNBvSzLY3rrcOhmOB4GE1TRJERZmCc3NV6ycFCc+IZImWQWzrhAr8mJOmRDMn0wx5vmyNp51MpZwqJye9ja3V4FQdD2fAgaESMKwkissNuYb5Zomq+125+OPPtnevtQsN7uHXUOzclbu6HBvNOxgwmQFRHGg6Voul+sTT5ZRktEXXri1f7iXL+Rb5wMAkGWVkoTJSH7p9p2bN14EUH36+FCSLc4RwhJCsNPr5HK5OBi5vnv3/vs711bceDh1WloOXL2xkctpAlCC1Pax7YxjkXiuPdpozpe11by8sd68Mp60ev2DosnGDkuEcdTqO669UK8DBLmWHE0ep/LszitbWzsbs+kUE6woGstAlvDADQxdZzTRJJlTbpqWH8aqrgMA9p4/QcCbXAAAIABJREFUz5JUQhISqHc+2Ly2RFSpWCsFaSjLShzEhmoWcqXf/71/iyX46kuvEyDbro1lwECGCExp8uTpkyiKFhcX33rzC0VT4hzYEz+LkGNT32GIE91QEIoUlcmSJmPr3Xc/vHrtSr4gF0rK977/wzu3X15oLuwfPvjWt/5IkEoapYuLq3/9r//NDz669xff+0EUpQiS1YXm66+8mokhB8lo1Ftsrh08H45HyY++93GhYaQ0zeUqsmwM7TYmvFTKy5I6GQ/r9UK/d1IuVGuFdcDyn/vcbS+w5+crZ2fHCCqffekLldKKqZUZ45zTKMnyhTLniaoSwDhBGqVAlmWaCcZhnGYSDnXDYBxyxjnnRCWUUsbFeORYlhEEaWOuxCh1/WBv78APwnwuXykVTUNXJJikqczzHInT3pN7j39wePao3Tl94423fIcVrfk3XvsyIWJqdymlxVJ1PHEGvcna2uZic6HVPnadyWjUq5UX7tx5ZTx205gZliXLEhc0iqJisZRlsT8dNBcWEMKO4wohyqVikibD8fD+vU8wwbuPH3/us5+9cu1GLldMUsq5oBljTOiakmWp57mpImMkAwGmY9swjUajgpGIMzCZzs7OOoCLYiFXKhc83+n2+t1eN45DIvM//X//IBWT6bRbNZsvfeaLaYA77V6plPvpn/667yVJLIIoSDIvjJyd7e1avfFbv/WPu4PO4vL8k0ePojhyp36apjPbK+dLAgrfD+IsSaPoIqKR8SyhDMmonFNcN0oSoEiAZgAjAARQdciYoAJgBCAHhYKh63g09oOAYwwgBIoic5DquhzSVJKQTEiWgjRJy+Wc6/qyQgQkSZp+9tXbo/FsMplwjiGAk8ksVzCIjDY3lzCSHj56IvwEAqVSLZTK6tHRWRYrgc9W1hsLS7npZJoJLrDk+3bn3C2W9MWlEkIijpIoyjBSJxN7fW2t0Swenu0BqCBhHe2eEgQrVby00sASYhwOetMoTCSiAQCDIJEkPL9QnWtUVE2CUByfDPywu7xaz9IsCvhoMJUVZJkmBPi8NVNy0uraoq5LvW6nVKr0uiOJaMOhMxxM5+byy8sLiqw9efp4bqGkm+pkMsJY2drciJP0vNOpVMrHR635+aX954Pp2DENaWW1ed45z+fJ9s4yACxjXFXNLEEzO+IcGKZyfPL80uU1xunJcU+WYbO5kGbu5SvLhHDH8WRijQZusVD3Ql+WiSTrne4kjqPpZFBvFF544er5+UkSJwio5+1BudRgCFCa1epVxighOI6DVuuMSGhre3Pv+fPGwjyRwHDYZVRaXFjhXOgGtiyJ8azfnUWhGI3dwWC01CwWS1a5mOdCWLnC/n6rubj47rufhEF04/rlVvvsvBMwTn/1V782HPYRRtVK9cMPPzS1oqWXooS7fsYYXlnZWF1b8dwZTb0si2bTYZCEhaLRH7TSLDJNM4lTCJGiyIYp+4FTrhXK9eqjR/sAGgDqtepCr9OZbxTLRe3g+ROa+s31JVm2Ap8DIJdLNUrTmTMBLAMAhH6Yy6me54VRUC4XNrdWh8OeJENZwUkSBqGbz+dTTx2PpwRLv/wz/4AoslZvLMmyYlhYUZQqABmntcbCpSs3wyiilAoaIiDJkmEYBsYwiqZRFHiOm8Z8Og29niNEP01TmmUAAMgh5wJhIisaY9z2fawoElERRJyLjFJFUwHEkPOMCpomqi4DAKGEIBZMcElGREIAAsYZgBwIBiAFkACEBAIZ5xAKCCFESCDAIWCccwEAIBBigCgTFGJIeeAFHkKIMi6AQBJZWCwc7jv94WmlWOYCQ4jTTMQJVLCMBIAAAyEwkvhFVgtAwQXiSNG5yWXGBBCEIJlmXDDGIQeQcs6ThDmxyBmKrgko0pyp3vvgyXH3OVaAqkrFQikvW59//e1vfPFtSy8TSBYX59fXVrKMC6ZiaB4fH36Xf+vHH/77jSsFyYQpzFRDwURKOGU8IQRJTLpIvyEEMAIIcJ7FnAtN0SCUBIuhQBgCBgEQEGECAQYCUs4FYxxwCTMJIwCAEJBxftHISDBWFEUI4fo2xEiRJQiwEIJzwD/16yIBgBCC0hRjjAFmjHLOESIQQsgFAgAhlDGKMQYQJmlyYV34NNkGAMJYcM4YuzAwCAD4hZMBAM45YwxAwBJKCMHw04k/QiQkPg0tCSEoz4QQcRxfUCxjTJblC+/BBdpmFEJILiReQVgGYZLGhmEEUQTiQFclo6yYJkRhpkhKebGSJmLcGy/mykggjDFkqqqqvuelaep73ubV62EYhkFQqxmKoqxffjMIAsuyvvD1F2fOJOFhVa6sXqtKsjoaT+NEWJZC8g1JkjTVhAAjTozSAo3Zxx8c1muWXvIMi5SK+Yf392ehzRhRoQ4EjRKPJdlJ6yROs1plQVH0yXiGIImSqCzpP/ONLyZ0Wm1SKOYODo5mtnvnhTujvrPYXLPH0zAMgRCSovKMUwEF47X5YhjPer3zpcUNyzC9YRdrxTjj00mYZu7y0jxEHEKSz1tJnFmWSSCs1Usp8dqdw2mcff2rry0v7Hz4473Tg5Y9dOZq841KDUFF0WsUhOHM/qmvfvnyjY2nB7sCSZ/c2223Rr3pOUiwEDyNg0m/SwhYWp7/i+9+W1OMnSvb9nSKuVRuVLOUUggWV9fuPby/ubGsm6qZq6ZpVsg3uDolEgGQ/dVf+q//i7/ysytrq4xmjhv0B+NGY25sD2x37fD4OGc2Go0VRc4bhvX46QNZA7KSxmmfZXrebH717f/muz/4zu2XXlmcv3Tcfrj3cHjz1tXJZOxMHUte7Bw+U4nYXt+K7Ekqkpk7+Nfv3b95/dKNy9eKmqfm5t+9e/DhR/c5gpTDXL408cZvf/6bJ/1nBnH9kdM5P0vTeGdnh3NYyOUlCADlEMDADkTCS2Z5vpwfTSaKqrxw5fb9j++/8+fvvv3mG7/8M784Ss6dwBMJI0JMx71arcS5O/Hs6y833TAwa7x3dtKf9i9f2xkMp6ZmSQhTHpYrxVq9/nu//4evvHC9WCymIa2WV3kW3f3wERbSF7706s7lrTDpxFGsa+bCUi1KnZJUaXfa1Xpl6k4bYn488U/OEqQNAc+cIN3de7DQrEEIzlvtjdXVr3/lrYV6UeiNf/JP/lEYOMVidTqbzs2v/bN//ptHp3v7h7u27TCG1revlcvlq1duzs9t9s8H+bwJeVrMVwBVnCnb2pjr9drj6aBeJJ///BcLVqPb80JATEOL41QifDAIqlVTU7Tjk9ZCwyQEZxlgnMYpLRQ0guXBuO+6cbVWf/DooxdfuREl3vl57/x8ypliGaVur+sHUafbZwwYurG0VNd09fD4sJA3FUWWBVhYLvQePH3w8Pu9Ycs0racPH68uX+522v/iX/7zZrP6dO+TSqUyGo2Gw0ngJ8OB/T/8zV//2te+0u+h+fmKiVeygFRLcw8e7TmegEAOw0hTCcuiQkHa3TsGSNFUmTGKsHi692y+Xgs81zSsMAyXVzf+9Dvfi7h06+aLnpeUy4Xz/khTZCMnswRzQRVZn83cs+P2eDytVMqcQ1mVO932ebc/ndr5XH446sEDEAdxFERh6I+nw/7o9O//3b9/2n304d0fX12+/fpnf7LZ2JIIiuJAljCCCuCw25s15goAMwjh3sHBb/7GbwjIuMj29p49f7b/+MET14kW51c2VtZbndZnXr5TKFpnp8cSxuVy5eDoJExokKSRd9rpdMqlkqkb52fnT588zeWM2Wzm+65t21mWyXKoarjXd4MZIASwBAAAZn6KEeSR4sUpgByIVNVgHAJLxYmPJr0UoZRx8ORea6HZsAfdwI+ThAoO3HGCJBA7dDCYzc2Vhv3AMJTRqKuooljJjaYuANiLvZkn8pXc872zbi+o1zSMABBIwsZg2KWUaqppmfkn9weGPti4VFvfWDo+6nKaCiGCIK3VLF03BQKt087Z6QRBMD9vEKwoMvQd99jvPXt4mGZ8bq4MEFrbXNIVtTftE6ifHvtvvnWV0vTo8KzdTl5+a84wpCePdmezWMKFmU0Rmpy3XU0DKytLum71ugNdN5yZF6dREAarq+VqrXj//iPAQbvV95zwuX20MN+slAr7+6dRFK+vNxfm67qh7O/v6Ybu2FPO5MBjUZQQAuYbK7paODjcXV5coJQlUbqyturM/FbrwPOiwGevv/bWzA5sx8nn86enZ5pelLHQNF2R9SSmEtGFLEV+qmvW8fFpvlTN5XL37z7DGGuaTAhWJBMi1jo5hwASjO3JxHdjINTL2zvn5+cIU5qllmXJ2OOEr69uxWHsuYGV0zudjoDixcVmrZofj0dzc8Wtjbf29p6Ox84XvniTIBb6NoKpYMJzxm99/tX958dx5Kqy0liraro1GHQ+eu8ZFAIjrquSoWkZgZEf1MqVfMHs9npmxXQcZ+ZMXA+ubyzPNetBkly/duu0NYkjdHLUE0z4LvWdgablerNZ6+RcVS3KpEK+2ml3IISts5N8Lqcqqj31MJJ9j87NLSkqHo+82Sy4dGnz47sfxnGwubU2HNiLlcu17YUnj5/RjMP949Pvvvu+qimSLDHOgjDEhDiOyzlMM+oHvq6iUqkaR1kURsViXiICIUEzBgSGgEhYFoJnWSbLSpZRCIBuGHEUS5LMBXCiiEGkKirBRAjAhIAAplmiEpBTJSgyLHGICOVs5noMCEQwIQRhwDknGAFwkaNCEME05WGYIahASAAEAmYCCCAUBLEQiDEGEYU44cAJ474XDsJomqbC9xIEKQHg3kcP3n7zp+7ceI0mGAICBZckokkF3TApY3GSSoomhGBcCAEFE1xwn9nD4YhgVZI0WdJkSSUY6YpkGposQQCBkK395/fGo9OP770TpbaSk4PEC6KAUjHsj3NK8X/62//L5tpVAlRGWaNezZKoVp1LQt7p2qapY0U4fvt8uOfGgwwmU9fuDrsTd0JFwmGWwwgRjCWEMBAo4zDLWCorahCk07FbKJi5giYgoJwiiDFEGBAuOAOcQ8aRAIJCiICAgn7qkYUAEQlHYRhHkWoQhDBGBCDIBRQCCPD/OwJwwQVCSHCBMQYCMsYE4JRmnHOAMfxP50KLvSDaTylTCME/LQzmF7IrhJ/6biHgnEPBLx4idDFhghBCjDEAAMZYQCHJUpZlF7vSF6R7ce1FKS+EMoRACAGggBBhDBlnAAiEIKUZo5FMYJKmCGJZlillBCIMkWACChHHsU7qvV4vjZPReIyhxBnQVCVLWKFQkCUp8tNGY77VasVpaOV0LPFcUeeCdTod08xXq/UkiC5iWFlGz07PLTMPhWSZRXvqNmrzMR0KAQe9yen+dNwNK/W6qZWSKHFse+vyWrlYefjJruBYJkYcZ0KwKJ0VK9LVWwuNps5AAHFl0Jvd+3jPmXBVLsvIjOMMIzSdDkxLE4BCzOLUxxLPF3M5qyiE3D7tAShhKDHKoZYRia2tze8+f1yrFTVNkSQp9D1Nl62cWpkvlCq4Pq8amtk5TR9+MGwfObVCzVBle2LfunkrjwspDQCJTnvP3/jSS1dvXHr6fP+9Dz8+Pevlc6UCKbu+Oxr1F5cXGM/KpbJpWO7UDZzw7Li9Mr984/JVhCTBUZalf/G9b88365qlfOPnfu5H7737zjs/NovKcNSvz5cWV+Zb7bNCuVIslRCWx9Op53mpLxWNpSQGnkO3Nm9EkajXap4/kRSRZu7i8nwcQ9cJGMdRnHCQChEpKhcwkiWgGxrmWhoSU5dfeWn7xrVapaRVc7XnTzorizuqrobuxOnuF2pr/+E77/7T3/6d2y/e2tm+fHrc+/Z3vlsoW1Hmvvx6cW6hOrUHHKZGTrenTrFQlomuSFoxX1ChziLu+LOUJUjGhmHQhDVrC5Vc0ZRUkbGjwT6DAutyyCI/c4kspu4kSiJJ0zhEBCqffHi3UCosNOdUXQvjOAyTXL4EOBkNZhBgQJNqqRjFsa6WD3dHj+6fxz5rzBW/8PYN1QxMU/a9JJcrhlHEWIolyBhDWEFIAgKFYRRTpsgoCQNZUhE2EbaePN6nSSyTdG2pfNZPup2T09b+Qn1pe+N2qTB34+b1u/d+eNbeK5ZL49HUKuQMrXTz+uc2Vu70e7PlxcVi0Urj6N/+m39zafPy5UuXHj9+1GqfhFH00kuvLi5utc5GkqRDhFOaEkKAAJal1mvmw4ePyiULAibJyA9dyrPxZHh6utvvj3Z3T1VVPu8dvvWlF11vxAXgVK9W1tdXLhdy1StXbsYxGI9mkiRrmpImwWDYW1tfWV5q2tNnH338zt7RgzD201QcH/WgsFaWtiuVqgBMUwvV2sKLL99mPAsC35l5pUK5UioHfqBrqiwRhRcTloRJcvf+A0kxGZMQJAhSCVPPn/T6vfX1FUnGk9GwP+hMxqOlpebXfvJrRJKyOKUIYk2lFJ6d9WTFzBIhSRJGYH6uqKrSvXv3CYRxlHluGMexrusZDQSkYew3lxcVRY3jNAyTtaXVnfXtJIwgB3ESUxCqefi7f/jP4tTTEfzaV765urAjYfJ87/HW5iaGehjwjz6+d+nKdkbDH7/7w5PT03wh9+Tpwzt3bt64fr3T6npOfPP6i1sbO+5szEBWKBcUVQVCcAq6nUG+WIYy+r9/53f+8A/+92qlbukWBjKnsFyoYIQJRlEcFEtFXdc8ZyzJkiRLM2fmei5jIowyx4kcJy4WqpkIR6NREiUQgND30iRynZhSwAUgGHPAVQ0lCc9SgTHmXAAoZBkXCgXXc5MkBVCiFADEAWZzS2VvlvphAAC/fLukadL52bSUa8RR2u/bhinfunW13T5xvUDTZHsaQgg+/+amVVIPT4473QmNVBWXi3mVyDTjEUDw8HCwtbHEqJhMbGcaAUBCPwEAQwCKhRJjIcOiXFUXl0uO4xKsHR92NrcWkjTSFF2RTb1kG0b52eMzZ5Zev3bTcaa9fotgtLS0EMdsPHJ839vcXG21T0vlfK1RTLM4SeLJxK9Wyp4XrCztuI7XbvftqVMuFxvzVUIEENTz3TAI84ViklKa4ub85nvvfhREs0uXVxDJVJVUKhXGBOe0UssniTObjUzTmtlBo758dtpVNRNjTIhq2+7i0hzECaVBsWgdHx/YdlCv1DwvxkiKYpHEaRAEnEPH9QsFqVQuzC8UDVPN5U2rWHScma4ao+EECCARXKnmsyyaTifOLIAQE1KAiEWxK8ukUNAEAJub2+ftnufGR0cnpfLC1J6urszV64UodmUZhqFPMOFM5HJFwYHvhYzzfL4YxUkcRZqqZ2nC0gwIISGUEQUAzngKIAdQnJ6dzC3MMcY0XZk5MzNvOq6XpqRcXKZMTRPIKH386GME03wOXbm8Vann+r0xwVoYZr4XTSdOc6HZ7/eHw8mVSzsSgXEc6YYKAFMUiUjwrHViWtrG+rrne0IwCcqdTi+Okl//lX8Mnx0e/ekPfoglLCtSRjPHcRAijEPOIaMiSTKeutVKHWMyHo4LhVw+ZwEgIICcCiAgzTJFVRFGQgAIIeVMXCAIwhDBMOFRxg1NRVBAhLOMIywpMmGJb8hIJQLLOE1TIiteECQZRRhzISAUQghCMGMAIwlAABBEENszT5JUAACAnIM4zWLZ9F0nyDKQs8qKbDEKMcYPHtzb3lqrVAsQZ0EwjiIX8lSRVMyVankRciKEQAhAJBRJZgIIAF0vIJLCAcZQ5lRgLAEOk8THRL506aoQmDMgE8n33OXF+WJeT9NYVUh/5vruBMHQ9yfdYXf/6HA4GnMBfuGb38yi8Lf/1T9ME2aohddeeRNwQtNsPJy8/aWvxLFo1JcVVXJ9dziYzS+sSrIMUHZ4+mx5tQEwo4x1u/3BdH82c1zPPjk7GNt9SRGaqSiacnLaPjw8NXLaztX1Sr1ERYwQRAwQjAFkKY+gwgFhGQOccQgRBAhBDAFAGBNCZEnCGCWpAwDgTFAugEACAMqYAIAJhjFECAEu/aUHAEF0AaCMMwgh4wJRjhACADDOIQAXbgDGGGPsopwMEvyp5grAhYx+waxCCCJJWPxn0+2FLeFTDhYXXC3+UveF/2la4uLtp08g+/+Ieq8Y2fLDzO+fTq6curu6ujp33+6+fWfmhpnhBJIzTENyhmG0pHYVLFOSLcpYGfauDGmtB8s2YMEPCxjrhbSA1yt5lytZkLSSaA6TyAkcTrp3bu54O1d15Xhy+gc/9JB7ngooVOE8HFR9+P6/7/sAhBAizrkQACIkLvBmiAAEQgCEIERAAIYggIgLRglBMiFAUASRiDFjjGAFIxKFLA6FZTphQKFAJyfn9tgu5LNRGC7OzzEWeu44ndQGg+HS/BwEMIpoRAEm2DTHRJLSmUwQxYyJMGayrHMhXNuSJIwwEFwosm6bkWCyrqbiiBEineydn+21ivmKpmTPaz3f84kknGCYzsP55WyuYBhl27VpJlU1h/Dk0eD0cCi4LCEtjmMEAOcRZwGRsawqkqQgTBzbnZ2bobEzGndNy1SzyWRKnZzKWE5P1cDs3FQunwwCO5lSZ6pTqqZiKfK8PmCJn/zDUftECixVVxTfHekq2VhfSyk53dDi2DPtXq1xYpruzu7JV159dn1j7Sc/fbs9cCvVSm/YKxTzCEMBxbA/LGSLMlJUoh7u7myuriIkJRKpeuM8nU8Orf7A7DuBH9Iwly+UtAQi4sXPfGxk9SIa267/4Z37543O0ko1m8/0mn636atKolQsP3Xj+VQiPz+/Ypnu2uraX/3NX52dnookU2QZQ+J7MfVh1iiyiH/y+Y+fnx2tLM2/8eYbQRhgTBE2J8tEkgNZJvnctCKn8oWiEII6/sFhIwZo8+raT376w9h3CkYFR3pGL+zt7mXSbOPyyouf+zgk8Z0HHzqed+nS5fOz5sriWvO8mUlkDF3jIBzZvW6/RWP63NPPZRLpfqdrSNi3RnFEQ849SoFG9o+2BaaWZ/77P//rl7/y8pWrN8aOc3h08O4H7xUnS5c3N07PTm/dul0sTC4trgZB3Ov0DCMTRZbvj1ZWVsYDevSoXzvpAiE+89LTV68vqUbYaB7GMU8Ymdt3Huqacf/BvRdffDGdygUBdOzwZK/Vbnaef/46hGRkhnqitLR8mQvue0OZhK6tChA+8+w1FosnNp6xbd92R//q//wjy+34vmdatu/xieIsEMnHr3z8M5/9IgFE1bR67VTw8MqVNccOJVm6WN6JY+F64d27W6quh1EcBP5EqZhIJPKZNMF8NO7HkePYfdPqUxbmCjnLMlkcuE7EGEolDdNreWG72Tl2Pbc8udhpuaurm8V8+eoTz2RS5VZjIDjkgrq+fefO7YWFxcmpqT/91u8zFkxOltLJ3K/96jcxyAquM4awDAnhjosePjhNZ7QgtLngGGNFUg3N2HqwxRkzDF0SAsvo8PTQ8b3lSxtBKCCHgge5rJFMyB7NVKsVKBgXkTkaJhLqwvy86zhHh0czlZkYgBiKXn+8s/3IMNK25WEMAGBARI3GyeXLl+YK5ThiUUg1LbG2tkRFKHDYGzQAYt/57rdDFqWzmS+/9NWJ/JQM1JOjM4h4ZW5y6Hb+9rW/sjwrdHuQJ5996sVed3BeP06n0lOlOcH1Wq3uenYqabz00kv9fj8IvDDyVlYWM6lMFFJz6M1VFwSHgDDK6MHJ8ezcPAJkf+ew02lNzxUP67t3H95st24OeuNWc/CLr/5qMTPdbvQnilOvfPHlIPIpjTinUaBSGhKJ//lf/ukHH/5Y0TmRBJGk6XI1jDhzYaUynctkRsOBoCyZSMmyOh7avh8jIjm2vb29ZZl+EIRB4I3HduDFGEFCFNN0OAARABAijngyi559/mnHAbdv3/dc99Ll4szMxKPdOuRarzuGEEVRFFMqBMjltY31NUqZRJRHJ/eefm6j0annc+Wzo4E7js3xIJ2TVzdmQxadn7eSRmo4sLKZnITUo8NaFNA4BAjC9fU1RVb3z7cnyvriUnkwHJweDwAQU9NphHmzaS7MVRdWpfPagMeJ0+P+sBvOL02Wp5Mnp0cTE0WMFBrHYeSXStPN8167PZ6p5rL5RL6UqtVOoygs5IuBI/d7gzhmYRjm8qliKWtZI8rpYOASgmars6Zp2VbU71qapikqXl6pCBhgDBjjnhfEMZdk6LrjUimXTBgQYiGkYd9iHDcanTimhqH4gbtyqZTNJ8LQ03VjPLKSiRwUiDFxdNB1Xdf3nc9/4bPdTlvVCYAslVZ1Xe71O83eeHVpXVeT77777tzsDGUBpQEEwBybQoi11RU7iDinmqZks6nj05NMOhMG1PcihCTOQLffCsJ49dK8qmJDV/zArZ3WhgNnfn4hmUh3eu3pyhSEkAvGKJVleTQcHR4eF3NFXdOTRsKPmWXb8wtzjmM5rk1ZKCskplGvb2UyycWlpW5v2GqP2y0b4xTgcqGQ397elmSwuJCam52yXRMhBDjwvbhe66qKmssUB4MhZzxXyKbTku3YmqYCwMvlqXv3dg4Pe2trM5cuzW9tbV/ZvGJZdVXRgyD65i/9SwKAiOOQQ8IFZYxGcYQgp1R4fhRHLI45dEwY8Hw+Tzhnjl+YmlFkNZVKJZNJQ9e1tCEpCqUsjOOYsSiOgyDwfT8IAsdxwr4Fo5DSECFBoIQJ5ozSSGAAotCTCcZcTxopygGBkU+pEJAQyfd9hGDoh6qqU8YBEABBCAQNY4mohJAwsv3IPjk9qszrQehtb28hhJfmVyvTS1GgXHvsqfpZe3/rIJ022u2zVEKam51YXb+USmQUSZckaTzu94ctTZYCNtI0bWzbrX4rly9ASGRJBwgHAZOQFLtweWOVh4xxjrE0Go6SRkKV1dHQMVS50x/undauPbYWeGbksqyBfv2XvwAQwQA9uPdgaf6x//a3/7BRa7z33nut814UODHzTk72p2YkVdWmF8Dt+3ffeuudX/xHvx0HPg3gd781eonEAAAgAElEQVT72uc+/4mg5yVT+sn+8dzs6qX5zWQydXx8JL+AJQUIGJ/UDt/66ZuHIxe73shyuylhSCoixHZtLKBjj7P5BMfQyKm+a0lqkmDIOYvDMBZBGIaapmGMPc5logAUSJIkE4UgyBigjGmyRDlljFNGISYIQEqpQAAjDIDAGHAuABACAAgFY7EQCGOMEQQAcs4FQhjjC2yACcEFoJwxxi4k6YV+vdC4EADO+EfzbwJwxi+82ItKBPCfPd0LWJlc8AYYEwAAu4B/uQchRJhAiBAiQHAoEIcIAAgFYoyGPOacEglJ0kV0j0BGKCRxDCEXisYEBEEccA4QlIAsZUs5RdKFgMsblwSP+r1ho97oWz1rNIJCJAzp8vpK67xRzE9Evo/lYu2kZhhGFIhOq5FIpQCCI8uy7Fo6m5mf2USQ2XZPViAiAOCw1TkfDa1yuSJLanWhkNaTt25u+RYHXNfUDKVQQpnQozv3zeqcUU1pjIuIctXAT39ibXndvnt75/y0niuUfC/GlBCWAgDEoYhipuuyrMpnZ7vJFOTQz5cAV4JkRo7YQDNYvmiksqAylwp9wHjY6R2oSkJWEELAtaythyfeWPbGCHAxNZV98okbL37qmdNHDcuyHm4/OD05jaOwWMoSDBzLcaxx5Nmrm2t+4C0sz5/Wa47n9vtjSiMtmd462KvOVJPTeZE16o0mG/f29nYB5AuLM34cFErZ6enpvYNDPZk4Ot3ffrT1zHPX+sNB1Ik//8VPB2E0toezs9OUB5zHiqIyCof9O2fDuDZ4c7KwFO3VARnqaTZgo1qtySgt5SatUXB2fPDPf+dffPypT7QbK2srS1sPd27duZ1KKoVSGiL57sMPOIqjaHtt7TH33m6j0QIccCFBhD48uKcovt1vX3/lqdf+39dPdhqzU3MDger7t159+dektPzpZxeRIvuuv770aYDI9ESIQcS5iwnNO7nZymy+NMHc8O3Xf3p2uHdpZf6J65tb7z8cu362OFnOlStPVyx//GDrrsaVH/7NB4GpuTTqmT3fwvdqh7Wj0dTUlCxy3XPb6m9PT0+fn7SQ5PQG9VQaQ0xoKGYX5u7d36Jx/Nr3fjw1nbO9ViIFAJD29mqaMpEyCs8/U6E+6zl+Ojn52Y9/sjVj9rqt609cXV3bGFteqzf2KWg0G+/fffDY5spUKXt8snv7gztAkH4j0rUsIQiLjAT4o+OdYmn62o2rm5s3pqZmIMJceE4obC+gjKSTWYiSJ7VDAEAul48ipira1u7e7qOdOI4dz/74x59LZ7Wz0yMoZmZn5nRN912zPDklBMMERiE1jAQSkaoYQRgPx/2t7ZsSIY4WUb/PY3XQa52QE9d1JybKCS1XrU5DgILQU7TpXC5Vb7Tb7Y6mTL3x5g+B2Pmvfv3Xk0b6hz94c6ayXJlZ4hy6bnz3/j1VlywvCiLP94PhwHSsoFKe3biyyRkLgsAembIqFSbyV2cf37iyGYZhr9NemK/a9riYy717u1s/bzFGEeQSQTH1aued2umxaY7PanUOhGYkTk/PXCfw/ejG9RtXNjfi2I9CdziTf/zxK7osYyQLgYEAigIQlrsj887dn9SbJwdHe4z49DS8e++Hv/Xr/1RB2s33bxZL2d068UJn//ADxunhyVnrzIqpdGnpUnV+sd1qT0zPLC5c/jiSIOIywUiQ6fKs7bpBGKbTSRZHjjsamV5q5McRl3T56Oxkd3//tD6CAt+6+aGmodu7P+mYh6EY24GTyGf+3R/9H9XyJQ1m/IBqcsK2ncniNBNRHId7u2dTU1OUuZKunzXPK9WMKgHTGj3cewiBlIKFN17/8Zdf+ZI1tvq9/vra+uHBEcLy1avXP/uZl/76r//ihRefunx53XaGlmXlMnnBSavZ29nZPzw8Go/HQRgGAWv1zMqEEnv92kEXhaHCwenD3tn9npEifmx67sWfwsURHPBt/9b7dxgDAIA4Bt9u383kpWNophNTg/YojplhxPWzeiqXhoCvrCzdu7t1dNiAAoQ+UGUl5iEHYG/nYHlpsVBILS6Wx+O2OR7li9r8/HyuYNy5e6cyk5hbmJKIl0qJw/02BGCynCoWMmdnpxIh2UweQ2lnZ2diIn1+3nBtCgQ29Gw6lXm0u31SG0IIlhZXawPr+LiDENB1MlnOh6E3OVVinEPQLxYna7UmRrjd6lkWrRjK/MKcqhNNVw4OHo3HLsGkVJyu10+LxexkaaY/6CaTmqGnm+f9O3dPDJ3kctk4jqqzk7IKb99++NhjyxDCVCpzYTkxwWZmyhDCw8P973znOxsby7PzK41m7d137yRTajqdWrt0ZTi0Ix+Xy7NxHIWRH0chhGi2Mg8Rz+UzXrOdzqRjGv/gB68vLi2e17sES6ZpTU9Ne567sDTtum4mrdm2tX1y+Nhjjw8GexhiTTXard7E1KSmJ7rdDkIQAEEZg4isra1NTU2Px+bp8QmRFEWRZUl9cP9dSSaXN1cOjvYxRplkqtPsppK5MGRX1p5YX5XbzdHO3qHnmBsb89m0LMvCtm0/iEoThdFwNBr3MIyTiWyxmLv5wXYyrVTmyuNxTVUVxzGz2UwYjubn85/+1NOMcV1PFHK5wWBYKhU77d7a2noch3B7/9FrP35d0zVCiCRJMeeqoiuqhomcSqU0Vc0QIhE5k0nJsoQgIQhxxuM4CoMgjuMAA9cL2p2uF0ZRzKgQURRRSiGEjFPfC6OIqiqWJIAQ4oIIQYAQSISQOcW8zihQNZUyEVPm+AFAiDOBEGKcop+9RgiGYQSRRKkQAEEEGQ/HVjeM3MHosFBMMeEOhx1GsSblNHny6mOfWl58PPQh4EJT8PRMVpa5IuE4ilutPoTccccjs9vtNaK4F7P46OR0ZI1T6XQ+X0CIxAHlMeeMKzz9/Mc/ARAZji3fDyVZXZxfUmWVQGSNTNu0KsvziImT4yNZIpVqJWJxt9/znWBpbknGis+tsTmaKJUgZBBGO7t3t/duT00XOt32T999W0Dn6Pjw1S9949knv9JpuI8/fl2SOADR0dHBbHU+mciYgX96fFYoTEyXpyEUvX7bdsczsxUv8FvtdsjjsTca291UWkkYui5riqRIKrq/c/PWw3eQTGNBEQKEAIioJCGMIWPUsd1et1+pVBNpEVMGIAIAcQAghLKqhDQUgkIMKI0xUiECXDAAOMKIcQ4+kqYIACBByBj/yCKFEAAIftabe1EHwX5mqV58inPx8+gYY0zF0s9+zYCAF9E0QDn/Gb3ALtTtz3kGhP5zCQNCCIiLSgTILrQzRBB8NIAOIYSYMxAzFoOLSjIhBIeyJEtEERxgSCgYECIjADkDEGKECKMCIQI4AADKMqQxS+hJFnMRRzQOfNciENAo6rb6sqw0GhFnTJE1VUnEEcVEOm80NEPDMonjCPMEITAIzUIxNRh1p6eniSRbpu0HfjKVoL7AVOGx1G5atcM+wck4EkSSgzCQZBTTUM3LCwtVy+5F3BYAGIYqyYjG4PSoDTGOHMDCC7haACBkCeYLRiqplsvqxKQBYIwVI5NJh5EvyyiZUrWE5AdmPp8BUDiOCznyfJ8yGIUIgXS/HfZajq4loaDHx4cAxIosRyEv5vOCIQDAwtzc4sIsxgJj0R/0vvfGO1EQl8vTvf7QthxCZMdxK9OV4WAAoECqhBQ5aaQBBZ1WN5VQPdf2fXt1ZRkjaTAYzM5U9/Yfbjxe1XQMEDw6ri3MLydSaUXDioqcoGNkcLFQivzQtoJe26xWVj/46W4xXz0+aGCsNq12r9fRNWVpYbHf7vEIFpOVF5//5O9883fGQ+sffvzWW++8d1474yD8yqufPzh+qCeks3rN8+nRUf3sqP7i51/IZcosZjG1Lm9Opw3JH8dvvnbzsaUbZs+yBxYT4cc++eRLr3zqh2/+cG5hfml1nUDCYr6/u9vqnGA5ymb0leXZbCZNgJRPFwPXQxJX5LjVPuUeg0iZXVrtDkb7h3tE4kHkV+cX3rv5MGbS7e37zX7DdrwopolkRpZl23FGo8HU1ERC12r1E1kvTk5ly9NZQngUxQePTqszS5qSsG0bIbB5ZYUxz3eo54DHNz++vvJENmdYZg8wqKmFyYkFFojA91KGHtMYErJzsB8JNjLNyA+iMOC85wVjCCLOsEYKE8WF9fUrCFPKYiaQIicSWuLgoHbeaMXQVQ0SRdC2hCKnAQCYsNOTLQDgxMRUqTiZTCSq1UoUeWHoKzLSDc3343ZnkEsXOIU8plHoCRHpupJIJIEgEGLfMw0jIQRHBDdaZ9lcwrJHRlLvdPu25Tj+uN1paEp+sjSfSuQ0XcWEn56fdLv9IBS6lsLY/+nbr//wB9+eKKZ+4zf/i9sf3k6niy+8+PkwxIQkt3ZuBfHA9d3hcAiQdGnlSjE/fWlls1Ke8TxfVZVup4cwLJcn8lnj3sO7uZz+J//mX1994on19U0Eyfu3molEgjMaR1EUhVHgURYFniPJ8MaN66osxVHk2M5obEVh/NLnXlI1BQGOgEjoCgAASjAI6cOHO3Oz86mUAUj01jvf+8u/+bNa4xHADCvIdoNirkxDWMqWnnv2mfG4NzJ7iXTi0eFBrz9IZDVnDBWc++orX3v5pc9/7/vfX5pb31i7CqCwXavT7CzNrQIEjo5rw9Fobq6iavLbb//EHFqpVA5DCSno6PRwaXU5kUiwiHuWe/Xa5Z+8//d/8bd/ki7KgRcrxNi4dO2xjY8tVi8vVlcgRDu7e5WZSVXF5836wdFWsTD5aP/gnffeMu32lStLjAfm0MHI+NLLv8Bd5HnetavXsukc50CWlCiKXdcDCOi6cefOe9/57l9u79x2vL4siUIhn82UzLGX0FOz1TnD0Bv1biKRrsyVBHabzVbKqLBQYpFnWYNxz271+8fnzTiOQj8yTdfzbEnGQtAgEH4AAAC6nrh64xIk7K037qaTKccMIIyLU8rMQqlvDyAkEIjh0JKgZpuhKicCN6IxxQhKklIqFYZ+d6KcXblU6rS7upE5OWm6/nhhMXd8MpidrQJg5nOTe7unNETZTB4T1OmcLyzNQcHNkdkbmGtrlYNHvVbDX1qZmJjMyapotk7CCCUSRrk81TsPjo6OEoZhe242r1/eXPB8p9cfZNIFRuF4ZLuOzznUdaPVbr/ypRdGZqs/aGOEux2rXJ6WJaN+fqapSjKpZLLJ8diKoqjdsoqlgiInXMdnLEilydxyQVWx67qMYV1LCU5835cl+bw20g210ajH1Hnq6asPt+5ms2kAeBCGm5cvB4xzJgmmxWFg2d1CwWA0MvQMC+NCKWNaPdsOAMLTlapj+0wA3/OODuu21Xnyyeu6JhONMcZN09J1w3U8SnmhUIrCyHG8wWCg6SpEAmNcqVQQQp1O5+ysPjc/iyAeDocAwJOjehjG+XxG17VsNuH641wu5Xne1NRMNlM4PKqbpt/pji1TTEzkjUTK0BVJFrbTT6bU5eV5L6CppN5s1vr9nj12n7rx7P7eMQDIcq10JpEyuG5oiiIJwcMosEwrm80xBhAkR0cniqJiwufm5rud3m//8r8ki3Pzv/GrvyYpMgRQkmDMgBCAMgAAcJxgPDbjOHBc9/j8LIrCwI8IUoQAGCAuYggh1pQgjAfDMcQShxBiwoTgHEAIICKICEAjAAEHjFIRCywRnXOORARh6EZUlpkdsDCOKReOFwBMHMdJJBIAgFQqFbg+4AghzACHQo45CHyqqBoiQkBq2mM9Ee4ffJBMSoV89uy0FRGKk8krl9d67WGxMOPY45lKUVNpGIWmHTbOO0YyVyxNzFRnzupnlKJsqtpqt1qy+eObbw/G/ZmZSjabziRStmlLGFdnJilcHJmOqhvtYSc2BZKcMOA0EL4TXHviWq1x4JphuTRdKBQFZIeH+wLSSyvrkReNR/at+2+99NJLQehLknzz5r2Zmeqv/PKnMZYPjg4zmSfPm/dt+zvbO3XObhKUaPYGuqEwHkyVC7e3P7x3766qKr/49V/V5SQNo7Oz+tbWw1e+9LI5GEuasTx/JaKw2x/2SENSRFpPFnMTmqTXmqeXKi/YY+m4vg+4TWMfawhLcWDbkgxd1xv1x42zLrfk1SdmEIBYkiDAlIvBcMCEM1EuIgxiHtGAIpVLRL4AUMnFsAUQAIA4ZpzzGHAOOAccQIQxAgAwKgT4WZctgIQLAAFCiF8oWsgvzFohBEIICnjBEVygBRe4AQIQ4gvSAFy4tj+HdOM4VhQFABCGYRAEAEkYY4lgBAHA4CJtJgTnnAEARMyA4BADCJGAHEMEMOSMB9TnHBBCIFIYE+Cju+WChhKRgshBCKqqGoKIAk59GvqhRLAsI1lSdE0HQpQWZ7udngOHp8ctYbmdxrmMwGyl2mpaQLhz89koDjUpqtdNWQWGCq4+dl1VjKPjk/JkVTOUKPYs03IsL5FWL01ULm0uOHb84P5ue7cDkjCMBGAgbMO79hBwBqBIloCeS5fnZ+cXFq6MTM4giziLKaURJpwQHIe+JkuX11cSOmbMp3FAsCBEHg4F5zyZkD3fVhEetQeyrEEhIQWziGUzJZHkIQ0yeW15IxOF2Lbcpz75KT+weQzH4zHnoNvqem749p0f3NwmxWKRcx6Goa4pnmMyGrojM21kdM1gLtWJcm7bXuBfuXaZI3B0cLxQXXBMk3CWzqRVLKkkIUnKbusYMZPHeqtmOu4QEgQEaZ7Z543dtbWlsdU9bTSTGXLt2rXxeDwemJzj2O51muagfdLvjH0/VHQlK+U6zXZqTf/M1185Pt4adNvffeOPHx2//c6bH3ohL5SKCBGFKG+88QMjIceRzEK3dVYfdocL89Xh4DxnZHiIDDVxtF+rne/v3D+eKc7HErO5ZZRUOwi/99PvPxrsHZwdJu+nP/axZ4MgPD05jsOIg2B5dbY2cg5aj+yB9fWv/tLff+dNDNEXX3nxe6/9rQDe8uJcLj9x8+hBq90/qx2lkur8/Mz2yU6IwvZgXO+cHxzvz1QXFKz2+ubkVJkLqdUeXbt6vddvjcaWFJBWq2HZVUJAoZDVE4n9g91KZfbspJ5Kpjc2NkqFeRMHX/vKq40Td9jBk7ny9ERRwhiwBIyxH4b9nk9QUpFlIGgUWM1e/fmPP2eO3NjjRJ06ONyWJWFZ3hdf+pI5inVNUbVkq93O5PL9nodFsLo8v7I6HwEW0MAPwKAft1ujduf88PihBN252fn19TVrZN6/d1tTRKGQKkwmEaJR5DMCZYlEUShjFWCgazKAQJURAiHCYjwaKlqCCkYIVjVN1dJRJGfSWT8MspnE4kKao6gz6B7tn7e61ngcO+7QDy0qAj9mhBj9cSMOBvnSpBfEw7E9Go6azbOJqeLNW+9ks7OqXpKk1Pz8HEIok88nUzlOsSylOEePDloIAsexjYyOBGq3Ldfxa6dn+3utw8P7P/7Ra0EAPv2pL2Yzc5QyhHAymXz55Zc9xwkjFwCq60SWcbNZe+ZjTyNChBC6koAA1c9rnuPNzcxCCKMoikE0tqxmtxFSqunEDfvv33rbjcfZCb3drVNXVuXC9vax70W/+Y1nXvmFrwSO9X/96R8HUXBebwVhzMhwurx2vN8+bxz3Rq0/+eN/9dJnv7y+sRkE3p/+2R8jgT/32a/Iknrr9i3btY7O9mQZfnDzPUVR/tl/98+L2eJhffvy9cnuoBVFfS7EF7/wKds3EaKhH7TOe2PTqUwvfPd7rx3ut/6n//EGBdyxrOOz/b515gfWm2/9aOz0UonS5z/zyitf/qrnjp+89vjkRAkCJQqRQlI0jlVFhRCaI8/QdQ5Aq+9LkpbKJPdrR1wpfOHV/3pu7ebff/vPRmardXzsObsJI62pyQ93t/vd3szMejKRDu++XZwimi6nddceBeXJ3JWrK9XpuV5v6Pp2qViBQB6P7E6nHcX+nTu37t696ziOZcWpglyako5PTrMFwENfsBhj2GoEvWGtXE299PKn3vrJm7lsodu0CNIGHQtwhDGKeDy3NheGnt2PI6flj616085lhsOR/wtffzEIrXu9gZMI166snddbNAQLC0uXVtdee+1HrSafqUBN0dJpUiqVev3u1EQBgdHY7OcKSmB7hqEtzE+HAey0nE7Ddm2eSWnVSnZhebreOJYkuL9vVmdkTZU7bfPS6qVms9lsNB9/fMM0h+NRf6YyRSmQcSqVyu3uHViW3Qmd69dXFEXLZkEikVCV7tLyxoe37h8fNguF1OJSNZ1IBKGjq5k4Ar4Ldnd2i8Wi63bnZtds2xyb1hNPrDMubtx4KpVOOo6bSedM08IojELQOm9PTkwQIg0Gg6WlJQLV5qi5u7ubLyQ5RREF3//uW1OTFdO2Hds+P7duPFlhPNJUfTAeptLp5aXVk5Ozo8NapVJtNNoxjTBG15+82um0OBO+72893Lp69Zpr+3PVuZnyzLe/88NkUp4sT1WqpamJCgD4/v17QtC1jYVkQm232wjAg/1D245TqcKDu4fpdJLGIYZUCCHLiuuaAnjttpLKlk3HJRKZmipNFuHbP31LcJxMZ6qzUxAL33RoHBVLSdex/CBQVUPTjLOzuiypiUQyDKPIY4HP2q2B7wUwpjyMuOAAQMg47HZ7I9OyLds0LcdzBQAB4ZKEGYshAIqsYKhiJBGCAWBQMAmpTIBufxBQFkYMEglhfBFRh1BAyDxvjHGMEBUQCkAYlyCEGEZY2K7VIXKXMsEAwFiOGOv1B6ORSRlNGIlMJoORImHNSCSFgBAoQsim6SEoURFR5pvWKJegnAem3basoTlyPJdXJhf/m2/+9wgR13EO9k5K+cnV1cXJydLpSSOfK6tyFmJ1a3sbYbF+eTWBkePZR7WDXDHd6jTMcb9WP33yxlUahoHnnzR/Ojs3f/P2HUQUI5lFUEsYhaRekKFujwMokJAje0gLmSkhoEAxIHRpZZ7HInRY7LONxzfjmPque3BwVKnMpDNZLwg/uHkzm88/89xzCFCMuBcErk1PT88pF/l8RtWJ5XQfbt/81n/8U8Ts3/1nvzc7vdI+H0WhePrpZyilXPCI0Va7bdsQoaSkAiIxHtO0nk8n8+eteow8IXuFcobRXhQ77c5Zq33EuN/pnSMAfT/sd0eHB6cr16YVVWMMQIyjKD6r15qdwWOPL8/MTkEkojgEhDJOEYYYAyYYAAJCJCkyRIQQEtMQYwIhiCJKKYMfOa7oAi642KHhP/NcL1Z8f76zgDFGTAgALtJoQggqflaPi+CFNXux+PDz6+fS9uLiEF3MOnBGueAIXXizAggBIcRARkBigsU8YoAByLng8GfcrSTJNCYIQQgAREKSMESCc0oIJNJFvpATIgNABL94hnlMI0JIFEcSUSRJwQBqUsq3qDei3AeIS3dv3XMs/4VPPUkIFqCmqnoYsCgCnMnvfbA9GgcC4tKEijBXDJLKpOKQJbQkxgpgGAgUMx6GDEIYU1ZdkhFB2VyaiVhPaJTHAoggCiVZEuCirQJByBCkQHAJSSIWsRcrREEAQCF0KYAAE6zSmFPOKaUCAImoYcA4wxHwaYw5kLHEKBoB7DtOkE1P+y7HGESxl1LTpm2mkkk/CAwjxTkcjWwgyHBkBwHTpQwWuH7Wbpy2rJGbMNJj09u4vHxSP8YyzKZ0FSOMFRbDo8P6VHnSD3xVVWVVpxTUG63p3CJjXqYINR0NBkOCNcrQwcHx1WvrQWiabtgbOLOzs5KER4PheDgmWE4ZKct0XNubnJwcDxwacypoMiM9cWP2qY/Nm1aLxlSXJiDLDM2hF41pKFgI4lDQKMxk1dFomM/nBn2HYN3jw+niSrNuHR4cakkg5CibLWgkVUgVD/cfTWQnQhaE3NMzKjakk1rt8pXN46OTfCaDoHA8O1/IlktFdzw62D58bO1Jxwy3Hu58859+48HOu1ihHFiakckXK2e1RrGQkRAFiN6/twVJ0nK4JMlR7LlO3GrbYRDlCxONRlOW0NraUkxd37MjqsRxlMvlosivzExa9jgMPUo5xkq3M3jhE88Vcplv/90/fOFzX3/ysc/fvfno8SdWut2j609cLeTmaCjbzJaxEjre4aMdDp1skbxz840rmxsJLVc7bFWXKj95+wdb2x9WK3O/9ivfBMKwHR8T+N4HH3zpS19XlJQEOcZpARSO+dAe1uq9fj8UAMkaH4xPho2zp59+RkJyr9MXnCIUF7KG4/QD30qnU7HQp6ubjuVjQJbmq4oiJClm3N/b29b1pCyphYklWcECCEJkSkHg83q9NxyOBKTJlDKwBqbtjIdB5PNMJi1AYNodCnwvoOl0MYoE4A3AwP7O3sz0ZMoghWJS03UspZLJGUWZwJBEoRuzOIopF5hSgImKoIQgiKJACDZ0TMgxj2IWOo5TN1Le+x+8eXxy/ru/+78sLGxigTwvjCKey6bm5mYYE3EUud6Ycf/1N3+YL6V7w/7uzg5l4mtf+9rm2pWbt24PekPAUC5d0FRt5/juvXtbjhVcvXrjmWef7A5rf/fat9r9wxhYtjdM6IXT417gs2QiPT1dXl6pAhCcnO4xSs2RZ1vu2hOTni3ZfWCNw3/8j37xb//T32+uX3/umReIhN946/ury2tf/dIveUE4GjtYQoomf3DrnTff/BGNoz/8w//Zsqx33/+7+9t33cCMYyoB41/87h+GHv9//sO/e+fm6wurFSjx8dARsTJRmPvsi1+WsDocDV1v1O+fAxTsHWxPTa184XOvvvKFXyAQmVbv6HDnjbd+9PSNZ5+48oymZFu9RrVSRVA6PKxl0vlUUr17b8d0zMrs5E/efotzTVFSzfbuvQc/Pqk9LJWyVzavTE3NvP2TdxRZffGTn0jnVxHGH977hw/vf1c3cELLJJWkY/YA8zOJHAxhKVtMp4vW2J+Zmc/n85omD4Y9AHg2m7Ntp2fXj2p7MaWpxNTWncbhbrvXGUYskjAdk/cAACAASURBVBLk6eeetv3BYNhWlezpYcsZhzxCECDOGSFgfm66fl6Pw6QkRzELioWM69IojoqTKVkVva6DiVjarHRa/Ww26QchjVmvN3YdnssQxmh5+qL/C49HTrs91hLo6WfWmPAURTZH4fbD2mjACZAAADPVScaDkNqbjy0BKOrnTdsKJaLFISzkC0dHRwijT3zyBkABImGv1xqNnHx2ZjRwLMcWgly6NJdKalxEmi49eLCNMRqNwjBgqpRqNgdPPrVi+yNJgomEnM9N9Hr27s7RysrSeDz2PRjH3lQ5l8lpeoI4zti2neXlFccOZFlhkt9u2gSkJAkrSsiYtbq6eu/DHQmTldWZbv88dDVJNt55595kuVQoFX3P7/Vam1dmWo3j9Y1lgSDnIgrZ2HSCAE5NFVRdNc1hoZRDBORS2Uat4TguIZIsKbqeMBIJWZGPT48rlWnH9zAUo6GdyxZDP8CSSCaVdrsWBH42VSoVyr2eE4Tg9TffefzxyxAiRADGUNWQoqJkUnMcS01OHh7tVsr5xYXZ44OTVrOfTOQKEyVVk11/7A+JZQ1d184XMumM4flOGAYY42QidXGOW280JiemXM/97X/yv0HHj9p9yw+iIGauH5mO4/k+58Lz3CAIDF3HHyV/IEIoDANN02RZjuIAQogxJlEgyerAtDujgWwoAXUhYpxyVU6wAAOJDN0ugIGhY993ZVkFDHNBIQo5NDWVpzOPZEUPfIBRam+3e3zUabX6w9FA1nEypZaMwubC5VwhG7MwYgwhqdHqRxEQCGNC4jhOZOLhYNRsdycnyuet1unRiaYqX37llcli8f69OyenZzFgBOO11cuXli9/8aVXU1rh7TfeTxuZ5cUVCeGTZuPBg/ufe+mzEApJxg8e3Mtkk/Pzsxjj7e3tt3/05xENxvYg5CGSEEBIlvTJ0pwqpXmE89lSCMt+0NN0DkBEI4aRxrgUBrzb71+/fk0WsSIbJ8eN5597IZ1Jup757nuvFwqF69efikKO5BSQlHq9c95oSZJECKIsyuczjXZtOO7u7e185zv/+rd+47dkSYu8+Ikrj2EkGUbC8aKx5TtuLCsSQEwAgZAQgI7HIwywhDVAEeAYI/LsY4hzDIn2vR9+f7JauHn3XS9yAZBtC+QzcxsLm4ohPf/Cc7ZrNputRr3ZajS1FDa9jhP3KPBB0qaUaboOZQZJFFKH8ViWEgjonssECYykgSUQRREhMhAIIhF6rkxkIRBlIZFQxAEiasQEQlLMGBcUYwERZyxWRSS4DJkOgeAiiuNIIjoQCkIcSBEVlCNw0TrBGQNcyLLMwEfRNEoFkdBH6C1lAPAL0JYDcaGGIUAQfJRLu3huL3DeC2flo0AbYxBChMDF0MNHMAMAQjCsaYwxDKAsy5KMxcXoAxBAfARCCAiBEFxQRZY1VdUUhRASeMFgMPA8T4fYDwJJVvwgLpenbcce21YiaeiGqid0RZMB/Og+Y8ooZRfjaaqmSYocRVEY9MMwVhSVQJlSTmPBqIgjpioapUyS9CAM87lk4Js8jmgQK1gWFBBEOGUSRpJGCcYAiMj3NdWQkRx4saGn7HGgyLpPCYuZqqgESWEQYowxgYyFAHMhKEQg4LIQMYLMc610MjMa2ZpuYCxlMqnzVpPCQRjQanXeHHvd1tB1orPTBov4ed1VVTA3XR20x0SCw6FZLBS/8Y1vvP3T9+7f2y4Uijs7+xCBS8trpjnWDensrFbIF2RZ7/fGo5H1/PPPb21txZQKIZLJdDKVbrX6vhMACoqFCU3R6qdnGGIE8mFoYylIpMH0TPrpZzZDOg5Da3llUZYlKOF7D+/OVqfKkyXfdZOJtBBIIAIxCWjQ6bXzpLz96NHUwszAGVeqFXM4bNXbxWwFCrXbGelBgxKo5dIda+zF1DY9ECFqiyRJTebKHbt53D6ulJcrlWqz8UhB/sLcHPXgWe3cyEhEp2bfyeVyB0eHq5cuAQkBCIYju9ezFSUjhMwjt9M4A9wIXKKpyVw+3WyeUuqsrV5q1NuypI+DcaGU5MKJqH1585LvhxzIg57teyybKz737Cfff/eDRrP22GOXc5nUrZsfykQ/2DurTq/86q/8ZnlqZmJqOZNOV8oTmgJD32PMR5DTMGw0OvncJEJuGArfZwwyL7Ycz+z2xp6HhkM7k0tMTGUFJJwBRTYAkAdD03GcMPRlBWuGzHhkYLcyPS+R5PHRiWWbvt8F0Nl6+O6j3XvVmfL5sFOoLH/y2V/X8KXH1q/LcpDJjML46K//07dqjc5nP/fqo8PTRFKRZfDqV/6JYysnj5zzhhdELJmTfdZnXjsa9wGUgijqDNtW1KXQIZju3d/7X//gj558/GOOD1SQVLgqcwQJAAgcNVv7R7sUcS4EBoaE0whJtuczLhhjYRTYthVFfhi6vucFDAEhpvKF//JXXgWMWU47nVG92Dmr10am+emPvTzoWplkSlcBE4Aj0B63/8Nf/FvLGSwuVCvV4ne//3f1dlMzktnsxEsvfPF072zn7q4qyV979atz81XTRwiRfn84MVWYmNF+/Nbf/ftv/fH23tbKyvpZrRNHBCKkJ0Sz3f61b7wEIYeQtJqdbq/jOH46I89UZ4mkjsdOs9mdqyzWD88zmbyeSG/t7F7a3PjYk0+vLCycntTPzpqF3NTK8iVN1771H//v+w8/ePb5qwjHp83G0aOTdDI3Ho0ZDRYWZ6YnJz+887BUmAVCsoKxhEg+V+z3zBvXPrE4v9pudQHwP7j5o0wedvs1VV3iTPr9/+EPytP5v/jLf7u1e9PxzIWFjRvXPlWdWac0TBhp34sPH9UNvSDjxIN7W1gSisYY83Q1VylvaGri/3vtL49P7/3e7/+eY4ecMgACTdUf3j1M5kxEEljKPDo+/ODmj1z3bH6uEAae62EI0pOliiSpe1u1L33+Hy/ML1EanJ09/M73/3xpaXZ9ff3k5DSVUCay+crkBPND3/Qy6XSr1292erVuV0+nDx4d7W7tDroMIwApgBAIDiCCHImFxemDo4bCkQAcYhBxAACQNVUAPj03uXZ5/t333nW7VFHlT77w5MOdLSxJtk2DgMc8kDVmJMWVx9fefP2hhCTHiguFrKaiiNoz1ZIqS/WzjufRNNeHI0sgFHF+9an1dEE/b9fPGy0AtKeefKbdqLUbrV4/RliaW05XFjXH7hCoP7jTWVu4tLO9N7u49vi11U53z3N7lmWWipV2a7x5+fGTkyPbt5KJRMrI7e0dLC5Nn3eOpiuTG+vr5zXz/ffvuS6LYqBJOAhYoShRHm9cmY6ZWyxlhwNblnRdS5mmlUrmgFCajW42m1V1lMtrp2eHMzOVra1dBEkYMceO87nJzcvrnj9qtg5feumF+vlJEATjsbV+uXL79v7K4vWz09rSaqV2fjIaBs2mbRjJXF73XCuhq4oiUxqWJgrV6vRZ7aRQKMiy1Ol0hACOE+dyOYzwG6+/WSoVozicnp4KAk9wqqgEwUSn4zx6VH/i6koUeOVKcTzul8vlZDJrm+7O1qNkJjk5mR9Z/fr5yeXNTQFwKl1wbC9XKAEAGqfbYRia1rg8OZnLZc/PzzbWN0ajkaEalmXJsjxdXb1164Ozs9P//Q/+HJ6dN9+7/VAAJBCmHLh+GAThxdoT50yRlYQsM8a44JhchISwuEABCBZCSFgACEzPGdhjP44gxpjIPBaAYQylKIyYCF2vz4WvKlIUxRJRFAkjEkHsYinMZB8BgAAgtdpg62GjVhtFIURYCcNQS2iqIirTuWIxP1WaUohGgMYjArmCocwi5nseSNkAwNffejuK6WA8RghzxrKZzMz0FI1jJsTx6angXNcTCtGWFzaevPpstTw/X52Po2hvd68zPFq7tDk1WZWlxO0PH0yUypXKDELw8OgQIbC8kDMty/ZNJ7C7w65lO/lcKZ0syFhPaBkISACjO3ff0DQKoB/6keCaKuUANEZDN5crYhGGIY9DODk5E/i+gCyTNS5vXNb1lGOHThCfd3qe5yMksYtTcMEA5H7gBIErAP/Bj/7N9OREMmkASmcrVQgw5xJGBiZJTPSR2d0/uNdut/SEXq3OCC4SRnJhdnGiUA4DGkf0ybWyADjmwPWdgHr11hkDdKa6AIQ2U15JKilZIX4U9Me9OI7LExWJEMcf39t5/6i+c1TbD2HDdX0iEyQLVUcM+Ioq0xj0u3aj3stPylPlKUWT/dBlIkQYKapMY0qIxCjTNJnzGCCMJJlxQYEAAHDGABQQAk5jxi0EdQwNILgQAUIYcIkxCSABUMCAAFDinAvOoRDwo0ZbBCBk4qPSgwt6FwFwUfh1weNefL9gAPCPcN6LsrCfu8UXsvXnXWMXZjDn7D+n1iDkEApx8Rb6aHADQYQghghccBMISxhDJCAACEIEIadUlhVFlhHCiFPf9zGWKBeCAy4AIhBiJADjgv2cNxZCsJ/Z2AJAITiECGOCBMUIY0Q01eAUQIEZEwQRzwslItGARl7keWYhn459X4KygnVN0llEZUm2LDOZFIIL0xxjRIBAEEgS1qJQJI0cEDiKEYZICBCHMcGEEAwhIBJggPq+A6DgKlAUDBGlLJRlCRESM+b6rh/5mUwqRi6CmHMsKCRYBYL8/zy9V8wv6X3f97Tp8+/17f30tnt2l7tLcpvELkqUVSLQpqw4ihDbQeIYcOwgF4YTw0GAxEgcX0QXQQIkgZRIEKPGIva63F3u2dPr2/+9Ty9PzcV7qMsBBhhgbuY3v+f7/XwMYmUZYzmnOZVcQgXC0Pf8qNEo23bh7t2HrlM+Ouqub7SD0IPcnEwXq6tViMBsupASQkBOT0ebG6vz+Yxohu3oEGm+F06GITE0SWW1XB50JjdfuDYeDvu9IMtyy0Gvf+LCCzcvuEVsOVjKnPHswf17V194oTfora0uh/6MUaoEvHP34fkLl4hhcMEPDg/bta33P3xsOFqUxJvr2wTA0+Pe66+91Wisffvb33/jzZeSNMko7XQ79+4+eenaxQt7F+I4Bgj6UTwPFxBpvs90zcqTKQLx1trayUHftG3Nlsig2YIRrEupjk475XLJME3HLY5HC84IAuZyu31yePiV3/2Pb954nTIlpZrPJlkWObaJIHxw78EHd+7snd8Yjg9OO09qjbIQ8rTTT2JZKFQok7VqJYr8G9evHh8d+L5fK9c31vcEJffvPP1H//C/2N05f3Q8LhVKO9vbpoYU4BAwggDNM9+PW80VzeRCakJopmNOF6Pe4LTTHzGGOZeUh4PBSbVuJgk1dLdRX4mjTCmoIABAZHmiabheVOVyq+A2dM1u1BtZvsgzPwonoT8jCEcJTXO4uXFDKdexDKLFBC8oX5ye9p8dTmv17W//6Kv7+48MA37p135ruX0xCnQFbCpyu8gYmNKkq8lMCcd1l/YPOkEWY11KTtvV1n/wpS8TRYhZ1gDBikAJqGC6oz/a3+9PJrpeyDOR0yyIPcZYzmgQ+gApSlOEhFRM1wBQitIomMef//QXf/mNXxaMIkiDePqDn37nm9/+OkTqtZe/9OK1F/e2dg1iQASCdPb9n3x77g/S1Gu3arNF/0/+/I+IaU/nXp6qX/nUr//+3/sDESsgwPLSkuPaEjlhmOaU1urFTIz+3f/63/7op3+T07TebB8fDddWd58+e+oWydKK22yXHMfu9foE6+12azobXrp84emzZxCRJKWWWRC5MolNM5amdOItOAAYiKVmHQIcBuliEa2tbi4tLU2mXQmS5ZXqeNIpNxvzWRAFyXw6P7e7tb2zCoAMwmQxS+/cfjAc+o5j7e7tRGFSKbf+wd//T3Y29v76m3/5V3/1p5atiCbDSMsz/vnPfX4y6Q9Hp2keKKgQsgguAmCur7c1TYvjRHBoW8Xd7YvVciOKwm9/5xt5Hn3uc18s2C3dsDx/2B89K7humoDtjS1NU97cf/yws7nZunPvcbW1ur27deuj70s5E9xfLObN5ublS69Wq6s6LkxGHhBEMGmZpFQy3n3vm3cffFAq26enR0XX7h736uVqq9RsNZY3N3YxNupLq+VaI8xpHi06hw+AZI5tZ1Eyn3tpmnt+ADFP88TzPYB0rCkuaMby0chnAnFBrt24kuXZcDw4vjcuV5x6s3LS6ReLZuBTAQAiqtmuXrmxxETS7U4nw4xmEEEiJUWY7+2sBH4QR5RRoEtONJ1ykTN+8dpGb3hk2vpwmAIFq5VyGGSaZoQBjbPkhZvrUEvX1pqhx44PxgSR+XRqOi3Kw43NkqFzx3E4g6OBl2W82WxQkY4GM8mJaZrNtvv6G9f7wxPOwMnRbDBYGIZZqTqSWqenR3HC1jaKV65vIsItWw/8BEjd92KM0fLSxpPHJ8+eHjebdcvGzXZRAkppNpv6ly5dZFyengyLhVoY+ufPb80WXdOUQRAUCk6r1U7yWb8bthrb49GU6HI8HdRrq93T2fLKGpOxY5H1tZUw9BFW7XZ9NpuUygXDMPI8l1L1ej1NcwrFAgQwz3LG6N27D0yz8unPvIwRTJKo2xtJaXAqs1QghEyTSEVNk0jJCdH6vXEQppTmSyu12WJ65eqFVntlMY88P1xaWpFKTfrHrVZLSA6kiJMIADmdjFdWViTjT58+q9WqS6tb5UpJCPald/4JARAgAp/TQSEWSjLOpBRIQc4Yo9QsWFxwAABGOiGYM0oIQUDwPCOEBNJHRB2MHnEgBMRIOjI1deJIJhBUlYLG6XwyPoxiX9MMKDWMbCVhGC8MTYynnSi8U2/Wy+VyGMdY6StLq53OGGMjZjRcZJ5GmQ4iCYbT4GM3bl48f75VbJbtgkhzkSVIyZHM/uqvv575QX84hhrRTJNzHgQ+X2ouwkWW0CiMK5VyHAeV1bIfTX74079Zai0XbLfdbDx4eH8y+/mtO9U3Pv7FJNRevP722sp5RtVPf/xTz5/+yq98LojDQmmpveb6kV+qzBeBrxGj4BZc01UCKqmy+LReq5x2bwm5IBq3dEfhRRhJYhgAhVA3MJZA11KpMkkhBPOQdEeaYxcnE783mElgIISTJEtTyrhQEjKe53mmaSjNMsOwf/KTHxWLoFIyprOGa1c5tb/0xa+srV4II7bwejeurkOMGo0WF6JcruUpdWzHMtxBf0RzCkjbNAwDQqhF8XRcKumEaBoolUqVPMZFwxyNveF4oBm64IhXNJbCBw9OFSxfPv/m2urVJDsJgmi2mC38iT+bEc2Z9DzBwMlhkMSIxHzVKuPMspArcUJZSFMFsb1/crK60dYBjOJMN3SIKdKeC3IxwAgRDAmAOtUzCLSzQRdhCCBn9EwrBgCSUgCpFFLgrPIFISQQnsnagAQAQwwg50JKqRRSv/gCQ6QgRBACCBRAZxlZfJZ5QARzzoUQECAhhJTiLKZwxlJACAnBpTzb2qLnIl4IAXzudzjDKwj4PBohlVQGMDRNAckF1zSNGIbgIghDhAhEHELIJEMYMyUQRimlACpCsKYRdYahez5PCwgxzSlGECgIgIJQGdwRQkgFkyDLMyYYwAC3Wu3Yy4GOHGBPnnZPO8fu1YvLreWCUbl28YUP3rutIWPen5mgvNtYWl1dFVIhRBTQpIS2U3Ptim4W1lZ2NGKILMszyigrFStA1wCnSuYAik7nZDwZkmr+Z1/9f7Cu3JLJ4jyTSbFWhAobuoZR6haKAKDAjyzHVQIBCaNwViyUc6hc2xCSQwRq7RrjjqbpGOm/tPox07DeUDcoTaWSumZznhMNJkmcppmhO7pu+V5gWZamYykYp8wwTMNyKeVAQCFkGmaRHzi2/fQJf83ZxQQgJHQTLpJ9ZTpGqVwo2AjZn2zfpFRebe4BySXQi8V6GmWfKH+MM4mx3m63dzfXD/ve9vmlpeb60f5Jwy4fPn5W1RyYccDobDL9P/7fb58/t2cZpHM0C6fB8dPj7v6xW3GxY4yDhVKIACeLIQA4iWYFF732ymaeYaxrE69vIM00nNFoSjQzT/RJnO3tre6unH/nla2j/c7v/e7vz+fxN7/9/V/97JejOM0zWSrWDTKDEjTblWLRJKhUbqyfnD6bTRLXqY+H8yAITN21DZglMkkzKLzAn37z9LutdvHy5Sv/6T/6J5VSe6m9YZESZSLP6cWda4xxQsjBwTPbMjBGAU3DINY0I06EUjJPszhMUzodjDs5S6ezzDAcwzQxzPePD8DBIMvEyXH373zp75ZKtTShec6EYEmSZFna1fJf/eJvJHEy9j3XrLba2wRDCCTPOUYECsByWq1Vcp5CRBkzECoTcsEiU4wnQaK+9MW/963v/HWlauqaNRz2EXAQMnRT9PvPHjz5ISG+pWuusfav/+UfarhBOUmyfDjor7WXSpZJE3D3wRPb0XUDcpAT26Ah+v5HH2qkQFMfCjKcHuhujnUEkUpFYOo4yuamjk5PDhhNHdcsGKkXZZcvfSXj/chPNAL/h//p3xycPBYowTr6d//7v/0X/+y/8vNpo1JFQB2ePP7+j7+WZd7qWrPbfWC7ePfc2mTuM+kcz4bdbsd1i9DQHMMtlyp5nnOpzxaz2XxaaZS+98PvDUb96y9c6/SOZ9MAIBAlwXwxa69s5Tn1vRhBbTyabW5uHx+fYCLv3LldKBY9P6jWGkvt9Tsf3jEq2vHxM84l0MnehfNKZa1GsdcdevHALZW9qNv96Em9UVpeqTAZAJK3V0pCpbt7F3on3VLZVDCdTPvt9nK1XsP6Tuc4Hgy66xv1za314XD03odfOz5df++DH1dqZU0jtm2OJ8/8YP7zW9/TdUIp1YiFsC4VevT4Qb3e7PbvbW6u5zTJ8qhWq8njbrO2fHBwGqXTTqf7F1+bra2ubm6cC9PFafepksA26rbLCYYFq1BrWMdH82ZjM0iS49Pj8xcvHR3dOXx2yphMEvbt733v2uU3r1x8zXXwYj63LVspGfjsrbe+uHf+/F/85R8laRzHYnvvGlT6zvkrr7708fk0wJolkd4bZ7brYI398Ic/rlbtG9cuUhU2l4zNzXPrG2txEj/df/yNb37jpTcvlctlIdR8Hiz82PPog4fHK+vtKBQPHhwBAHw/9rx4eaWoG8ZimnAGDAd+7KULGZuGSUwpq1RKs3FKkEmgjYi499EpwYhl0rFdUiJekiIE/ZCnWVYqlhFWlpbWq7VzO5cPTwZPDo6zlCIMHFtfWWs/e3LMmTGfpTde2Nnaqz956A/HiZRJrQbbraVWc71Ri46POp3TfpCkJdf250lnkUCE84QmUWLZRSmB4AAaaHNjh+XKcTW3YGg6KBedOPdpLirl+rMnp3kmL1zc+/73fzIc5JsbK4ZhTqdDz5+VK6ZlmxcunEvTdDgaF4vVvd2db3z9b5Jkjgh/+ZXLAIgwDF23EKf84oWrz54MJmPfLRiBx7c365PxwVJrveiWHz68m8ZxtVba2d3IstBxDQjldDoGABqG1Wy0+sMhwmo6mUVh1Gw2X331RQhBqVTsnJwowDVNrq62fS/zF/mgP6e5bDbKQiSNRiPNwnMXlk9P5rt725TFm5tLaxsbs6nvLTxKpVJqOpkoaWapWnheseDUa+1u94TmQnCVp3R1dWVtbY0peHi4L6XgnMHjbu+923e5AlIABVFOWZrkUkqNkLOeTtHClmVpmk4pTZKY0lwqiTA6W2tNsvszb6hwPpqPDk+6a2sXTb1esKqWYbiOFgdHBAe+txBCadiejNI0QkrqGjF0HdmO0ShXbcdwS8Zp9/Dw5GA0mXS6I9stcKEoZaVmeefijjefsjjJo4R60Vd++8uv3LiRh164GALJHnQn7773nhfGEuPpwtNMgytZKhWLJff4+IjlQjcsTcO2Y+zu7gku+92h5LxaLt24ftX350dH340Ctbv5sXfe/O2ttZtQFfq9kVL8hZtXhMypshjns8Vi7gUKYYywVEojuFQo2JZpW2bn5BSgWbd/G6FFGHcgzBESeZ7aroUxlKTKmAr9zDRKjKqDg8PpdFYqVpuN5Tim9equkgXTtJuNJUpFGMRMSKVUlqWMszSJB7P3Hj1898q1NgJhmmThXLzzxm/+Z//4XzJqCgYBEoYBsaafnPTm88AwHcu0pQRRGCKECCZJSkvlAsKScTqfz3ViCA5YzivlgmFgJniWZxIgoZSO9UajdvvDO4NR3ynZUAMKq4qtXbhwERPERLbwx3EchIE3HE4O9k+a9aXf/LXPSqkxiSbeMBFD3RGLMPz6N777wYfvVxr69ZtbEOeQACEp0iAkIKcUIgwUggAjqBGLK4WBIhBRqOUQKsEwBBaEQIJMSKUkghAhgAB4HhsA4GyelQghIZQUCiKEIIEQn2lyAZBnPofnS8/nBgdyVjQ7myMRQkJICeTfonDP+mFnKrK/Xd+ekcYQhAj/Yi97ZvQFCigFIBFCQAgAEEoKw9AhUBDCM+c70CSEkHOh64aUUiMal/xMR3wWMoYIE4zPsGVnjmAgJFCA5TQIAltZBtGUBBoxAi/kVEgmlQSlYkUKgTmsuoW93e1Ws1Et1h7d2S8X294k4rn0Fr5j2yVbWpazs7v76PHTXn+yvrmracU4FSvLW43GUrtc5UJoujkZjrIo9heL8Xgwn0+jJMzyhHE6XDwyLLy+tVSqW5mIzIKZygwaMhcJkzRh0nUKSRRDSJQCnHIIsRTCMqw0TSHGTEjT0vI8kQAipBm6xZgwTEMqrhQnGmI8V4BTmkKANN0Kg8Rx3DN6IAQCQUQ0DWMNAqQkVAoSiAgiWZZpGOumhjHO89S0DAAU5zRJY4QA41TXdQ0bCBCEoKZjLoSGdR0bgkmdmJJJwzDnlBzsHyw3l3SATITDyVzXDKTZw1lw/8mzo663vbdbqVQODp+9fPPmSrP5v/3hH25srIdxJBFglLFU1qobSmm2qb384uU3Pv4aYyzJ0z/58z/qjk5Ubt24cRMqg6biwrnLcRT/yue+UCtVCNQlztXv1wAAIABJREFUBxA7UHO4pBijJ8+OOt1JudyCCiMiKjXro49+dvvet05PnmW51x8cbWyux1EWRTQK2er69tUr1yvF8ne/9S3KshdvXr9+7frpSa/ZXD6/d9Ey7WazORoNt5YvlMoVP/Dv33tw7fp1TdOxpgGAzqgfvWDQ68xphqIkni/GUmUIkyROGUs1k3IV+uMHnhetrmy99OInzp+/LBmUCiZxyhlL06ToWpZdePL4yLSKlllYXl4xDJ3mlCCdYMOfTiVLnLKBNIkJkRwwhp7unwZJPAmnAqtq0cQw++4P/qxWc2vlOgImxhbC6tGTn//op1+3C/rW+trG8o1/9k/+u+MDL4ol5QJhVXScdqNpEfP7P/k2l6np4JylyHYWEesMpowKDUEMRJxMFUoBlhCJ6XSQpmEYzJuNWugvOGfz6bRRI5KT119+p38yGw0mb739ya9/+y+YSiRmlKUZWN3b3hl3B59++20l2N17H1ZqhYODh6srrThYYB0OF+OcgTSD477fLK//9//qf9xdv+haZcO0OZeCgPffv5WkUalC/u8/+V+omMyD/qNHh45jKaGlGWVMbG412ks1358NR+HVq1ulUonzzPMn7aVGGGXzuddotfJMZHG2mM41RDDGq5tr2NQwBkXX2t8/ONg/3VjfDYMkSbJiya5U7Zz5CKtzl87/6Ic/W1vZqlXqULEwmhJNUprVas0sZQZZ6XaPy1UzzQKMYRIz16rlKf7hD26VilXLMqN0dvOlKxiJNE1MsxBHbP/gdDRaFCtWoWgbBt7YWMYaS7JFFKVK0KJbC7y8WGilCRcqWl6uJ6mM04DxmGArDpFrlxzLcJ2Ka7XefPXXJRJA51Ovt39w79GDW3kWKalyKheL5J03f3t38yXTIFIyICSCuhLK86dc+vcffXD+4ub2+utSqCCIKqVaHCWra6tRFOY0mcxGlmUUi4WT48d/9tX/k9N5nkWuTQiBtVpdAZhR2ukOz12uOXYx9PlsGr3yyutS6bs7Fxr1tTxHt289PHl8ByJpu0TXUa/X6/VGk8lieaV55ermSecp0EiUasGCFezGyX4XQkiQTOJIcIAhqJSr0lKe51mOncUZQmprdylPo8UsdE1XccIQT0WOEcQQvfLyhTieR1EcBPl0HlZbVhQnilu6gc/trdTrlpLg+LAXR9xbMIBUte7SWBw+m1oW3tytv/qJCxKko/F8NEw0Uur1uisrS93uSZ6hF25uCpFVqg7WVE4pgsZ0Ek0nvpBsOolM3alWWlEUUZ44Ljp3YTVJQsdxKGUAwcBL262V0XDY7Q12zrUuX1l/cP/++XPnxuNZrdZ8/72HRbeJoNZoVBf+bDL15tPANO0gjEslc32jlKT+zu66W9R9f6brxPOCYrFKsE5zkbN0fX2DMx4EvqZpo9FoZ2db17XjowNNI6ZlpCnLUunYNW8ec8aazepgeJqkYavVmM+mmJic5+tbq8VioVKpzWae58WaZhmGEURB0a4FgR+Ei2a9poAQnNq2QTQcep5pmmEQLqLUMo1Go/4HX/7XRCO4Ui7puo6Jbpq2oZuEaIRopmnquqFhZOkAQiCEiuMkzmLP82az2dxbnBXPH935mYJ86o0UFpqg4+P7BbeuihXlOBq3/NmpEGEcR5pGbKtUq9pvfenT1WqTZhQhBSCHwqA8k4DVGmgwPohjb2W5CZC+8AJs6ZsrrWDYjXz/9Ljj6EUTO/sH4196e9t2Uru8appaYb338zu3HQgePn62tLYWp2mz2Ww0auPJsFGtpAmlVOQ05SL1/bnrFgpl6+H9B0FkcxCtri4Vys2cxYsonCxmnd73sgRAiD7/hV8a+U+i2ENac+6Fi3ngFqqCwzwTGGMp+HQyQAgIlkHAgUp1UmnWV5tXXvvg/R/qutxYdpiMothLpc3ybHlpO01Y6M/DINdJkVEchXRra7dV36mW186du7C51hhOs/l8Ua81NQ0vFv6777774e0PS6Xi+Qu7QXAkxCyP+fbaC7/1G789Hc1KxbZgDABEpTE8Gd29d6DrVqlk5S5gjCmOTcuYB6HSweD4mVvQQ3+OoC4Z8WcBUuBY5c26PY8DzmXGpBCQM2EberDwqvUqApBStb69RVKe+ahQLBTMaqJke2W3fq1CEEnjzHEKSuZS2INu5sjKCzfe0Uz289u3Pv3q9v5dLxmfjk+njXVDcol0jCCSEmi6BTA6W6sCLGlgzeeBAqpcNYgJMFEKQo1gACBUBGOu0NmJPMYYYYxYkkkpAJIQAgUggAhrZ+f3Qgqp6+RMugHOqmaSP7eLqTMVh+RcIIQgxGdaMkSeC8zOsGJKyV9wDyAAAMnnTTV55vWFEGMMIAJQno3FShJIMIQKAAKBoJRhjPMsAQoahpElz/PlCiKoAOcKoef6X6WUBAphjBAyNV3XDYIIzylASkNY6ZaONUwZZ4xLWSwWIaCVQjWJYs4kAiiK0mK9kNLwZ3d+bFpGyamIHLv+nKZACdho103LaLXKvV5vms9qm/UX3njl6Lh/dNzRdfe9+z/QdWe5XBZCGJr5/nvvtZrN83vnJvFpQD3N0XRLbiyt7Yry4fGzerWqEMVCW13arLbKi9gL00Wnf0wB5RnLYqppynXdlHJG82aj4S0WBErOlWU6cRRgDTuWJQXQiY6hyNIUawgAmWY5xkBIRgjJcwooVUogpKQUQuZASQRhkkYSANOwJVdCCMMwBGOMsWq1GmYeRlocJyQ1hJA0Z6VSiQlONIcyxplEUGU04/wsKq00QpBEBtR1bATesNBoVUsmBLFUQmF9batCMwmg2V7bfO3jb5XK2Xga/H9/+Z1gNtWAvbf1wuuvfHpva5kyX4KkXmou1bdbrV0lNKBQo1aiWUIs1B8Pom6+f6/3ws03/tV//W/zFDh29fSkPx1PG7W9dsM+ORxKpnQbcZ4FYViqVIejhWkVh5MJZTzL4+l7fc7zk5OHDx/dpXlm6GAynNhmmafwt//OVz772V87f+lKySr8N//i3wRhbNlkMh2lSWYY5h//8R8FoVeu2GkW4ZdhPa3funNn4fknwyOlyPXrLy6vrDqOu3+4/+D4GZQ6Rlax5Jpu8dmzU0M3hKSePysTA6Ds3M6F8+cvuU7pYP809cNioVwsVvS2bpo2hFAJOZnOL57XN7a2KVNCCKGkUzB0YgwG48FinmRpPvRSuuAit8xS7DNMnCCLkY2ZjNOIT+ZH7WXHNNPT/geCkq31Ky9d/WSjUtto7c386dLK8vb6ld6RH/mUCZCwLKEphzAfToeDYZBPlEqpZEIyQA3fy6LpPGdpGI0Jzmgel4pFoqEgWMzncyW5oxvhcPr00ZNSsXJydDqvVrc2d776p99yLef2nXsMBE5Rn/khQlq318WWeSfwAGfvvv8DA+Oj44NNsEE0o9frdU4Oz185X622ILLmi3R4Ggd+crB/FM5oo75cKFa5UCGL3v/oXcfVjJmwHHy831GK2g5GCEOocR6srFa3ttZymkwmXhQmNKeeNw/CRbFkBMHC93nOhO+n87lXq1RPT0ZA6u+886JhkDv377RaS0+9CACo60UhiFLmbDZLM0GZdFyjVi9/8P6T0AeH6aSLg0rNrZbdw/39StVWMmi0llhCDZM8eHB/abkymY5r1XqxsuIp2mi7SZCZZolKBBEYjga25YTh+N69o2azurXdbC7VG816vz/u9ntLS+W11dVHT+69ePPFp4+O5/MZo8Qg9tJqK82C45NRoWgv/LnrVBAsc65OOt2lJrSWGhPvlBiwVSv29x/euvu9KPAF46EXA0iKlSrSKNblaNrzZnPXKW6sbxm6hQ0YxdpnP/tbiCjIym7JLVW045MTxuG9p4fNZtlyje999ZvFovniyx/vLxYUQ+Ka2zvN8XDQHYbjoFuvLR2fzhzbmU0MH5PQh6+9+puf+Pg7nDM/WMxmOQTaW2996k5Bjcad7d3lH//0O801C+n2S6/umoY1HA739s7vH43yVP7e7/7+ax9769//z//++9/7ThgnSgBdA6aBNMxTiTAgECgFpFMsPHnUu3btQpbok5FnaA4pss9/8Y39x500zGmCy24LiFGShk4RtpZarN+b9NOXL15YXV0+PHoyHc2AIpNxJDjQTBsofT4bb62vjKbz1ZVVIeRsMe/1hhiWspSNR2EUJe0ls1BUmgYUUETDuo4J0e7dfdZsrDm2yvKgViue37t++6OHlOZOwbx8eTtO51xQqQzdwIP+qFJuDvoDTcM3X7rwws1Lg+Fxq90qlEqzefDBB3ebzZXJKFzMw62tnW53WLCLIzoZj1NNB5/+9CuFoj5fjKbTMYCFIFhcuXJlOp35njebBq5bqjVKi8W8VqtZlmlZ1hm29uHDh4amr6y0RqPZbBamSZ46HAGYZpFQ5nwx3d05//RR58lj7+/+3quYwH6/OxmNrt8oYqSxnPleFMfx8kr76Oj45ORodW35yZP99Y0V13HHozFjjGW54ziu625vbBcKhTDyfS+GGWO5kBiR5/JTqaRUUgAAEBcSQqgkPdvI0pxmjEIIIYKUMcZYmqWd3vvD8fDg4HA0GXSHJ0myMExQdKxisSCp0HXLNO3hqBvF3tJSQze0vb2dSrVIWcxFEid+saSFUWQYTp6Dw4Ppg4edLEVhmDGhhOCbaxsG0RfeAkGsadZ8Guydu/CJT36yVHaPTp56/mx7vTGZzg6Pj5kATqFw/8FDTdMatUqeJZHvUS4hAmEctpdapm1PJvPFPKiUSnESbKwtLy+3XNseDqeCaUvtzWZ9NU1yxunaRitJF7dvf2gXlkrF2lJ7HSEbKoPmStfNJIoxgoQgXScCDDvH/Yt7VzbXdlaX10f9gWEQ1zGT1G8tNRnSMMa6bmGkpSntdPq1aqNULHMhCcGU8nK1ShAYT+eeFxiG0Wq3Xde8f/9Bt9cBANx++E3Dykpldnx4P/Lpl3/zH17a/aSSrhJnkDUVxOyDDz7Kc4E0WwGs6TrjOcaAC4oQSKkCMKMs0nWcxWxtaXultZHFCaNhmkw0p2A7RS5IuVJXUlYKFsESE8wEmC4iyymvVAyhJIJgOB7Gcahr+tJSyzINnWimoY2DQ3+usbSaUb59vv7g8e1ut+/alZPunScH36mt8pRNs5wphLlCHEKFIdKRQAIQYJgaXtiPHj1jgq5t16stwkSkaSYhNkKAsggbEBIkBTA0CwKsYSKk5IJKIBBWCijGJCFEQUyZOCMYnOV0NYwgBEAqBJFSQCkgpDqziEkAlILPzWdKKvU8O3tWEZNSntEVEEI6eq7eVQg+F5UhpJQ6o9tCCKXAAEgApVISAon+9jYIOecKgrOmGlDgTP1LfnGJEFQYKgQE5xhAjWgYIA1hBJGOCEYIKgBRahoWZxxIRRAxdSuNM5YxQoih6QICDkQcBxgCzpSG7CSgnCqCdceyOGM8T2hOEYLt9lLox61WG2NdMLVY+ErCrfX1gusWHBcBWK/WhOCcMcZyLrnrOoWCmwUsDBdREnT7HT8IF76vmQaT1LR1JnK7agjOHceZTSaMMYIwIZptWwQizjkkxC4U8jylLKeMIUiAwhIAKTnGCkDBFJaCEw0IwU3TBgCfFfiEYJiAIAwMw1JKSQkwxmc/IZwzpSREgBCS0wwAhACRClqmQ3NKCAFQMZYLwRHEXAAAkaZrmoZonugYYQWJ0m3d1rCBQZLkLIzTemsJKgg4ETna272+mLPBYD5d/BhAw5uycMZvXn7tM29/xjBwxvxvfP+r/flRyWzsLb8YRXI8iqIg/9IXfg1CQWlaadRG88WDJ8+uvvyxzc298ShMc8AFAgA4jrmztXJ4cOQvFqalmEpNszIYek+eHUCCwtjjMoMQ+V7kOMWaE2VZ9N7PftI57V69dL5aWTp37trHP/FL/cEsz/ml85eqhYJhAd2AcRozKhaLYDabXrl+Ps8DLjMLlxRUSZ4mKT3tjQajOULa8spaliW9fkchzKhCADs2BCiYTjucSYLcgltqLdfv3P35arX+wgsvjkbjPBVhECVJ/vJLLy8vryCEpZQE60fHR5btMClL5YpuWZzzUql0enpyeHi4CJRbbmdsOp0fReGo6NhYEYTMXMhcCrvsojCSMOgOPojirmPb3/ub9/7BV/7pH/z9/5JRHUMz43Gc+0joCFqWXbx179FwNlU6mk7ncRznCbWt0fZaxcCxpB6GJIrBzMspB1SkugWazdLXvvFX89lUKZVmWZ7QNz/59rXLNx4/eLa5vqMRLZWlYsFN4rDTOYzieaGivfvBj6igXhD6UWKQWsG1WBJjgC5dutAfDhRQcR7TPAKSX7q2AzWQZmA2TfqdsYPdX37rU1trW5ZVFEBTEI8XQ8rSjIYKJn50etp51uv3EQSGXqpVlqSKd88tTSbTIAiHw9HlKxeU4kkaKsBefPGKppF797o543GaQ4gF5YIyg2gb662T7gnAyvPz0Ge2bVtmwXFKSUw1zUySiBBlWEjTkR9HgZeUCrX9Z6f1mmXo4qWXLyMioyQFABVs1/MWOU1sWzNMfT6br6ysK6lBZSQJu3v3AYR8fX1z2B8KQZeWmxAJgOTK2tp06ikFIDJOTg6uXDlXKFqu44wGYwSN8XA2nwZKwvZyxbTMXn9GdBzG80qlNRmlvdN+e6kOJFxfOf/CjSsHJ08LNc0s4J/88Ac60RWHo4HfajUlRJfOv7q3/fJ4uJhPg3KxePXKBS5Ty8acK0qlpptZmD/dP7h8+brllmbzuQJK8Eyp9KMP391YX1paak6n3XKJDPrPFrOht4h0YtCMLObZg/un7eXW57/0OxqxNVKoVRuEIKESz5tSLjRiEmI6jv/nf/GnXPhcBJom85wKCpuN9ZPD0Wc+9YWtnetRCgnSpFDlovvzD34y7B/mmTcZ96bjSbnsPj4e7Oysbm5tLPyAcgEAvnb1xXZ7pdcd/vH/9cfXP7a9vlO/9bMnT24PbEtbWy1tbFeDfBKmeWN5jQscTOJeb7C6WqvXSv3ekGb84sVrt28/GI/9ra2VglPKYvbkyf6lK2s3bm4+3n94cjxFwC4WGlmeJUl06VJFSllv1mbz6XQ2v3Rp2/eDYqHpeVkSM6WyKMwIdnq9SRgkH3vtklvAlEeWTaSUluVMJnPbqkwnC0pziNjV63uaDqIoaDTaUZQGXt7tDE9PJnmmeIaJCUxTLRbi3IW6EGJ3dwNCionMaGCaSNOhYRjT6aJYqCUxUxIRE5TLZYLx4eGhrusQwoJb0A1dCem6bhTl3e7Itm1Ks2qlxHiiaWT/2Qmj0JsJx3Jfe3Pn0eOH58/vmaaZU5HE9NnTk1qt6rh2TlOEdEKIaZpQASllEqdHh8dAaRury1tbOwCAqe87jpOm6e//zj8ncRh2en3btGzbsW0HY4IhgUoBhBSQSkqECcaYSwGwphjnQtKMngUThYCN1tVq/drODpjNp0fH92/f/87x6YeOi7nIfT/RSd5sEMFpHPm9XtpeqvaH+2ZhTYiMy7RcM4khXGJUSnWMSocHIWc4DBLPD8qVIkbCtHTHLHl+AAj0o0UiM+Kgr33nLza2Vh4/vWfbRmdsXrt2QxrEXwQZUKvra6VCcdTvxkE4HIzbS42Zv6g3a47rJGke+BEEOIwyxy4uL2+GwaLT9XzfX19f3z99fPfxzymlG5trKegvFvPBrBcdPl5d3Xj69MN6dVlJ48u/8x86VhkolIRxpVKrlMp+NrJ+uVgu1M9sBs3aluRyOp3aZl2xYqNZzvPcNMwwDCd9z0QVlhDk2gZWaRJhTU8jFoZBksScsXK5bFn6/ft3nz57UijYEMJPfPzjCGVczJ/cP3z6eBAH2ns/e5BEgmBp2xjqhkQ21KCGSRiHQoFoHhINMpY2mmUqWc6Q7RKaBlyqWr31uS+8fdaLZ1mGMTNKhfEoPjoauW6tXHLyZObYwPO9uRc5bms4nhDJa/X6ZDFlMjNdjdO8OzhpNWvFkt07HYzzx4zWbLILDPvp4cntOw9M3Q4X/XLBevuN1548fndyRBvNlVdfe1shYzQLToe9KI+8dB6lfow5mw2DQQQ0JWNpQ6fQrKZplqVC06FhWFEW5QIUnBJLIBBqGswLhYJhmQieOe1SYlp5nkEsTcvMsgydhWIhVFLRnGlYM3SdUiqUFEJgTdO0M0ayRIgoCAmQSpEzlNjZ9vQsRfB8Mpb8LOegADqbYs/IZFDBM6ICRiYA6qyyBiFGCJ6Z0iCEBBtnFoizQRlDJJVQEkByFpwAAEFEkIACSoUgAgowJqBSVLAzoK4kOQARUEoyRTBWEnLKLcPEHKM81y2DylwRYFsmoJRKMWeLwWC4ubHZXK1omktTC0JIs5xYuFA0pRYDleQqR07KKD2cTXVfp5RmUaIR7FgWQijLUs6ZZZm6rhlW09A1wzCW9pY3NKvTGa0sr1drteF40O2enozuAwAsw1xZWSWECM4541mad047hJByuSQ5A0CVKiUI0eVLV7/2tW+mSWbauluwdQNLCjgXOeNpmnJLcialBAihQsEWUjmWmzNhmhYGmDHmuDaTQtcLfuilaTJfzOrNJUK0IAgp5XGan71zAICmYym5UgxjXUkgKe0PJjtbKxpSLGNZGsdxKhioQcCARkgZwzbAxk/ffb9z3PmVz1QvX7p2sN+dT3HkzYhAlza2P3l9u23laRaHwUJktHM6vT05zq/q5cpypdl44ebFl157jeaJlLmAqL1pvvTqF6jijm1ORqLT6diliuOasyCKn+0/e/oYQpAkp5gkWWqx3My5zNMA6AnN/TwVAFuXr756c+/a9nYbAR4FHgIQAISQkXNZrax881t/47emBFCcCSZSKWUcybv3nl29cqPbiTUDu4UKV7puatEi7g4mvfEip9BxnSjlnu/P/DmWlmXZpkXyZKYb6Wq7WipV65VNjRS3t7d/9XO/rkvIuRRChEEkhLh3754UKM+4pkEI4Wg+ipN4NJt2+31MjFqjVa01pewdHj4DUGYcsEjaDi4XS7E/ePeH311t11faLQmRFCpMSJZmSTofDLtJttBwbJmNRmNzNA54rimRmDZSADGhaJ5FKZiHcSbE4eHTOF4QAnq9TtkISs7qSg1vLbsOsUytBvValBGADYjRT29969atnzcaZU03NB01misr60uXb1y6ffeOUzbefPPth48mL754UzFlWjpj2f0ntxZ+2B/1JrPHq8vrB/e6//wf/+evfewVmqZcwkUQM6WSPElS3/dH79/6VmdwYFnVgmMst6sFy1lZdaDmpTJQUEPYYGo28ycPH93WTbW2Vndsy9T169dunp6M4jCd+z3TZuPRtFqtYQTTJHELhuPoAODT05Msy548DkZT3zD1RqOSJnniBR97+YXpxKc5z3kWBazd2vI8Lwgi2yqnSdZfjJSS5UrRsotxmGBiReEii2eWoXW788986pUkyQEUNOdzLwRNwKgMvLxcbBWdQp7gPAOnpwe25UCse+FkubVsmaUsGeaUWZalm0yhnDIvTvx+b7azt3nh4u5oPDk+TtfX1k+OBqVC2TTcJO2nabRzbnU0mhmaXSi5o1Hf0OP5fE40kGbe2toaRMlwfHhy+mTxcFprV5eXV5492bf1gqFr1Urz8KTT7fauX3lzfbVy7XJLsCTJh5AspqOeH2aba5eQVnvw6LtHJ50gPr105QYXsFgsdUanWRwqRe989GH/1DJIkpWMnc3lzddfdIyya7e6p763EOzXcbO1FkCtVCoGwbw3ODx68gRh0Ww244SWS60g8B48vTec+qPxYatd2NhaUkFEIQoj/Mk3f2Nt/UXbbiItn4yHugbm/ujtd14l2ovPntz5kz957Fa4UxL/0e99djKbDoYdzmWl1r567aXllU0uZWP18uaFf/rg0XuhP6ZisbqlDbrspDNFZl5fMs9tNrkiXpisba2c9k/mC8+2DakU1rX7j+4RHVMKRtNhvz8NFzkkYOZPb98LuEi2tlYXM97tDJWSccKqVXzp0lbBcXVCdENz3eK9e8emTs/t7d376I5hJx9//Q0I9G5nfO367spKczg+rtULw2GvVKqOh9M0p1mySNPcNPVavU5zbtkOpTIMkp/8+LaSglLlOMbqSvPkuC8lME390hXzypXzgR9SGilAy05hd+/SZDro97uu67aay4buePPe+XMXBWKUUsF5tdJgjI1Go1sf9q5fXxv05q1mWUg5n88Z41GYbGxsd07DUslynaJRdQpuvrW5G8czy7Lmc8+yrOnUq9Va7aVWpVwFUBSKFiYYQjiZTItucWNzs98dHsPTcrkqJXn65KTX6+tFaBhGtVpXQBIAAMvpIs28xQIhRLCmGaZS6OwXRAieSyGEyLIsy7MgDIMwyhllnHMhGOeRSJTUoDIhAJqJKu3lB4c/UWGkiKBQpUliJSJlPjGBIpTDFBALYmpZKKNwEUwl0CDUsjxM43g6S4XQpNBcu6qkMnTbKWte1I3gQDIJCD53cVuo2HXtQWeEuFHQawwmR93TuR8IJafzWZ7me9vGyupah7GtjQ27aK9trdmug7E2HM1qVcmZVBJWysVhf7JYzGKa6zoJ47lpa0meFauGboFuv1sqVgDShOKnnWMloUbw66++tbe3rGNXMmIZBZ1Ylqk/2NeDBeUZc10d4zTOYt9fSIkM3ZkGE0WoYWqT2TSOI4gpBDhO40534RZtqWg8FVEkIQIQAs5pnieDYffu3dsAiiyLlVJgEpsmCILZ3varRK0RUrOdaq2qYSww4bX6Sq29nlOZUdEfDsrVolT85x/+7Oj4ycnpBCKAUOyFktKYELS6avYntwg0x4PJ2sq6bVujrn/r1gMhtfF8uNwuJ8lg2H9UKNjLK1unvV65svzw6UdNv55mqR9EllXgTHz00a2cRm+98frPb73bC46WGpcu7KaBJ2ezOcEgjpNSocAlDaNE5bKItWzqJaPp66//knbeSXIa53HRegYQAAAgAElEQVRC4yjzmWDPDh7d+uhudzis222Uw+lpIKVCUA+T0HUxRA5kKArRcnvt6OT0yeNBu63ay3VIiFRC0woZZQJggFSWhgApCAEE0CCmEhArrGONMwEh0jFhkCOEnydhlRKSK6AwxBAABCBUAChl6JqU+BeeXgWUgABCgv/WcHYmRXueu5USIvkcpnAG0+XqbHuLMZRSKaEQkgBABRRA8heWtbOpF0ghuORneV3BFTjruQEFMIIKYEygZp49CGMFEUYAIVMBgLgCnPM4zgBQGEHGc8E4UMIuFS/UahjB8WJKCERIN3U94RlPuU6IZFzHiBiwZFkEu4AQJRWCEIEalEpKDgEU3PB9P82TNFM5TaTkQCjxWOnEZhm4df+2aVqU5rpBEuprmnbcPTEN0zLMcrksqIzjdG1jh3Np6WYcRYvFLE9hnvP+8U94qmvITMIUSgULpm4Ky9SyPNEIQlDTMMRIQwjmeQqAoIxLhZIgllKYphkGXClpODrC0C2YRFMIKwWYZWu2ozPKIEJ5liulIAJScAClputZnKdRZmEdcoAw5nnOKS64zevXXrLD8myRSOImDNJcoPwQ87njWIdHdzv9uxbjxWpdcjiZR+/efewn2LbcIIKus62yDhfcE3nJxT+79/725auTbJHEizwPkW7aznIahSBnk1n06OlTifTBpJcPE4h4knpKUss0uAryYA5VzVtEhunMZsPR9Cnl3s7Whc986gsElp8+7SmBS0WCoSwVLUIQxsCCMGX+hcuNta2SoWm6AeOUImTVWlXLaYehmExT9v/z9F4xtmXpYd5KO5+9T05Vp3LdHLrv7Z6O0z2JQ5FiFk3SMmnIEgQbEGFYhmzAtmz4TQ8WDL/KEmTTgAGJYZg8mmFPIGd6enpmum/qG+rWvZVPVZ18zs5xJT9UU4/rYT2th73x4/u/j6WqjiJ/RlSw8BcUiDRjjKF8HgwGQ1UV49FpSW/apuXN54IHvnfy5luv1kvt6bkXhguWKksrXUUCTdOkFAUFCGGIlGZnqVyucM41VRdQtpe6C89b29ze2T0IQ0YI90M/iBhEjChSUlpEMgqmK41S0ausdpxm3eBChaSc5mASeXdfuWWWvh74QZ7LNJJlZyunWEqmm7B/do6xDpEKkT6YnD959kyoxXD+fDJ5EUcDjOgkjk73+CuXt8nd11e7W7GfK3qeM+nUKhDhP/zDbzWaVbtSybKi3urEcfKdH/3g2eHesyfP5snsw/s/iOYFUv4rx2oOzmcvXuwhIpr13nThlowSBOLy9vp8Ntl99gwBzBiCig2IholTstTZZDyfLaQUQPLpdLzRW7917UqrbagKmCwWCWWTkff4s8PFYhYn7u3b1+IwYAWL/Ozx/Se+T1WFACylwK3m0sHBUZ4D07SCYKFqkNKcMX50dFqtrNhlmwM0mXpbaxv7we5iEUpRqMQolyvVCspyARFvNxpp5lOe6AYeDl2noqkqSjPKmdA1oioq0EnZIWaJ+IEbhn6eKRCy4+NTx64kMffc/PxshgnUMxYlWZzmtl3p9VYARwcHx0EQX722adulIDoTqBAS2iWnt+wULJExy/MUEzwZL5Ikp5mHkB+G8UqvLkQ2OD9ViEMUKSVzbKteo1EU1Jtmu2MBDo8PX0rOdc3xZ6nIiIKs+dSFEu/tHSZp4ekxp2h9bRtJxQ9Slvq7z3+QsRFRjexgDoHVHxz4oddbawnpcs6S1Fc0LwjHSdGHajbzZa1cRgn9+N7zP/2LH9y5/c6Nq28A6RCjZlbsIGU5CYaTgYRhJvYZOhQcuEHEqSqhUXI0K3EuX7veXek2GuX+yaGpL7395jvrqzd5rgum5wVSNa1Ssw8OHo9Hh0enqjs/PzzYMWyytLpmmrpjd589PS6VWpvdlVuvvqUZznzhPtn5rFTWK1Wj1+udi+RLX75bq1aePz3onwSMUatctsulzkqrf3Y+H0U3b28DIIdnXr1eYkXBOLly9UpvY95q1s8HZ9PxnBXy8pUN3YRSFEWO55MFlIBgdXO9rSn8/Gyu66GUtFov57nodpqW6Xz00cdOpbK1devJk5fjYUAUoRv47PwoKwLDhLVaM47yPOeGas9m/ml/YTvaZDLZ3O4yTg8PTj3vYGWlpxHD8xc3btw8608dJ3XdsNkoGyUxX5wzKkxL13RTSnp0dOSUSysr6+7Cb9Q70+liNJzRYidMk82N9TRJAABS4q3Nq2VnYZrW1kZl4brbl7YtZ1SrtM/6k9OTeRjIxWLe7TbG42GjUWcgTLOiVm+Vy+U8yx0HVasNgiNVVSnLCEECMABgo1FTFdV1Z9PpuFareW56tD+VoiiVnCL2y5Ulw1QIIeRv8T4ghOACMJ4ntIii5Hw05UJSxgzTFEJQzoSUYRjljHIhJLz4nAtBJMRSCk5ZgQFrtpvvvPNev/9s4c6a1SU/DafzDGNHCogxLigejhZe4puW2ut1W91VL4oRUpKYEsMplW3HYUkEFGJVKuU0TQiuTab9OOYYimvXtiCAmBSz8ThL8zAIOm0rp/zeTz5Ni+LyleuWRdy52++ftlvNSqOxvtIbTYZxElHKPS8smTaokdFo5s4X9apDEFpe6p4MTms1p1YtHx3vW5Y5OBsoWPW9ZDb2PC+s1ZpJGvOiqNXtIJp8+ukP79x6yzTqnruoVjqPP/vsZBIbhmpoxDBhuawiQoPc1RQ7iUWeSS+YISwVBU8mI8aE54ZCIMZYydaIIsKACm5wTjnnmq4IwRrt5tJSL0nipaWupmmWqTCWttr1osjiMHXsWq3czPNCwci2LUQ0P8B5no4nM854u1X/5P6PMaG3b11+8PDTk5PDVitQVaVSrdpO6dnuX9ea7OXuwXwa3br++jtvffmHP/qkoJgLVQg+mxdATu7f/0CC7L33vz4aZq3O1v7ug48/8VdWls+Hk63tq9PJ4lvf/Qsh8u9/+GfNluMnxZE1V0mVYCdMAtsqcchjmgJGS4Zm2Hrkh7zg49mjKOrYVllHGkLMILJZNi3L3ugs3956TUAV6fKbH3yD5eLu3bcolSfHh4P+QV6wkl1dX9v63V/5L9KEjUdT3/fsshHGiyQNzs/7u7PHmlHKeUhUJCCVQAguuALTiGYJq1ahakIhJZQXCWUkgUQYEkWRF7EGerHXBSGEkjNB2ecVCIQAgBdpNPy54Qtc8LVSSgAwAQAhdNEiuUAULhRgF4KwizothFDKz3+WLzBcCZjgAEIEESZEwUi5kCd8HpgAQEj0H3u/ggIIPz8KgRljGGMKJIQIa7qKseSc0gxhiCERHAohMyZ1FQEp0ySBoAghZJRFGErKOWMYSgyRQjBCUNU1VSEIwiLNMEIl3QRScs5zIQUijuOwPMAAIykTmWYsitKk210qigTANCxSVYWWreV57lTNIqfDyVBTDc7R8dOdLKO3rt8uUjA493Q963SWLaMCIY3jxClVMQbPnjy36kxRSLNZb9Q7cZwGfrx/clCtVCVgpqWaZimOUoWohqWlaYogVDT14gXTNOac8ywkBFNKLwJyhCi6gRFSOBcQIE0jUEBVNyukATkMB4GqKBA5X7j7Xm/piusmz/dSIKtbW5dv9JZtHR0/fGyv5Jk7//j+h6tbvdvdnh/xlDtEX/Vz+6NdQECWhJ6CNUqt2Sz8649/3D0+SlIxjSZ7p89Hw4PJrK+o5srqHUTaFjHdRXjQ32MApixDCivZWpH5ugoB0O2SXnWWyqW1Wnm10+2dnr48G+5qqrx141WeaYtprhrk8fP7LPW8xehL77251G0neVzw/OGTB53l1rc++LO333xvODmME8/1gjuvfn0+F9NpphulgmY8oid7O5qBNUsRCFAmFWKMp6Mijxj32k3lzqu3Lm1ed6zybDKQPFrudtKE18sYQWPhu+PxBHMOAIAIME4Xvse5WPhhGOdYURGMq1UziKLDoxM3iKOoYFzBcVpy7JnbzwrfQMSQahq5BLpOSfulX3yFxokCzGbj2myOubBv3DF6K704ySkFjCuel9CCRTG7fHXttL9379FDwVSiqIXgXhwUMDvv7w3HDyEYEzqvV9Q7r7/1zhtf7NZ7Ja3x6NHLb/zFN7/43lfnfoAxbtVrd17d+vDjvTymJyeD4TAslcq6YQZBHyDz4dMXSRLjnAGAbatx2p8hhLcvb7719h3TwUTlioryWCyiyTy0/HlU5MTz2cbWjTD2C+Yt3PMiY4bujAceoPi8P/nH//k/WFtp9s/2//Jb34wpnbqRpTdHw/NGsxxFoYqxY9Yc00UA2ya4c+e1qTtsd1rPd14IrjbqVqPeHgxP7t697Xpz34uLHKxcWxlOJmGS371zdzwcIazMZ+76Wm846pumHseJH6QYwyQNFwvPLlVs2xpP5tVqOU4CLvKFmxqGqasap/nm1nYcuf2TQVGwMMx7y13TtBaLMM/YaX94fDxcWrHrjUqeFyWrMjibNxvdfv8YAkRZ2mw5jGeMS0Ozo5Aahv70ySOoZvV6tV6rFTlN84gzLkGhqarkLAqTwA3efP31MGR+OO+2WwhBxgpVJbVqaT4bqsSBiGZpHCSy3mwDIRuN1uWtNcGFU248erzb7bQbjarvT6vlsl1GT/f2dnY/feW1ta1Lm48fHcymsWrUJGKI5Ek6OTo+qNXKBU0anerWlVufPX7olFa+9tVfL9v2H/67P7pWv9nbunU6l0WeGJa+stKmQCAxGY72+4NHc/cEYNisr0xnw6IQUE3jOOifekXO1tY219curXavbaxfMk0bI71QAC1AFHkii2t1ww3PDvqfhTuT3nLn8o1LBBFG2XQ6/aM//mG5XP47f/e3Nrevnp8vkgiUzGUoXn7/O9+tNbRG3ao4qqLjwWRv7XL75p1bSZoWItAMhnBuGnIK00bX0VV9db192u9furYNgMBY/NyrX0iSrNZRHjzwk0gswun8cNRs1XvtyyWbxfFQ14WiYIJUXkC15CAkOQWsIEUuZtNzy7JLlr37/MAwzLyIK9XqaDS4cWuLC5Vz4XsxgsZ4OFLVRNdKrWbNsq2T/mkSF5bFb966+/LFURikk9hDCNz79AGlMM9gvVopV5x6i3CRn/YnmFTmrlupVOr1eslyFEXtH48DP02i4ktfej8IooUfFoWsVluffvLpe++9FwQBK+APf/b4i+/ctYz68+eHUeIXHeXFy8M4Qr/4i+//8EffW+o2V9dWq1Xn+e7z1ZX1UslKksRxamWHTCazcrnSajV2nj9WNZjTotfraZrmLXyCle5Sx9RLw+F4fZV7bjidzuqNVqVcQ1CREhIuZUYLeLEkDoCEmDMpCJIEAYAUTRVQAHRhlZccybTIueBcSgggk5ymBQRcygxITpmQmaS+asouIiWlUAlE+/t9zgSEWDdVAVLHMZrtimEaswG8drXVWqtwxrbXm2lKj3WR5WGjviI4+fVf+a29l3srq935IEPJGcS5zNU4DZnOa40apQXWJNJAdOpdWt886Z+lQRQnCcHEdd0kjr/0pffOJ9PT/qmUQgvDIIh0zdL1kmUaiU5qFWcxH81ngaDCVM3JYGaqTuInmyuXSpYdeelsMUMIBWHmVMpbGytSsucvHg4H/Z/85KN6uffmGz83X3hPnj2WphLECsG6gqFhEsayvEg5H0mgMQoRj7M8sh1zeanrONVKLY0jlqW5ZiDb0VZWdNNwFEVRVRUioGiaqqpJnMZxggnptLuAMaKivEjdRYAgnM2mqqbqqomxgrAxm/njyYJLShBP2OLb3/5ZGM1LthIEyZXL1Y31G4bqCgFcP4CcHR7sLBYDIRHNSZHDMESeBzStnKYcIRBHvqYFmPCFN915/tAwl6JoThSRZd7+gZ8zSdmaquFKrTydnjmOqlvYndMCuFF4RFRt/+hlFCf1eiVJo3qjUqk4ki9CwDQTgzL67OATlhSYq732poodU6+izIDEXKltH5/NH3z6ZK35erlWq5Y6mxtXzC8afjBWVIQRqVc7COiayHLpLC9ZnW5dM5AfzB+q96Wp7B/uluw6VrjEhZRcU/Q0YsFoPJt6RbfU225ghHOaAwSh4EIKgBEhWAABIVSJQgjhnDPGwOe6WXThtZVScsAAAJwLJCHG5GKwCiWAUCKEEQBM8s+bCwAAIDAmUkgIIJQIAggRFFIgDKW8AA4Al0BCKaQAnFMm0YWEAWMIEcaYMQbghacMSAAkKyBCQEoAEeMUISSlkEACAYSAWSEBkFiBAgAAAcAYYgIBSCVHQAhCOGNAQomBQFCqBGsql6AQokBICKFQSuMEQ3jRMPaynGCMEcGIKLrJdKNhEE0jURiULcP3w3K1alkoKwQuKC5yyEwO8ij1BGT1SqOgIIojVbHKtbqW0sl8WjKNRqcax3EhsrPx6Wzq5nmxstbrrXTe/uJbUKNhGPi+9+TpvqGXiox32ptSAqJARYUEaQQCHauAAg2ZEnCaFXpJy5OMKIaqAKwhxhgm0CmblLIip0mcq4qlKiaCQFesIiryAMIcGch849pby0srlCkHx4vTF8Nqdfny668tNWsgj0Q8iQLvl9+7VfDL2DJctyjVmqkoIUPNQp7HJcZKQZBKToHE5Wr1ta/8+vX0tT/7k38b+X4UpaE/Pcj873zwJ5pJhUT6/UfXb3wlzVSEiFSolBLCNMnchbvIExcKmvh+t7P2O7/9Dwm0gdSqtrN0583333oTAQYEgkwRq/D56KTYn3TXN7yZCSDw3FAAUHCg4LLvckWpvnxx9mL/yb1HP6ScA1wuMqOgqkkd3cAAM8uGo8mxA0pMUgmQlESIBKN4a7O+smpH2dHERbXqK+vrPQUBBJGmokpVEwKF+VzR4UpzhTKKCc5p0UM9AGAY5+PJwh3OBJfuYsQYBRikeSEkyotscToRIAmTk9niyDAUBaL5fMCLAIv8xtblV6/fXe6sJ1Sz602JS0IAb8pni5By4AWpppcgQiDmp+cLL+KAkDh3gWQSsUVyHqXeTz/5vqVkV1cbb772/p0blzY273CBRpPwW08/ORmPjrOT+Nm3FtN5MPctbFzb6DUN5+BgTCPAQ/Ev/9d/ubyywaT0A382nxqGgSWDADMu7VLpBx9+b7Y4gyh//vyxgmG9Urt/fj+i84yFwTz57d/4h6pSh8iSgBMl/caf7CpQV3ApdGMF6jwFhy/nwSz+y2/++WSeTr1QYm3Y71fKrdXlpd3nu8tLrf3dE8uwXM9tNxp7u08FRkGUmXp1qWvnRfzBBx9vbDqM8SQuaAGuX7tNFDgYnjOB8oJDiTRNy/Pi4cPPqlVTIZq/GHtBZlkmwUJTdYWoi7nbrDuWYc4XcankjEfJcqcZhSHGxHMXrjd0bK1a7XmLDEiVUSYFqtVqSZL86q99ee9od2W1u7eXUgpdl1YrhqGXJMiskhansyQNRsNxZ2l1Nks8b8IYceymO09ti3Am3cXM0K00pef92Wqvd/3q1ensdO/l/nAQ6JbSbJePD04UUl5aWk6i+dn50NRjU6XVWgurJE8Lu2kH/unVy1e2t9de7vU3NqqGDvb2P1tZ7j1/+WQ8PTg4ftBsNhhFB3v92XRRKlVVDRrlFtTix88+MnV9MnVn82mS9+gxPz0bNKvq3s7etavX/s7Xfmk69iEwq2XCpcKEzNnCLFnBOIIS0Ay2Glu+F1dKl5JgKOXk4PhT1chq9W6ntba6vF2rrAqmLxbhZDwwLbXRqFhltAgGCKHHzx4oev72+7cX8/F4NJIQW05zPvEWrvj9f/o/VcpVs1SiDGQFzvPCsuSX33/HtPy8GJ6eHcRYay+tAGSruhlmgW6j5U4NYzqbhnnK28sVzqRlqSwvKnVDwNi0tMlk8OIgcL1ga3vjyz//Zpagh58+yRgGAB0cHhaJVipZcRCfHp+zXC6vtJKYD4ZjKbPty0tEQ7pWSuOwKDgtQKfdqFVbx8f9OA1vvwIV1QAAMUpe7o59jzkOQlBUK40kjdqtGmOwoGI4mB4eTC5f2qjY+vPdF0LQTrs7i4MsYZ1lbTZPdDW/++qt07PTet0xTZNSenLS13WLM3Cwf2Sapel0fnh4OHfzopBffPd1TTX3Xh7mObVMu1Gv+F4yOB9NFlG9Zf3kpzuXL2+ur/Ums9MvfvELTtlKkjTLwOVLr2R5NJrM6vU6JuqL3T3LtPsnp667WF9fOx8cv9g9nE7mcZz1ljsYY3fhLnWWTUujWGqa012qBgmeTcLFYpwmBRyPx893n0skBZBccgAQRIqAZDheJDmDhEAaIogEFxiRoqC0oBBjVdd03VBVtWzYmqqapmEYhqYqCAoImUqggoVhqH7kL8JgOnfDJM9zKgVCSDH0kqqVLLsCIHGz0XAwAFI06s2H9x7cv/fTq1fWG/XyT3786aP7O2+8davRMh4/ftho1xGW+wd73ZUlq2RNZ7MgDCuV6lqnvnC9KM6YlJQxxrih68vL3SgMMIZAgtl8XirZvhcsXNe2nWa9lmXpcrdz0j8WnNlW1bLMs7OzIAgvShie5+m6BiGaTqduVgAoNjfWsixOk6jIC28WrSxfun3z7V5nGwKd69liGjt2S9fMghZFkTBONd0i2KAUELCYTSdf/tL7r925y3IJGcJYZ0KaZf3Z3m6epVXbJgRBAO1SOcvygqZx4ksgJxOvUm4tVda5TP1kImEqYLbwJtPJRNMMIOTyUi8voKqXo9AvWPqjH33vwWc/LJeVUknZ2lzfef58e3P71uU1Jvj+4QsBpG5arh8FPp3PEsdpra9fxeoGwTpnkNKEsoVjJ/3TB+fne6qqtZvrjtNK85nrBsPBUDXUdqujKo7n5lmehfHYMAXiRNPUy5cvBVFw0j/hklZrDpNFUdCCcoxKpllVML66tW0bVuqn1y/f3uhd0nDF0msEqefjM4Xo1WaXSZHm+XTmAqArxDANo9mqEswBkGmSpQmNowwApBt6q1NP0uDZzhMhmKzE08XwBx99dzA7piI2TNU0zdCLIi/BUEUGvXq3V6sZQmZ5IQDCTFCiQYQAoyBwI38WlOu2bqvYRIhgxiVBKuAAcI6AyHEKkbxgyKVECGoYaReaXIgY4wVEGAgMIJZCMk4xhpxyKSECipSY8gAhhDEBQHLBJRQXI1f5t60G+LeBCC4v4ITP878AQM65wi46JgBAKICECAvOAYQEYykkFUJAACHACAEIBJcAIME5xABf2PQkEEIQgiHCeV5AhISQECOMkRACC8E5xwhdbMldqB6E4IJLjLGQwpICAikk1VSCEFIVDICoNyoYC91QCcNpklFKkziP44xRoShmkYs4ykqlsqFqgLGc5pwLXdcBJmlaqKo+nc0Ny4QQKBpOk6RWbbFCYqSmSVEUFCIkJVAIURCZj6ampqkYS8GqFTvnmWarSMe5KApOLZ0wwXKW5nliGpaplrxZbBs1IJTFItAVcn3j1mbvFU0p51nxcn+PS2IZ7W7nWqO2lmXyhD756Q//ZnpyWFHAf/brv5aHyenZtD8OgVZDZnnugjBJStUyxMgwDUvXLF2DBIdJkgFIivl2l9Rbph+6gkIkxNHh/Zn73E98ABobG+9S7kRxMF+MkzSazAdJHq+v9nqt7qW1jaVWx7Q7SKsNTqeUgl5nZW1lGQGuEawiIjlUkPrXD/7m2pWrtmEAxk1NRwgholApzsbjo34/TQvXXai6mHuD737/r95694uGYUtJTLMEIMAIGTQSgDq1MiZqt7uSxKnnDg1duouxN5st0tA0nFa9990Pvq8par3W/P1/8k85xwdHJ7svd1bXlwjihBiUsmu3Ln308Y/qtQ5nxmKR205FSknzLIrDosgKRrmUWEVJ5mX5GOOx5x3bJqFpZprVzfUbK90rFbvXaWzW68txXBScZ7TQZdkPA6teMSztRx8/DIPE0Mwiz6LYm02GmhHaToYJ5SA+H5/MF7NWs3N5dXuzs+pgnUbJp/3dDz/6UHf0mGVeFnNI8pxpWB8cnGZe+Hu//PPvvnL3//qDP907DK/efPWf/y//GxfGZBJQxqySQog0Go6umoIVpiX+4P/9P/78P/yBZpAkSxRFvPb67f2zYeB5NbvcqrQ7lZXN3vUihqZpqjrY2b1nN6p///f+S86UNIEqtuIwmk6GGItqo8IEy4r8n/+L/77IXYKz4dkMMl6vOlmaWBZe21g6Pj7NOWFQ1RSoIPXkeAKQ+PJXXolSHyuES8Q5OD09Xer1ZnPPdmqjwVjX9CQIgBS2pbc7jcFwSrk0LbXRaMZR4S4CjLFTtZIktEqlOEoV1fQ8FwOgqbjdrgXBPInTRrO5mAeaalFJIcKqqlqW4fszq6SVHOvFiyPbrs+nma5ZGqRYLW7d3oKYP3n6HABlff3SaDjPCmqaJsQoz1OnbDGaL2Zzy3TSKINAWcyCsl0p2cpsMYQQr20uAwAX81hKXCpp1ZpR5NliFiXpoFZrK6Slm/bCO4tT9+/95tutTv2vvv1hp70NUfXKlVf9xeL73/k2RkWWLzrLVQGl5yW21RYMj+YH3U6n2WgWWf5y76BWLXMuNaNEKZxOPZhDR7e3tjcFgLV668r2TclVKRWASJrlg9FQ0lTV84V3ZpilTuvq6sqrXjD56f2/PBl93FzGZbJSdmqSG4a2vL5ylxXo8dN7z3Z/Umtqv/TLXz87HVTsymTe9/wRUYDg4MVuPw5Qvbp6++bbVy7fSBK3YEA3yiWrLhkIwwWCoZCTTx/8FSRBvVljAkgpZm5AFAsA5IWzVqvERea7ebXSnrpTb+436k3HdhBEh/vHWZFsX9o6GwyKgldr5ZW15fFg2qx3H91/xDOQhMLRm/3jsb/wpZR5ATQF5jmSQmJV/uqvvqdo/NFnT6M4yXIoAC47ZhwGtmNcu7FKeewGc0ZB/yhGEi11e0YpnM8op+p87lFJ776+ubpej2P64NMDTam0V8FoMF/urD/fOYiCvF4vXb2+BGDih9OlpUatUSaqqhA9SdkDDpsAACAASURBVCKEJM3R40f7nU7P9SbDkb/SW13fXv/kp4801VYVdH4+rlS0+TQ2DM009DiO7bJ17cYV3VAMU+ufHkkpup1OUTBF0RkTs9kcoahWr3MuPC82DXsynpeskmXqqgYYTyrV1mQyTtNEU7X1jfXjo+NWs50mmYq1g/3Dw8NJvdk1TYcW4l/8z/87AUJIWggMAAGEQMEYkgBKaCokSRIAgZBUV83ty5ctzSiZdq+7hBAouGSCSSmR4IxxRi92aQhBEADOWA4Az9NCFoqjNcqrbUAwgBgAJLikORMAKaYVpZlSWum21hYz96+/+9F5f/HqjTcoH2+sNd9945/85Z/9zftfe1e3+WH/zPWyMPQrlc6zZ4ftjtNd6kymE4U0wozOvGCxcLvd7uB8ZDuWUXZMXfUX6ZXNK8+e7yZxXGRUCFhkObDY+kZPSgkhbhe9zz57vLZ2yfXcs+HctESjXZ25MwDA0cnYtiuqXqroqW07tVp1NMoLKuZuUGs0pv7sJ/c+2lhbvPXme8P5yb0HO4Zeff3VNzFGYTwHgHpRypiAAEUz79VX7rz1xussYSoHSAhB00q5/Hhnd2dvt1JVx+MdgsHJ4dF7735FIdrB0U5n2Tk8Pvjs0csvf/lXLaw7NWVyuhtlo5k/PDw6CIJACs5FVjJVhBvbl95ViJ6n+elgMJ+7w5GrqdAyDN8Nzs/Gl1aXVE3qmghidzqZJwmcz7NSqU6ZO5w+UswkyzICFQh4GM0MndmOltMCQPnixSPOZaW2EkV5EvEomtSqmrsYP7z3EkKlWtcSk3eancCPesuroReVjeZ4PMYIl2x7ZWX99S+8Wa32KCXlUgVBslj4kZ8oit7bup4luRBiNFtIteqnaeHOO93OPAgkxECKNA+jxMuKwDA0SnPOhZQAICyEwADERfyz+5+ORoN6vYYT4ejd3/jK765uLoXJfO/gxXwxnc1mnz146M79HLIn6Wm5LNvt8vrqldHYC5IUq4xgoCF7cpTvPO8vrdWv3lm3NSNMwkIwgjniAgqmKRjqJckKjgogqBSASwkJkQgyXgCSQ1wwiiHQIEQQIF3XKE0VHWCAgSCMAoxUAABnACFFJRqXVEj2ufoWIM45B/RCsntRQVMI4Z9XHCillEBTMMCF+Nu5MpISAgkYY0IIAaCEWNU0AjHjhQKAgBIQIqEQXAAAJAMIQgkBQdBQ1SSNOecIY0QIQlJBCvpbRkIIATECCGJFJRByzhFAKeUAAIxVDoSgBWIccO5HYyi4lFLD2fr6huWUWp0uxsrJ4UmaFLZtaToEkmVZXilVqSiYYEkeIIwUXdM02WhXNM2UAGTFvFyzOCsgVqVgEuSEwOHwPM0Z56BuV99/+51Os8ny4sWzZ/3+ESaIzhlFTNFV07YwMuaLieWYkEvIjMAvqlrr/GCsa/Zrr7z5zpvvZi58sTv62Scf7PVfXrl16dL1m63emmTou3/zH55+9uRh/2c0SW9evY7KzW//eKdcqicxmsUYF3nhjh27cmm7t0jzRmc5STMg5Xzhd9vtyXCiO44QUEKn1W0vb3QiL3enwY3b73z7g4N2a/OdL/4yQkt5WgT+Iopq0+no9Ts3mp3ui+cvVEy+8v7XizD8gz/8d0a9tb11bbEI02KesolkOWeU5hRxpGlGnkeagn3XL5ecIIoJwQlNT4ej4dybLjzGWL1WobToLl978y0GAT052W93mhgXBKmqXhKi2NhYay+thoFYbm12Oi2IEijjyItZpkJVIQr6xjf++Hd/+x+pqsIYpUVBOU8iV1PV+cTz0zSOipWV3r/9g//7syc/rTe6N6+9Uy71BufnrXY9zb0omQfuBGEGAM9YluZhGI0HZ59tbzaiSG6tXKk1Vm9eed0qLX/3e5/83V+4Ol2kggOWU1XV0tTDBMRx5KdJmmd5kZ+cHEeRpxkwzYNujayu1y2V8hRsVtYU9WqluqzoDYDU7/3gBwcHB8PcdbOwbso0i3gm5/MYg9JoMm9Vlp/0H/zKL/yWDtDv/9f/g4BWytFwMTk4nLVbW0XO5/603jQnQ2+5tWZrxrOn98J43l2p2hUbYpimc0mCLI4sQzUMoij06OBh27K2167SlGW0qDl2b2Vbx05aCKdkH+wP4pjadk9REAR4qW1zmt+8cevpzsemBq9csa9tXAMcut44y+M4DL1Z3l2tKBbCUFOAqUF9Z+f4r/7yM6wBo4Sv3OweHp0VMWg3qa2b0cJFQpqqCU2YJqlKyo8fHFy5fuXJzu76Rk0wmiUZ4NgNPMtWsAKIQgzTZEyoKs6ieDZNAtd97c6djz66/+7bV8+M8zRNh25a0g1NNybjRRiEQCp5GulqCUMMABUywwDMx663CLlknVZv90X/m8/uf+1rt9h8oaogp0maBpoGMYaapuVFThSSZ0zVtNF4kvcZUYVdUUu2TgskRWYYehwFee7fuHrdne7funknz+TRwWQyf/n2u7d769svDw4+e/bUDylCkQD52maAFd7rNWgeBFHqlJ3T4YgoZpby87OJ5xaKzCfnJ7PZmEkwGAavvHIJY5KnjCDFsHWrZGQgj9Lkyc+eGGWtXm6qyBBclxCEsd8/2n/0+Idf/fqbb737duApYRw02w2AIWXK6Dwxl6Ef+i9e3Cewzpm+srz96t1rHJ/oDp0H/fPRizg2bdscPj+gDFhW050Xl7dee/edX0gT6HnMLqnPnj3ZPz7/whfevnH9snt+fN5/urFVg1iUK400F6ph7e/tAYQIEXFUrK6sY6lOp4PJdD4YeghqrJB7s75tlarl6snRoLu0lISgVu4d908YRYf7JzTP9l/sXd7e3n1yBCQQIKg30ObWxoudw3bFXumtfvLTXcZVXuQf/+ieUyaeH9RaHUxEtWnPJlNG6XxCH2ZPb9y+3Gqucinnsxc8w6/cujqaP6nYK5NRZumVp0/2NFUJPP/g4MxzE8tEbOgTWN59fi6YVq3oeZEUOeRCXepcrjc0JpLYL9z5dDo739xcOjoYei5s1GClUj0991utys7z54NRoCCWpcnycu2V2688uPckCtNLt65I6HGZGwYzDGU0PGlUqws38hc0LYqnT+8tLbdv3bqVxsPpeEoU7e6rr+3sHp6eTWw7N1QFYqZrIAjodDotioIx4XkpwdrznU+b9fZoMJ6OWbupAUDHo3NaQCkB4UAWGEgoJeOIAyQko4WickcH3jwCAuWApRmDWCZZnGfpbDLSNF3RNN3QNF0jEKuKJhFCCEsJAEYXGnkIgAQqwCxJ8ixOqBBZnnMus6SgOUuKIs1ZwUUciXqjfPfV21/50nuRH+aZPzh//vjhy3vZztnJ4t/8q/9naaNTq6xqHWVvb0fVULPRMDQjiXjkyTPuVat5d2k9ithgOFdUnTKuGdr54FTw/OT8MMp8p2ozKrOssJzS6sZqkqdxHBUFs0uVW6++AnUdGRrUYLnZSoUMspwQtdVb9f0o8KO1pVaRFudHo7k7BxDYpTJC2PcnmUoRUeqHlXnSH02PCJo3GmVNQUE4StN5qUwCb1qv125svfeLX3tX0EhyoWslwBCj4Pjw6PGDx4zAWTFMs6Mo9l88f+k4cHvz8mi0O3Pp2eDcc72dZz8b18+WevWPH/zVyeAFQDSIgsAPNEU1Lc0LGYALxSiX7RbneLm3MpsPFNLSNLnwQ6woC39+Opg0245mlWomcf1gshhplpYUY0SgXe4IcpjmUZIJKZAUXHBCM211eRNw8rj/4rQ/AYwiBAQonAqIG9m1a5eWWk0uBERyNvcJ1b76c+//3m/+4zikWQoAVA2jpOuOkHj3xRlmZaekIoRdz8tTVVFUz/UePny21O2GoV8UhQC6JNoiSsc7LzHGnEtaUM45ZcXYHWACNU1hTOR5wQUo8qKg1DD0yXTiOKVcsjJURJxJUDgM9WrLt9u9OM+wqhx9dXDvwUOntmRXK9PJga7jX/+133H9tAAsCMej0blj1opUPHm58zcfflsGaq3T0PECW0AAmhQBVgiTeVHUAEScCwghhlgwJCTigiqaUtBUAAmZ1FTCmKQiE1xgRTBOqYQIUaRpshAQEKRAKWDBBAAQQCIkABJDQBAsLqBcwaWQHEABhARSSiGgRCrRoQQQAkQglFhCAIAUgmOMAQIIQIxJwQSlBYdQCg4xkVBChKBEFzJdXVM4Z5wJLigXXMUKlfBCYwYkZOCi9QA/X2u7YI3l540JCKEAEEKAEJaIAIQpzfHn2AMkBCcC7B6PBOcQoLLtmLohicIBbLfbnHPJQDAPCZYXcokkSSQv0pgBQMbzqaroknCVQMkZAlRKsJjNdMPIs7hkOnFCg3D6rQ/++MqVK0653Fhrtbe7SRQfvNyrlivL3e5isTg/Oa9UK8miQNCSuVrWzHqpdfm9u5Xqkutm/+r//POzY79VX33ttXf/03/wj+4/++SP/+T/4+J7hlpmBVUUdHvzK92lLoACYxDn6WwwM3R1aaVd5IXveqNxv9qpXr60+vLgWDesJMue7zwdDsqXrl3JBQ88/8XpXkQkUvzvf+cnk2OvWW1PxqedpaXJ9JuCV9qd1Rs3rq+tNe99+uCNd1bffvOt73/vO08f31tqqwTQs/N7R5+e9q/ecOyaqmm7LwWltNVsAQkgQJPJrL28ndybYKkWGUUQY6JQLiiHDKgUAgaK49M9LlieJxLkL/ceNZrO4GyqEa3IijBIttc2737h9mDYn8+YEBbjhq5Kp2ymRQ4EEqmTe0mzduP2jVcMQxGSCsl0Q3XKXVVVwjjaP4kn41EYL9qdy+LJzuHRuNPxdaPJAZ4tQprHJYOsL7eRXCiIJhmmtOyGlZuXeuWKNh0tqs1trJQ+vX/U739KC3J6NvIWQaNWdUomLTCSiEkAIN/dOXj54kVOKRd5LNyDs+Ph/ETZT354j7V08PaV7fV6Z7W8bKqNflAc+acPRjvH0bESGC9fnmiaaLYqjEvfT2gW3Lx0t2m3e43tb39vx3Eq12+9BlUcp34aDp2l8rl7oqoGMtj+9CjLJg/v/0jDZDDcHU53FR2lRWoYFgCq72WNenU0GPGiwAK5buhUGr3eJoIEEbiWrbeWrrlTOV+EXjAqmDAsezwfKwSZJhGQJklQJarBQMnQFAXpOlWIhIrw/EIAtdloQMG9iRv6hOUQCNKqdATim5eWUuqudNrnp2ebWyvBNFA13cBltZQvpjMMEOIscOeWru7vHC01GkQCdz4NPYqxqUASer5T0RUowjTICikZV4m2vlxOouho77hsaw8fPCw5VpqlgmeMoohmUhT1elVTtP5pX9ONPBMYk1qt7p+fmrqOAVBVlXNuanB9iQiaAV7oig1gSSVc10p5mnEOWc4445KjJMooFQrB1Wrp6o21PM99P4nikPECYa5AvLd/OJ26lCbd7rIAbDrLXG+uTTMB8WIeS6lRmp+dnmVhvLnWScKRpqGlbivJqOCqpplBHCsG0FOyWLidTvvqjRsIccryarW2v3/IORECA4WP3EEquO8ntlFzjJKlgvns7PR0rJvV0PVev/vaL/7CVxQV7u9Oa9Vewub98/tZ6hZpgbH24uVBp9Pyg7BRrQ8n/TgOKQ/NklKrGidHexAWL/aOrly+8YU3vmpbnTiE1zbJyvKlJM0hyNNsxrP6tctvM/Hkpz/7cbUuP/jev6fpYjB2EIZxkvhRXHKqo0HIBFtb205jenriCilsp4SACZGQ3Owfn9gl1VRJmtJr167rpqrp8OBov2RrYTQdDhbvvH3ri+/eGQ9HG9vV/ZeDcqPMIWMg/I2//1aru/r8+eFW1JqPIlW1Z4O56wnNIACaSeop8aK7VA8MtVapHx2fPrh/snWlU2+UbcfgGu2f7xwcjST3u+3V45OpaoGHnx7aZcWPkuUVs2TrcQIMrepNZowClahRwF7uHiM1l6jOsREnwerqVpGbh4dAcHWpu1Ity63tlf3DFzdvrDMmzs4WFafSrPeKPA+jyYcf/kTXLITQp/cfXL+5vL6+FCfJcHgYRfFoNA3DwveyUtm2LEdTTU3TBv0oiYtWq/7o0bPDoyHngFE5j4PecqtSsX780ZPN7fa777798uX+2dmwUq5HAVvuWpVqs9lQojh2vTCJc0MzGaWES56zDCKEhIAAYAi5oJIxhWCEEo5AmnFOWZIGhmpeiOLzPA2TMB/llFEoUavdNc2Sqht5TufzeZLGeRJleVzkiev7bhgVnEGsFJwhiQQHUkis6BIR1TAMlfzrf/1vfvt3fuV3fus/yeOW5OD0pDwcLokC/NyXOnM/+Pd/+kcHh/tx4r3xxqtng/00pKZql5xa2YgJ0HXNiHyapcLzola7HkVemmWlkjGf+ukkbLW6Z+cT07Qp5UEQTKfTJI3DMBQcHB2eYaRUa63lXlchmoKtJCzKduP8fHSwd56llBDlfPdseaXTbHWbTi+l6dyfet6sUq1SSpGSB8lYZGFJLwSfz6aPVlaX6nVQslaGw3Gw4Hkc3VqJh+O96exsf/8EcmVr46qCrc8e7yY51ZyS603TbOB5C0LYy5ePHdvM8gCxnGYRpdlkeKaX9bEf+9kcEDadjUzL0gwNI3J2Pl5e7kAkDvuPq+UOFBoteJi4jZpVrddcd8YEAAh+cv/JdN5vd8pvv/ua6yWUSgmYYdoAsrzIVzv165fWIy9/+nivP5imSVGvtv/Zf/s/rixd2n95Ohq5gkaeNxmMTsJ4YlrY0qy7793lXBhGtew0ZFR65+33Ij/HnCDKTKukYJMVfDpP4ogx6hoWKgoKIUzTHEJIiD4ez+YLt9FoSCmnwSJNE6Kgfv+Y0tyyLM5oUeS6oRKC+2fHhqWvrq4xKoSQECI/8TmyOWBxliAVjieuAoQK6OxkmOsEIyAJVkx7o3uJXteare1quYNAUquVaYqXSmDmZUmqtszaxsoGEgrE1Val+8m97/zNN35Ua+iKAZY3OsQwizwnuqZhiqCUiACICFIYJFGQjqfTet1RDCwlxkImSQIgUTRFUVFWpIgoACEhSUGZrQPBGWdIAAEvImZSAgAhQhgRKQQACoRQIHEhQGCMAQilvHDiIgCEBAJCKCEAUkIIhORQgAtZnqrqECJa5AghU9OllAggzoUEQFzodSW9uI4RgQAxxvBFg1gCIACXAkJIiHLhcPiPtyCAAEgEUc5yCQG7yFNwQRQFQkjzQjKJJYSqhSBkvNBUJZU48qM8jvMk6TSaEACVKMury3EcLnU7ruvWapdevniZxommKsg2MSSlenU6nVcrju8HUMp63ZIAdLrVzY0rQhJWxEnqFizNsX44OUySLJgFVd0en53DuPjq+19a+7W/12z1PvrxPQQ1VVUtQx+NZh9++MnOyx/MFsUrr7393/x3/+za5ZvPnjz84IPvfHTvI0rVRme1WmutrnXjcEGC9ZznOS/82JME37z5hbKpqFB600HsuWbJ/OzRg+tSmqaiqVi1KqWSeXp6fDroQ4IFDN94ezmXCeY+Ul1kRKV688s//ytAwOMjl2ZwefmmU2pmuffg0U/640eKNWfyPC0G3/3BX0DGJ+NRNJ88eRRcurJhWaWnz5632itz/9x1/XqzEcfRs4Mnpmn1llZ9N7xx/ZZumYqiRUlxeja9cvU2VpjE3F0sFEPOZgM3OJpMAgXLbqvVrrdXr7W/+pUv7R898sNUJY29w13baSFS2j84sywEgcwy7+xs0FqqLMKhAx2NEIBhzgqiKpPZ9OzsbOhnUepZjmqR2m/85u989viBbsKMzjTVgRhUKuWSniy3BWaRIpGpr+nmqh9joKkzb/S1L192nFYcFZQhDPXT00HZqV6/dvv/J+o9gzVL7vu8DqdPPm8ON4e5E+7ksDlgibSLRJAgCFIABVE0aYumLIcqV6lku1xluyRH0VWkTVK2RNKURVFFiLJBAQRIBHITNszO7uSZO3Pzm/N78jkd/WFA6/Op6k+nqrt//fs/DwLsYO/R3Tv3oDKZVAzD3ePjXDLdJsdH9w6ObpdrqFRM5+Njy61srZ6+fOHySmVDicKffe/dDw4OtLrTn86YUiJNCCLhNJkNe6Zt5ExVS+Xf/q1/WjBqKtPSlFIFIdLckh6zQEAmgX7/4UGr2xMqHobdYetDDHSiALHowmrxxu379cYC5zwIslLBLnimbxmmYSUxHwyD3/29f/nw6daZ09sf3bk5ng8+/4VfLHrbQRxZrkMso9Vp1xrVeeCHiRqMJ4eH+zhR/9mv/MdB3M7ZbO/4drlsLK42ECk7tkdIKZjnNAPBnGytPz+f4jTTBsPR/YcfNRY3EMtevPLJfivPZkeJ4qUKYlTKhK+sLR4d7W9triOkohBM5kF9pdEdHOVZZhuGoNLWvXqpPBx3oRSG7gVRUPHKJaeUz2mxVPLsQnvQIoaGCS4VbIRwEmV5lucpm7C5axeFUuurGxmj+/v7Kshcz0yC1I8ixzGR1NeWF+N5ZGrG4W67P422t0+yXAkGDGwzGbOcuY7XiSaO6XDOHNOFEk6mYwAIhFIp7nku0dCD+3tphDSM3z287RbRU083iyWDEDKfBp5bhdAYj6aT0djWjEfJuFjE/nyu6QtRxAteEyJtMpnbrg5ZYWVlxbB0CTiEQkg+GAzjKAXQcOxSTOPeZNIbJVVv8cVXfmKptuia8nvf/maUsCzHr37mp8ql5XK5rBS6ORhw6iPN32/fiOJBEqQIuhzlcdoixBpOhgeHf/GZVz/neGg87fWH8ySNKpXqyTNnxpPonXfe+MJrX710/uXZlE4nvqVbpqsxliLucMG3NreWV2sakcsrzSRSFy+ejNMYa3g08blEQojBcGbok9Zx3zJ9z3PzPD9uD6tVk6Xi1MkTnuuUim6rfTDt91bXFqe9IYCKaFqzUTm5ubq+saJhgYlYXq3WG6WNtU0pZZ4lp06duv3g8fmnVyrLVhTk4SyT6erxfnfuR1T6V589Waubt28+ePxgTIyxroNy3c1zFkfxZBI2G97axiIxlm/cuHnQfuiUPEisKMxnU+aVEM2YWVPHR/5zz57eXFu/+eGDTmcIIVhcdVbWFo86h5ul9c2T5+KQT2fjRqOMYOHdd26/8OJGveHcvU9pnoahLwUCWBsOJ/58xni+vFj1PG/CJiITlUolCMObH90uV4qEaADA8Xh+cmtTQbR/sLew0JxO/H5nnKSpYPjR7sB1zfPnLhLNfPz40WQaKqRME5QLhfffuxFFeZpJ3x96XllB3bRc3/cdzy2WNdep0BxzITQEFYEMQaygAkLmQnLOJJdSR6GMkjxT3E7jJAh9s2I8yRWEYBhC09SJwAjr82C+d3g0n4e242R5LqWUkgHAleIcQGyYkDOAINE1wSTWnkwwa1yBnDPL8ovV9J0P/3jv+C9K9mIWo3NnLpzaOimYSqI4DIeLzdrSQl03tEG/U3IaG8ubrmMNh5PXPv55Q7cp9FudzlJDLtZXkjSSRJW9Rq97VChWTB3H85TFvDPoJTFdWFgoWpUkjGeDCAKYpcx1TTrNfRB8+vnXXNc1TQMh9NIlt9FYcJ1SrVYLgslgMOr2ho/3d6PRwNargkOWcwTVbDQoXjh3+eTVW4rMAv/S5YvXnn1KIZRQ9sab77aPJmki+uM9QC4O/fE3v/eNJOGfeOUzi811X81TKMI4sF3ChC4VCMIIglmn2/WDQKgooxnNs8l0kjxOh+MuJoKxzLFLnEmoTIwsx4I0NbmglPlAcgAAQbjRRCtLlU679+EHO6ZhGsSIw9SwMefxrY/aAODYt5XU8kCrVBrRBE2VcWH9qcUza+c3fcGR51aWFtcb9eXpOFmoVc+cqCw2OcSM0vi969e5zL0i/ujWm/v7jxeaW4sN9IWP/wRBlqmRMM9Nw8rzPKG5AOD6h+8LgE3TMAxDSmkaFuVUShFGAQDyaP+A36NewYO6p5TCCGGCj1vdEyc2ABIQy5xlOVMKgnkY8MMDJRVnnOYMAjREg2KxSDQtCqNaubbSrIs0ZEAW6gsGIYgYSjMnUWba9WAel11qGQYSgCbZuJsHSZQzrgDguZhPp/32faKBV557/kuf++Tu7s7u3iNHFTqHw0nImODQnGuaclximsS0dYzhvDfpHh/FvrO2sVgo2YgDxhUXiqc0T6WAUiGlgARQAqTFLIJQI5oJIRLiSTFdIaxBIJRiEggAlVISQKCkFIxjjAGAUHsS4kIhmQQSSCiBYpyLXGoYY4wRgkpBzilCGoQKCJHnGaUMIYwQBghBiCCCUZoAABDGhgEAABAhoKASXAGAENTIv0OSSfnjczD8az+vlJLo5AmEQUolpJSMC4QgwsgkSsiMC13XpUZyhRRXgiti2Y5hxZxrWEvzdL730DCM9rivY20wHTUWmpIJDWppmmdp3u13XMedB2OMEZM5MbCu67qJ4mwGlBZHEUCSChknyWA8LhdL5VoBxLzX71Rd9+7dW7ce3JlO8lsfHZw7c3Vzfb1cclrttmNXPvfZF0+cetateDdvfvDH/+qP7t++tbLauLh9uVxbizLsB+nB3rhQsgyZW65ddusnittcMSlonIt5HCimM2UYujEcHqN7O2cvXAqmfq87GPbGrlOpN2pMsmZzsW4XQDRaWnM+89Jz08nUdY3d/TudVu/nv/wrq0uXpVqrlK1vfeuP+p2oXq8Jan76k1968/VbxcIalOrowB8PNLfIOkdjy44moyyYt7xiMp3Ph6OAGAgk7PDh4azf9zx352GS58nJUydbre79+49ZcswkDOLYsswoDgN/5NjSKNnVkus59vHBPcumN2++ef3DN1c21prNk1DGP3x9QHP+7rs/OH1mbWmp7hQNf+Y/8/QLrb1JudiAgEBIENY546PxWAEQJJxLHvTmlulwzqIgeetH37l27Wyt1oxDzqIwmrcN5D997tTW2mnXLJgWNZwlITUCFBSVfidD2JgHaZYmmuaFifAS6rp6ECeD6RxjV0I54t/Z9QAAIABJREFUSWcZjsbR6O0f/NDUaL2ECgBaKv/iq5/YPnF2eeGs5MXDKRTI2ovyh+3D9DDEmDu2SWE6HUQvvvCxr/2Nfy9K8pxSouucajFniAPKGZcwS7MwkG7RNG1XIRJN/FGvddS5H8aDLNlXTJULRQQpk6Fuagqqfn9Ac16wiyKX9XKj3R6d2br4j//hP+Mx0qTOKDtz4RpHtFxas4zFjDEmeas3KpYrUZwblj0cDvq93nQ62i65eZIuNJe4rBRLS1mWhfEgibvzYc+0+zpxoSpdvnjltVe/kial8VjGMWMssyxU8LCQOZRA09Bv/tZv/sZv/gbCQCdw3Nsrl8x7N49N05jOs8ZSIctjznPTgkpJQzdLhapS0DacXr/PFCo6lekwCiSNAzrqdoWimgMZhSynjCauUyg4JZmH81mUpExDJjHIaDTK8iSnWcFyCEGDgS8kV5IQ5DQb6x/euBMnFGl0bXWhUiq1Wy1GmRDKdQp5zDtHPQ2QLGGc83KxTnNWcAq9/jiJU8f2gnkIALBMZ7nZPD7sOLZbKOgXL59Js3A8nvV6Y69QSbOIUbm2ts6p1A0nSSIu7fEoSDlWKMqyDCikYT1N493d/dOnT7Z7bYg442m9Xm82F3w/jaLYKZjLixsGLu0/OPznv/cHW6vNv/03f/bpy8/de3hw7uKzulEOwphx4Dq1Z599OUlnb7z7I2KlfjDc3DyRRoZZhP1B5+TJzf3dg9WVhU5/r1KyJ7MhpfFkEmFkcWHGAYtjtvNof2PtCiFOuVAcT4YIUSkZwbOMZUed44PjR6UKlDInOvTDcWOxOhgO/Ki/ffaC4529eesBALRSdeI4nfkx1OxrT200F6qHe+PZbIyzZDprHx4OVlcrnIFh30dExxDZOjQ1fPuj+5omT5/Zch2XaOZ8NqvVagf7429/99uzKDVM64WXXvrwg5thMteUcenpJcMwgsQXyr97/9A09e3LzcVmtVD0StViLpK9/X3KgO+z/f3Bg52x7oiz59ZMUyfYnY4oVJbv+0tL1d29HSjtv/rhB+vrC4EfK6aZjsWZ0e7OT2xtuF4zioRhGVDDJbuaJZgLEMbzt975SyFIqdjw513PKc2mCZCZZVlFwzl15szh/j7n2emzG5ZtBEGytr6ilBRCOI5z4XxJ1x0u1drqumGYo9GoXmnOg+DoYLC+Wg9juft433Y8iLXllSUh85Nba47j3rr9mOhGrdZ03OLR4fGjRwcrq0tI07gQzYWq51R7nbmGNS1Lw15vF2MdY6IEFFxhjCUCQoeTOJgGvgE8KEB/OGjWF9I01SGRXGGMMcZcSQmBbhgLCwt+GEmgIMaarimJINCU4gwCXUOSgSdDYRIoHWlKIiGVEhJAmNN08+RKf3RrPB92u48so9p94863/yLZ3FiTApzffu6XfvGn/XmSxLTX7qVpFkX+ZDykwQAkrN85undwh0tVLpcYkxWvWfHqKjdmg3TQmmoa5JxhpPc7ydaJ9Qunr6yuLnNB19c3Tp8669hesVhZKNZ0XX8CHOCcE0IEV0pBnVhZlk15mGUsSamQah7Mj44f//AHf3rjxtsa4oaOVhsLn7h4+Zmtc2nOFNaCURykke5p8WjPAL1y2RyNwXB0tH/cMgvgoHN4/e7rl9HT02nAIfKjCMsEi9D1zMbKAk3Yux++XSyZlM1s25Q48WMu7GKpZMfJPE1SSnPGOIJGyqihu93jSbVWXF5Yc119POlFSchzuvd4Hvn81MaJMBCWUVxZtDc212xLf/nll8qlpm0VXada9GqSy263a2igXC47tluxBaNCNyzHLe496vl+jLEOUeLYBkKoPwyy1CWk2GkfdXvDR3v3/+r1H7726S9f3b60f7DjFqq6XjAtD+ma47qvv/3OaB6EUQqRrhNT07Rev7O42FBAMJYByKmire7hClp2i1RJRAVM4jQMpvfv+RAqy7IoZRI86YxyArDnFZebywvNxXq9LpmoVKrVapUxJgEGksXBLAmnw5yvVJtUoSDMx/MMIgMj+WDn9uXLF/ePj+KYMoCQpgEipRB+PHrngzcZeDifzzOaN5uL9+8+3t9tfeoTn/1f/ot/GIV55Mf73cft3mGvf3jc2e3FE2zS+TQFsZZjziOJHZ3msVIQAmAYBnrSByBYASCk4JzmmcmZZEgCCJCGlAJMUggZRpqmGQBJBcUT8hfEUEKVZQmEGCGEEIYQIgShQgBBCIFUUimJEBSCK6UIxlxIKTkEQCnAqDCIIYSilEqhENE0TTNt68krCkAIIZQxCgDgUmGMiW4oSX/8FQCEkKZp6q+puk8EEBoEAkEIkdKwEAgAwLlUQmoaVEICTTFOlZCQEA4VIFouJUSA58IxdABwljGBIEQY6yTm4ubDB9VSlWAtDmMlYWO1hiHik0xJZhAYJ3NEXAkh5cj1qhnVlABSSqjwxsJqmiTBzL964crz116YT6a7j/cKlSUOXa+8evvu8aAffPpTLy6vLp/2Ks2182+9c+/b/+TfTkbtheLCC89cjKKQcDVqDaks1JfWoSYBoPWNshBKAjwYdj2vMBqMiq5j6vbIn1vlJUNHiws+Z3zU73V6w/F4fvXile3tbS5YnMwJNAjV85zF0FtobOtinPLp9nZzdSUTchXIFaybj3e758688Eu/8A9efPHZsxe2FVYvXHtQcBp/59//pX/9jX/9L/7vP/jilz41GB7uPLrjmAUIdUvzkIz3H7UMUxNzubRUXW+sD8ZdfzRIUr+tsUG/H44H77/+58T2pKZTSk3TzLK40XSVhI929zQI261QAvzR9Ye5mFSbaDqn9aoctsIPb9xMsjnc65QrVzrjGGP9wc6HraNBnirHKhcKNc7UdDoLo/jSpUs0rQolkPIOd/vVWnEyGgV++6139ksl07Gqn//Ui465vVStL1ZXJHXLpdNSlhSwbt++uXliaTqK2p1RmvFCuUGZ0i1sGPpBe7yyUo8YKDZXjo72kSajbNgaHBx39yQbmobuIPv88smfefWT1cpKlFn9I2k5SwsrG63JUd8fJ2JgEJD5CYZV17PiiH/+1Z979ZWv5RxmLJ9M+8NRvLZQslynoBEIUR5r+/sHkHHg2poBW4/32wc7cd4dzw5S2ptN5qvLS0DkKY0gAWEYZHmWhdwn6XQQEd12zVqtsrm8fD4YxVhpjPHljTNUZllGEYIlq27aTm8SHOwfLq8uX//oXYyB1PL++HDw+OZbN4VG+KXL16rF7dWFZ6qOB1WSsaM425/M27v7x5cvbCWp/uBhazBMOYfVaiVJha6XiWZINEa66bhGc6GilEqTTHIZBYjmOgKFLEuxAZrL1WIDN+sn7tw82nl4/M6700uXV6UUSmj+JBE27h1NeQwwBBgDpoCWAmyOnaJV8ipxkCEgsoTTTBJkzCchwNK08cc+/sK9e7ccrbm+tqzrGACwv3/IeXqw16nV6+eaNcZpwvx2+9C27Hme6cREEuiaOZtOXdsSQjXri3u7Rxcvb2R55LlFjFzBgaYZURSKXHEKGrWlWdA/eXJ5Mu3FcWQ7JccuI2CWPNewSKcznY5jIdz11dU8CymnSRbpBhNceG4RI8zZBCG083DXtEihaI/ikHPBKLMt259NICCGTrDJn7l29kuf+8xH771/uHe8vX1pZf1afxJaTllEkUJoHk7dYpHYqFh1EjqOskjJMVLVwdG82WyOBv5sHnTa3cXFeqN+tlIqffNP90+cKPW7E9OBreNuwa0mWcRlCrgguoEgA0DoOhYiYCJmchRmx52Hx7Ytip62d9jtDZwwTi9fO297HBFjcaXguTXLKCGovfnWG1xFp7YvF0sWIeDoMOGM7jzqLiw66+urs2nUqK+Gcc4p8We5yDNNh42l5Tu3dwzDLJUq49F0dZX5IZ35WZZjz62+9/aDJBF5Lu0CMMyc8xBjNp1MEDYXlurNWj3wp4PhcXuYnLt0YXG5cft292MvPXW8381EtL5WP3Vu+bi1ryC1PLLQ2PjL7x3evbOjOAAIIAx63bHitpRa7IPWkV+oskKphBGuVAuTaSdNs2at/vDOkRRAAbG8vDAbgY9u7FQqBcsudtujglckRBOC3btzl7HEsMDqet3xzMk0X1lZzvOMMfb48dG1q8/5frx3cIQwSpKkXq/ks+jalWu1ervd6V25cv7OnR0/CCnNKE0XlxpIyuFwVCw6XMDZLDg67mmaVqlU1tbXdnbuF8slnrNQJvNZLITUwnSeIZ9RCYHuWAXOlEglIQYAxNWczrynbB0IEMYx4xwhrMS/i3kQADRPla5zphAGeZ4hQoTgUkkApZKSGCQHXEmgIayUMkwMhaI8kxJCCLkUeWIDWRDMTOQ8T9NBf4iRajS8VIhi0d07fKtombXqGuJotbmUZ1LXtffffzedRz/48z+HEKye2kRY+9grr9TrTafgRmEUx+FXf+YXEVSFouu6juu6jl3wvJJl2RAChJSUACgkhOJMsSxJM0ppxBjP0jxJkjxjSZrFUSKlOvD7SZwrpQEAEIIY0zOnrt26cQuydGlx6aVrL2MhZT4+3H2oGQhAKQRFwvrsM9dGm0s5TcurJ+h8Njo+DPvt1XqBBQNAJ5LNKWdJ5I/HIx0D0OeVcoVR4ac+Q7BQgoZLXIHCWaaoNp4E0+mMEM00TQRQGtM8V/MsMw1XpqR/OD97/tTlsxv1WllJDIF+7sy15YUtBA2d2BDbeZ5Op2OMtXqtmWeMUQm5Pe4PNFUI53MEaLlUoDwEUCVp2u0PhZSaiYDKFYoRcaaz2Y1b97HmQqiIUdw6ddV0UZaGayv13qjDmBpMJ1mmsG5TLudBNI/ijCMJFICCqowygE0eZ/MnISDGEEDkFSo5E9I/zFO2urT1i1/9ehQmaRpTSoMw4ly5brlQdKWQnltAEBJCEES+HyAAJ5Mp5rBSqWRUTGYzgBXXjAiA3eHEsdxoHiNIFFMMc2miO492dGJkeRbnecpYTul8NkqSKdHkqP+BH2dxJm7v3Gm1B/4knv2b+Wsvvuxiu0Icd+XM1c1zCjAq8zCNWr3Ov/3utw86R0BA7NcEKqZsB2GIdURTZTm6UkxCnrMYQKbrWNOWgjwcTSbVasV0TIAZkIKYWCkgOc1YBjHknGkEaxpGCGo6Ipg8efyXUiEAJQRCCIiQhrUnQDENYSmlklLDSAEIgXoy/yWlBEDpGlEEMMazJKUMPMGQSQgYYwghBQDGWEiZUapoDgDQNA0AgDVCKRNSYowhhAAgpRRCACgpn8TnmiaE1E0ihVBCAQ1jLCSQAAKlGBNCSqAUAApCQ4+kRAhC20mUwpBQLpEEeqkSK0AUoIRILrujjoaJ53iNas2fTzUTG7oRBqkE6uHO/dk0PnP6TNFxsEI4BwY31mpbh7vjPTBPc55l1tHOnGiFra2nv/TlZ2plvd+9f+/hh0ftw0pzrT9J9g/ebxSbqwt1Gsc2wq5BXNub+HJwdHjp2kXHNe73H7iWl/hJFqT79+++/PIrlOZhEjIknnr2mZVK6bt/8a3V1WVCpGWo8+dPXnn6UpZmBMlGrdA7eoAIJwrLLJ30s3mSZ4pBk3CmDYfZuH+fgXQ+GdXLztaJ5dm0f/d2hjTjYy++FoTRD39w17BX/v5//T+urFbybPz9730TY7G4sFAqlr/1rW/9B7/8dSWFyCvra6uOa/6LP/x91yES5OWSN5soUxdPP/WCZTsPHz2Cjj6bz7AwJ4N8PBo4BcN1bdPUj44pm0UCcCDReNS79dEjKVzK/dms67mLAOTj2XA8mgxH/XAWh0F6euusV0J3H95pd7pSys1TBQUSjXBK43I5RyjZ3i5vnPxYo1nSNQ9Ib3NlsVpZMEm5Vt8sVzYkMCHUOWWvLi+xKNKIvrK4njPxzvu3OCAZFzjDWIcH773fH7QIgdVV5Jh6I7aqduHC6rli6aWiUz6xerLm1QgHrQHW7OWVzTrgMpz0UD64err+4H78YGf01FPnil51Ok6euvLUudNPjQbheBKGSegUdaSBw+N+o9JwHYgw8Gfxo737AFKARBhHD3bem4WDhPeyfDj3gzRTjGWccdspA6woy0vFUo7FfBq8+hOfzClQwHzu2Vd7vRhwLJnUNTKZpUADUgIuooyDSZCmeea4zo1b70GcBsnw5u23MWYlO3GLRSXB0I/W1yqm5WHhmnrZMWyLeAXn7OICAmL9B9+/mzEcZ7xYLvYmHUNHVMXlYgFrKqF5TPnCymKSzhwOkyQWkuoCSDX6+OeuuGUNGrllGbnKxsE8TLkUYDoJbMuqVzeee+pSEubxei5yladcSslVLglP+Ey3NMVlnuQQqk5rbpj66dMb/cFgMg2uPrU9mfQ3TyxjVJ7Hk91bjwKfb24spFl8cNjFBJbrHtBU6kd5GrEsc0w3z/jEnxe9kueYSZRpGpmMpwLw4XCMdUFzMRnH1WolDEIM8bWrl/u9+c7BXq1haRhLoRzLDfx4MpxTNj1/4Vyv14piHud8vbBw6uTTDx7eSYIeQhqlabFQTnxKoEEzOZkGpZKZJCEhtUa1gRTKsyzMcsmFCU2PmFAGp08upOleFLeef/anIdT6w3EqVOqPsYIqzyfz0Vvv7TaX653+MVcTzysIpsJwNhnNdM3gnGJIPLdy7doFBFXgs5Mn6hfOr/pJ5hUX+/3pdDaxzW6rddisLx8ePwKQWxbKRc6pnPnj3f0PimWwdWb17Pa6SfCDeztSGpjwJKVMBVGYnzy1VvSao2Hoz6OPf+LlnEUaAb1+m2WqUnKJbjYXmpbpIWhO5oFumSBM4jjrHI8rFfLaay8gApoLzVarA6HOhXrw8HEYhwAomhg7oy7GtmM5Lz73qWeePvX+uz9ot1tTP7WsGlkSXhkNJgcI4JW1pe6w1+q0Td0+d25hMOy2OofrJypbp9bTLHe9guAM8SxMj85fXVzbbNy5+Xh5g1y8eLbgFXqd8Dvf/AAoWKkVrz13gZi41xv3Rm0mZmfPXtjb6WYZgxBcuHDV9UwaTzWsI6RPxrOFZiUMI6h4muaOa9iuvrxSrta8mx9dd93CbDadTqdxHCsADg4PdGL7ftRcqEkpsyybjOc7j3Yr9fLm5ube3gHRMQvDcrmsFO90uivN8mg0XVxaGk/mrdbELdi25UCojo6OpJBxHIc57bUPA59LATRA5Lt337x46QrBqjs9qhUaCGAlcpAKU8C67vqKM8YHwx5lGRJICYAhBgoIKZVSOU+esDV1DXEFuRRKKamEkgJABaFC+P+XJykAlUYIAiTLqeASISipY+JK62i6tGTtPWpZpn5qa63gGu12t9USBb0+7/xpvbrhmMvPPP1x6WgYwi985nNf+Zkvup65uNiUWC8USkKpjHIENaWgpkmMSZ7nUjCNYAhhFCZRkE76oyDw4zhIkpQxmcR5muZMY0opnRhPnL4Ya0929yfiCa4IVxIhTQgIhVIKFLzCpQvPtQ92RK4f7Y5Ts1Is1556+ZU46CoR6xACgVxiW1tPJVG69tTJbr+/vbT2VvG9Dz682WhUT1RKDdd84923h4NukMqcI8smh8f9pcWVrROnyxVtOm+NZ3Oe48E4yCejl19+Rd80lQTtdpt4ZOHimm0Vl5ZPNhor9Vqt4NqVasm27Sxlk1EUzKKF5koQBF7B4VRQDgaDoFSoZXnSbY+bzTqH2XDYyrJMSmW41iwM0sf3bccEEMZxhjWdKUmzhDIasSgT/nvv/whhTWMCQpwHU8Gp69ULRatUMYtNYz6LNEwYZFk2YRIwleQ8jFMxm4WWZyENGIYhVdYdHGINSsktk+R54od+OowxmzIKf/lrXy9ZpKAXGbOZ4ETflEqr18ut1vjoqK0pbaG5wDlnlGVxigC0Dduf+SxnFtFVzilgHCPDtnzfj2PqmXY6C1M/ntF4lsc055IxzYBJnsyCEEKNECS4b5kqjmZCwt5wJJCZqmSWBUtLjUoz1LOJyhinLssAQBoAug30s2tb9ud/4b0Pbitovva5L3peabf/+nFrb+YPj4/3p6NASuUWDMe1bRcTHRz2kmAeDDvDaWd07uIphXLdFJoSEEKuuEYIV5gyKqQEQuZ5puu6JAJCBAAkmoEgQgAo+ONuKwBQKqmkggpAgBBGEEEhhGCccaFBjRACIVYQPMl3BWAYYwgBZSzLMtM0f3z5VBIipP81cxcAEMcxF0Ioqev6k0MthDDPcgCAeIJDgEBDmsJYSgmkQggByRCACGEFkYIIQiSVYgIoBRVXAElMIAZIPulAIEClBEIoSgUXknGLCCYBYWI6j4NpCgFIw8wyHV1zWDrYezyzjeNTG1u1UqO110lDTi1DQI+45U7nmCvjC5/5uWtXX9h7fNQeTv7p7/6hYcxLJT4NOz1/v1JfeuH5s0vF8xpzIEOeY0IMi1VTt8DDR8d3b/7o4594JYiSSrnu6nYnOJ4Ou7c+eLs/HlYalUnsr2+vDFoPdEs9evxRq/1QN+znll+5/sGbRDd++L0/+7u/9ivt43s0Gj979dp0MBbK2b7ysUmiNLsgpURSQamghUsl0Nq9Yxs0zTM/IsQsV+urWMNE81SuolybzCSE5OFO5/HOh4LHTz11ZT6evPPGO7phf/yzv4ydUpCnP/fVX3UdI8sixvhLL5uTWbLz8OhLX/ysZaDZNPyf/udf//LPfSVn6T/6H/67F55/Oc+zN19/Y2NjzdLD/mQ3j91cpF/7G1+9+dGDP/mTb8QRPfPJc45V4eIR5UGnG2QJnY7n29urO48/uHn7OiFkPPHfeAs/89xFmXPGs1ar3et1hMxfeunFlfpZSauSV8KpPu2D6cwP4uurG5OExwgzgmTNdD/zsU/M/YmhBMC6YWqCCa7yx7tHEuRUJo5LOODFamgj2CgbzvKJamWRmBWOK7kqIFJhVKvXy4zyMOkNWh82auDcqZoQi98xPR2M20cRbZSfufza5fPPhH7e79wihumU3G6/qxukUq7sH7eXlmqGjd668e5wfAi1KOfBvXv3wiR55/qbaycqm1vNRrNpm2Q8GuqaNZuGxUrJtoz2Ycs2CufOXPjv/9vfDOM8yZBbqLEcd476oe9vbq4ahq2Q6PR7WUZtDfVGg9v3bo3Gw1LDfLjz3nH7VqWKAUrtSrVQWD679exKY8vGduD3aJr5s1G95rgu6I8yw97s9FImsASguVA/OD6o1kpBwuZR8NG9B0iqNJsjYvzC3/5qlHSCsAtx2lwo5ywdDPumWX/vvTtV2wzDIE8ju6g7RZAEoNXyNeT/xq///a/81C9lOSOaC6SuabjXG2U0XlyrpyzMafyv/uj3f/1//ccaFhiDhYVSr9e2HXfr1IIEXNdUc7mxu3vs+/Ni1bz61In5JMzz/MRW03SsUtUNgnkwjQQFuqVPRmEYxMVC0XPc1RV47/Yhy2nCqVkC/WGv3iinGZNcslxMR/NqpdTrtDvtkaaJ+SycT+cHR4er6w1/ngqu1pbXJqPJ4X7fsAzFFODKs8uGVoBqbBvQdo3JwGcpAthwTMts6mHk12p1gxhZkmEN0oSmKSeaKfLcLZsvvHytXAGto1vPPHd6Za3casWGBZSUQKMqh4xH09neeL5L1di09KOWrxPIGHM9B+NmmmRJkkoeP/v8Jdc233jjjYXGsmSpobs2gHfv37Bto9nY2H14eHx8vLy0AnW2sV5rNO3JrMsyWko9o3h2OO0yEXGm5lHUaCxCaFA+0HWTMaakxig8OupMRqFpuA9ajzdPrAx68+PWkUPKEEKhEq9QXFwsHx4cZ1kATFmpWjs7nVJZv3ptk6m0ViwvLG0dtybf/YsHzz+38MwLz0EI9/b2Ood9IYCGdJqzdqd97er65om1er26fzheWz/vy539R0cHRx2kjAsXLltmSUIxC3zTgSc3lwpF4DULNM/TVGVZHoQT28EnT6/kmTD04vmryw/3/rK+whAMnttaXVgz33j9nWee23AKqN1tzcPp0soqYyQMUwUAMeAXfvKTve44joLr7x1ahoWxmYSDQtHWkMIIQACiIJ7PgRDx6lrlxIlNQszZ1GeMJUm2sLD0+HFHSeYVy2dObx8eHhwft9uPpk4BrK6uV2vVJGcPHj6qlKs5pcWCd/Xylbff+D4AmmnYrsPL5QwASPM0jlgUhs1mU0f6fqs77uTE0pVU8PbDv/qN3//PqVLlamOhsQIYLtk1Axh5KjHSd3cPpjrCACMJf/LTnyeQQKYw0iSXP9YpYY41nXEwHE8pl0IChSDjTCoOoVJI5TyPs5RLqaTEAGKJlIKMcSEB5VznJibx9//yj5uLxWqxUa0srK4sGAZyXatYqFQKRQNprtPA0HWdGsGWrmsIKgABQEpwnlDKBUgzxrhI0jyKYikl5yyKozxJcxpzKTlXUgAhhFICIqWUwogAgIDC3JQIIU0jEEDGGaUUI00IQXTCOfejOEoyTTOlglJJDSvJYouAQa+1UK1tnzplGyuMjWk2BHwGWbRSr2yuNFkSSJreuf1BwBQTnBgmMS0u5KnTZ8yC250Mv/NXP/jRR9cBKYUpwJqazKaN2qKSst50MEqyJCLI5RlZ8k799m//E84AZ4JzDjHyCkWAtFZ7nqYKY0WIUEpp2IhDSnOkFM7SqNEoUhYIlcexwRjFGiYEZ3mkACUE53kshKSUZhlRgIfxHEBBGadUQagzLqSSaRanaVyvVrjINAO4niGkQICZhuCsZ9uxVDOa65IjzgjNMGc6ABYh3v5h9+t/6z+E0JJKhcl8OJwCmHe7u0HQmwdtKX2N5JouCp4J48bJExd+8rNfA1wXHEjJMkYh1onhxol8990bWNMc13Jdp1Qs+IEPgOJMQAilUnEUA5pBjWScBVlKOQUQziZjxyQ8TRWnAZfK9PKYhv7YLSA/mQmAIdCBZMdHD9ZWK57+6Kg96o2iIOVLa0t5Mn/q8slrp5ccJOtFD8J6wSshaOiaA4AhKJaKxLFiTPNs0v0GAAAgAElEQVQKdaCwZldMGyvI0zyO0mQym3aHnf7wKON+mgfDoDUYDHx/zkT+9LOXTBchkuYs0nTND4IsB5ZTMQyN8RwgARFgnCmlhFJCKIwxgghAoADARIMIIYwghEABJaUQQkGFMIIKAgCAVEoqKRUXEkCk6QRCSFmOEIYIAgCkkAjjJ8hbISXn3NQ0hNCT7PbJHyWVetKg/XEPAQEAoRBCAoAQAkohCCWXkguEkGYA+QSlizAEUEEkpAIQYY1wzrngCkgEIYYIAAUVEEIoIZVSpq5BCE0gDN3iCfDHkWKy4Hpb65s851GUdtuDdrtba1Qb5XoapA7xGrWV3cedBzud1z73My++8qn1ja1Jf/Yn/8833/7RO9tnT2koLRdlknZ292+aLi7VSp2j9FPP/a2as9lvDR0bAyPnkDFFIHJ+9Pb1p595BleXCELBdDrp9+MwKJUKURKun9zcOz4wHbt7dDCfDq9c3F5aXPD9pFRbsr1qGETBbKBYfPz4zsbSwtrSIlTKLdQWN89/+4fvAaPw/LPPiDw8eHQvlvzZa5fuXH9bpP7Wxtp4Njed8tbpS5N5HKdUswpOoTafDgs2uv7+D7K4UyqhRrPyf/3+v/zqz//K2TNPDYUGpIymM1NDNI1omiytrBO9EKdgMk0Ljq5YbJquZXnlarXTOSIEEAIIxnt7uxtrG3k63zu6G8RjyvknPvHZP/3mt46PHxeKOE3Cn/rCl27uvvv48ePlpaWzZ86e2jp58sTpbmf4X/2X/83G+knDdL7ysz9XrWPOZBzncRJSkZTLpVpt+WA3iEMHqXJKc8ZEGCV+6Hslu7bgchlrQNBZ+IVXP1ssljlUewfHrW5vFkZTfyoAzXKfcv/mrfcqVZen769V61949uWqUdzcOG+XNz58NNTLG6XGCd0s0WAWj/eJPl1cgpPZ4TvvX19cOr997tU80QTDuqZD0/Mcj6Z5HCdxlhiu0+73oyQSjOdpHsYj29OOjg+AFh/37rQ6O1EYum6pVCrM5gPdpAVrOQp9QVno00p15dHuY9NSG2srecC/+NmvfP1n/y4ViEky9ak/TzSMiIagUisry6Ztvvv+jQeP7uqmEafJzB+G6ez23R9xMS2XcU4na2vNldULW6vPbjafM0GVhhN/dlgo4K2Tq0JlWR5mzGSyiLEFoD6eBAhjheBoOo6S+Pi4E4RRpZLaDpbKP3W6CaAvZHB4tDOdj7u9bqlcns/Fw50W0dXi4rJplGqVBZsYgrJ4nqRz+J/8R/+gWd3Kc440CxPr6LiX5pTo2POMSq2gafAbf/I7/8f/+b+VK06pZPtBMJ0GXADKqVc264sFTERGZRSEJ9ZOmJp5fNgNfTboj599/gpAYDwbEul1Oh0pZKFQKBVLhmH403kcx1EUJnG2sbXZG06KFbh9dhMqo9/zNaRxnkynU84Uz+TCUmU+nzoFnRi8VK5woUql+mgyOTjoA5TWSoU0SD27rBMLINAbdZurdYngbBy4ZiWJabNWp4xub5+hLPGDERc0TqPxeAqB7jkVHaAXnjm7tO4yMTV0bGolS6t12z4VABoEaEiHekb9nf37YZxJSGzPaXd3Bc/TWChu5DSFiti2J3hyenuZ6OrRwz0lddfx3ILZGbajLPecIqcII/vLP/XzGsbXr/9IKV+3xPb20kLT1Y1Cp+e/f/2+YbjVYilLppoubE+7c/+W51Vcp+h6RcctTSehP8+EgI7jxomvm8rzrKPHg1a7de7CaS5YuVIMQl9wYdsOTfOtrVNAsTQNchZ1uj3Xq9o20IldrdW5kFmWnj139mhv9823bnBOOBNXLp1u1E2oslqtORgmXJqlxXQ+jsMZZwnKUgAJnofTmT/4+E+8oGvAtY1HB929x10gNa/gOq524lTz8d7tkydPCg4FQ1in3c4wDZmhuwWnhBBSECZJ6nqF1nE7TFIhwcryhqbI/t5B7Cd5TkM/cRw7zzhEehYz3VCNRn1leeO9d25CLJ99fjvOussrjf39Q8GJ70e1ehECPUmytbVTx4e98WyOECoUnLk/iydZtV4slQvHraGErFgsJXGGNb1SLus6Hva6CCHbsWf+TAHIGHcsJ89ZrVKbjv3xcKppWhpxxy387u/8M21rafn5za2PHt7l81FkgOks3s3UqRPna9VFRplWRCLJNazTnA6nvZXmMuBSAQWg1IgOIaCUcSkQNgxDi5JAAQQwBko8USApKaUASgDOhJISQMQYgwJwLgDEQoitjaXtM6t/71f/ZqVYShNAiJ1GYU5jwRVUBkIKQsq4MgybM6lASnNFCBkOR/fuPorjRCHIhZAKCSkx0S3LYiwPo0DTsOdYcZ5CpCFMEEKIYIwhgIrS7EllAgIFJSQaxhDquoEAAEI+EUICwZGSBctUXGi6ngvJBeSAFavVWx/eONx7/BMvfiyH9uH+3u7uzVMnlw537/3V97979eL2T3/x1TNbi5qjbb10xRZFjehhlCCEH+8evPX6+5ptTdNoNE2TDOkIJLHvFpxrV65IgUfDCcsUU2I0mBdtfTqMfucP/1HiAykQZ1ACJKEQkmmGPhhEjBFCAEIsSUPGKGfKc6pRlLmu+f5HH2xuLWpExixxbC8Mg8zPFGDjyUBBmWVpmmZZSqWyIBLFkhlE835/6LrFYrEOIYZQcZBjGzCZ5TzwXBhmLdezAceS6QZ2N1YWDCNIcjIazqaTDBK9UmjUaqtFb/FTrzRXV85qGvQjMBxHzqJ/9twyUJlGkr98/f9ldARQqBFm2cgC21cvPU+AmQtl6eZ0FhMDhUlIBXrzretJyhWCfhyAgag165ZtTKdTxlgYRYxxCFEcT2zLgVCjjFPKdJ1QEc8nPtKEEDkHOJtPJZX3HrxXquDmUjnJuOCY0bzduZFT+9SGbpiGTrhJ4awf5zS9efPB8lJBsvDx4NBEjoY0HVsmMYtW0bMKJbcYTsO7d3aCWZZnwnHPrW2ubp7cwoYNkLXe2D5/5mVEEAc5k2m7+9E3vvGNERoNxt29W9NyzaktOk6hVHZKiyWcpXkQzsMgUFKajmEaOrahkDJnXErFBFcQCiUppZxTLgQXghBiEEII0TVDgidYY8mZFJQhhAzDBJBzKTgTlDObGFBJDWpKQQaUoAwhDAFEUkImqFQYY6XAE9YvZ1wqRQjRdfLjNq2CSiohgQQKASQYN02iGQhoUikFsC4Yk0L+tV9QPOEzYKWgEDoACGtP7GuU0pxSUzeQhiFSTxZXyqIJ7h/PgkkWzxKe9tyPLfqTOdH0IlkqbKxhbEbzaHe3D0G0uensHQ2CefzWD9/4+pe/Pj3ufe/b/+b1P/uOV6l8+uPPfeOP/6hRPQVlkicFmjPbdovFglOoFEvLQFUcD2Zq/P03v80EOrF5yfYK/f6sjgqtQf/hzr35fPrVr/38yspKq9Uqlypb66eJRtzPFWwTm5qKw8Cw3ISiWUjPnC47JvrwvddFljaWm1wpTamU5/N0sLRhf/O731lbt5YqVZqOImoG89jUS0oQnhmdg2mxjq8+XfiDP/znu4d7V6699KlXv4QBjsK86FY3VkvEiN+7/haXxvLadkateTiBQq42Gg9vfVSwSKNSjKdDhcNidaXRKCCsSaFjbOYCHrd7CIDID6RIktBv1qoFA+1Ns8XV7RO2C5Q1HqsvfPHvXL28uXtw4z/9e7/6v//W762eWg1mqGCD7/35G/A1Uqs0XMf6tV/7lXKlefrUWc6lhhGBNc4sLiWXoWGTXn/KGWEcCpELovxwphtys1qYTvoqZQXHVgoM5qMbt9994cWPj4J4r3U086dRGinMsnRy+85bSTqs100AJufWNohAxUL92uUXUm58/52Pvv/2zS9++evNBRb196nfW23qTrF46/673/3hD/4/mu7r2bL0vO/7m1Zee+2cTz4dTvfpNLExAcAMBgOAAEgAIk1KzAGminSRKstJRVll2uWyyi7rQtaFS6ItFkVSNC1SBJiQDGJADDg9safzyWmfnePK4U2+GPuveOq5+H0/Y4/++otfzdmblZwtMkqT2JcAApRzrHI1r2gag+DR3p5TsD64eydNF62W2emcaqbuBmMBvUo9d9o5sU0z9hcby9VGw9ndH3d7J2tLqxc3rv3519+o1usXLy+tLTdXGuufefULgipnJ+edwZRoDlI1IJmhKYqCdw722+21RegxkClYZGJyNnzw/gc/NE1UzJu2aVua8sy1j7eXn1tt3MJpNXN5GkTT0eDa9sulcptLDAmeLMYZZbZVIsheXV4nClE10B0vfud3f6c/HkgABrO7vd6Zk0OP94xqNTefDR3H0UyLZianTrFoPvdcM04CBDVNtW1THw1PV+r1p64+zUOzWa2GXsIFsEzt29/9LtIM3cqhCGTMUjVdU4gA8e0Xb00n514wZjL1wkhVQK5Q7PWmuo1LVSdwQ8B0GhPPD37pZ37j63/6F+Ne9Phex84ZKUung8D3A8sydUJ6/kwKCgErluxWc8XOGUvrG2+9d2fhzVUD7zzcr1VWZ5NZGE40FV6+sISBqpumpq0qqlquFKM0+fDDDyfjkRTi5ZduzWYzEHm3X3j2+Oi4WCobudw3v9cZdSfI1CiTfuzX6jUVappqfO9vvlcuF5yCEQRzRVGghJqq0ywDADTbS4apBhOaJkLJWQCRpVYjDEMmOZfc97pOzliul45Pe/3xdDzqK5oYj2aGUgCMQBlwqrqz+GMvPOuH/SxjioJ1Lf/44dHGZlvBeuAFLPWiKHNy5p13vxXHEaORYWGOpaqvGxY+OT4+OJq7i7Rebjv2cuxTyWMhhG3rlmWtr28Nh8NqtZ7E4t6HTxDS0oRywdY3274fPbx3BjGQXN3f36s3a5xnpVJhMhnzjJ+fnXpeMJ3PllcajlOcTAYvvvDF8XiSZGyxWAAovvnNb9Sr9e3rWxARy7KgTO/e/2BjbclP05kbKprVMraGSahr9uC80x+Oq7XS9q2tfPFqkrhZFpl2UyW41x21WqWNixer9Twm2ebFtTAOl9rrk7G7srL58GE3DQHBWaORd91ZtzPgXOV84Tj2pUtrO7sHve6o3W5cvLziu+nbbz6A0KCZqDWqw4GLOArd8HDROT7sMKpgDPd2Dy9ulX3P7527iqI988zTvV7vyZPT11//5Hye5HKlbn9Wr1dn00m5Ugep1+2O/ICWyjk/jOI4Mwx7NnN1Yhx1R3GSFMu2qkGWyVzO2tzeaLdW3r7zbhxmw/OZmTMEh4qGIYRSCgLj7Meee/HjTz+9P+7uDc6DyO8MuuF+ag8rxWJDKRqZG6dplHjx8clBu1YXgkqAOeNSMs45REBQoBtEVxTOKMKKZEIAIaUASAopJQeCS0E/un/w4sbFermaLxRtJ4cwblkV3UScR5OBj4DlpguMOYIQMICRkqUSIBUAwT4Kf8EMAIExdIqFZz/2EmfSCxYppa7rpZT6QYAIFJAVynnO05QliqlKgKWAQkgAgICc84zJDBFCkAIAVITEnGtEkVmGGVMB4JwRCDhjCoaC4ARDjCHABAmBJEhoduv5Z197/TPe3Ns96sh0ePlqYTp/NAweLl9zFnj6z//Nv/rlX/zqaDByvcUlB9+69XSlUs8yXmutEL3ACDF898l4nkBTVfHGZhVhiHHsueH6ens66RIENtaWwwX/xZ//T6qVUpowhFQhKcQQAJ5m0Q/v3HEDphtFjDQIGBcR5ZFpalkQJgldREASev/xh5alnXS65VJNcJBRhjHhgiZJEkaxppqmVRMgoyyO0sANJ5oNMxn4KaSUKirOaAAR9/0JUcFgMcZqIJhMFkbFvrR9YbuzHzl5ZOc3ty+0RvaiUmrWa22WCU0zNN3iXM7Hi4kXemEgGfWnjhDZB+/dgaBkqlUoacE2JRMZGO882QN0oOG8lDJMPaQAoCjD8bHve0gzM8HjJJWSzY4WlKeqpjLGJACcCwHAOB6hiBBJZCYll7qh9Ebndx+/u3apjXWgYYWFHHM0mjwRmEhizhderbq6mM82NsxWKz+dnqhKpVIunx4eKIpFNLXTcb/+V29d3l7TDeKo53k7j6m/8IGLdA2qNrEapdbrn3hRJzmeCT+NBUKaOSU6AFibLyaulyq2I6BUDNJ0bt6+nt67f++lZ5Y//dlXxrPuYHJyeLzTOxxEUbxwTzMxKVUKOceUCc14ltBY07WUUqyoUMCAhqqqapoGEWScM8aklGmaMso0VeWASSQwxgpGqqEzxjlnBCOiEoyJyijhIMsyLsFHfthHIQUpgIKJgjCDknMOIeScK4qCP3J6///QAeecSgyk/AgwE0xiTLgAQgggAEGYCUVChJBECADBpeCCpRAyDACBAGJEaZYxBiSEEOmI8CzlQGKEuOCaphVztZ1HB2dHY1spXlq/JRJ2sjexdDNXKHYOzzW1lMtXioVmp/Pgmeef/qf/7H/67d/+ZyLbv7y2FM8HJc0omulqQ0O6UEH8iz/3s3GUzaeLVn0rTNwgWsQi4Ihb+YJpNQFKgtl8FgQCKE6hNBjtYFyuJpGl4TSJfv03f21pdbVz3l1a3Uy8BGV6tEi9zFMRnww6gDPNzGVckcgMCrJatBTkbF9/sVCqKxznjVzGo0k0sh3xo1/8cqt+oZlrmtst5uhFW8kRsvfg74bD7t7BW5+78iXGx6rOKtX8jesX4micpZmK8fHx/p//xd/UmjihQbmZ+9Ov/8cb1z81Xkxmw4H9wvO94/39+eCF208jhRx2ei+/+tnZzO3PglprrdnIB/OAgajkGEJX9x4/qRZtyebdztistpxcIcs0BIsQYt+L/uaN90bjh2FEP/2pT7786qc8f/rNb3wtjPwf/OBbg+EjQoSua4/3/YOTph+EWaysNG5b+iUgHYFSylOsmAgZAKW6gRKCymrB0TAPA2wW9u6dtJfWW0tLGl7s7pxT8O7E94MoGI769UZpODx99PitXI4ZelivGqqqPLXx7KWNS63ayuHI7y/G7x0d7ffP7rz9xlLesLkoVFXNACq0N5df+KW//9LM5wXjApBKSF0MMqhRFeSGo46uaXmnoGRg6saj0ezDB+9nfKQbWbf34PzsiZNvjGazmTdFCF29cFlDeuBOdQlBEhMicpaKsKzXa7/3u7+vW3ZCZzTyWAwiP6KLkarq7dbq1AsVTQ3CiAYBkFI3rJ393U73mEpfpNyLe3P3FCsRQorrplcvXb399AvNWqtUes7CxYyzJDyX8vTiZSvnCM/3ObAZggJaCqGBlwEeGBrQdR1IeLj/MIqHKev3xwMiZ2maSttEiMyni/nCAxK387WcXe6cjVTNCGKfcyE4KhWqvdNjTc3OMw8kdLP93Ad33nbym6Vq7W//9vsCAUSgG7i6pqEQ0LPUX7hp5t24eZmyRkZDSrNeb7Fws4zK9mrDyqmYSB0vT/ojInL/zT/+b8u52vbGi2trm/1h3w+9IHKTRGE04zwDgHKRfHj3zu//we+GkV+uXLxy5cLh2aluoCtLy+fdM0zgfD61LItmuF6vNGqlk5MzP1zM5gvbyiuaZpiGphmT6Whjc0MKoWvmM1cv/dJXPqdoKEyCDx4+mbnjSSDfeXCYLxYB5HN/PPPcJEkIJu7Cj2O/UssLwW3TQlBVFbNaLu7tn9Rb7VxuLW/nFCBtXbU0daXZwgQFgd8dhLVWo9WolYrNg6PziEZmDg+7I4iJZRRDOrp262beqTmOORhHYbRASNaq9Ws/+dTDx+/HGZbMqLRqq8/UsMIif060TMKUMVy2anfvPs5pN+MQdM5GCimalvXmmz8wdVmpmmbOWV+9mlI+mYyTJP7hD98cDMYQIcNQF4sgnzfr9Xqvf27n1Gqt3OsP2q31KHULhQJGuuCx4GA0nFtW4fazNx7v7C7c0eXLq6cng+FgOJpObdskCvQ9niVJsZQTIO6NBpJxiA3VKPqRr+hqmHpPHvXG/fnm2roE4OWPP5OKqNvfXYRqqZBXCNI0tVQqbWyWWu1anI0My/bDQDfM4+PhsLfjOJWM7W9dudo5nmAEo9SVKKq3KoLqo9GUieSsc7K+cfH8dPD48aNG1ckSgpEZh9yq6EIIRjnGqmNAzwt4BjWiZTRVFc22HUUBr7/+icOD7snJuWma+bzxrW9+f2Vl3V3ECKqLeZjPVzpnXcyJqpqKgqXEa6sbnU7P0HOFHPK9UEhhWhZGeq87RBgiFHbOzjunvWF/Yhl5wzBSnyPto5mWihAkCAgtjgpJ/On6yqeXNl3Gv/433z1yp8eT3Vh2FVsDTRZM48nQq8wAoLd0mpMcQCiByrEprNRKYSKFp2hZyk91NZdxLLiaRBJJxDAPZZQkKecAMAmwXG61FIhj1419L190uGICxVZQ3kCEC6roMExSBgFRNA6YBALij4QliRCAEBFFEwBJAjIGoKbSVINIM/IKdV3KAn/qlosFIDkGCiKSSZlxDgVHUkAgIJeMQQZUIRCQAkAsFBUgGIkUSQkJolQoqg4kBwgoKmZQxQnNuORAcsEQTLBMe8c7f/DN7xiKpWINq4lVoFAPltZqg71T2ywtbTfv7Hyf8xRj/ic702NNeepKtVXcElBwbVIqC5IfFR4py7V8yqNapbV3cIZhEQBlZ//hpctLUcRNzVEVtP3U1Yk713EuSzNdswRgAMiD472D4x2n0HKDjGW+YUqIlJ2dfYIVDesKIophQIyRQXwGJsFUsS0C9DiiCEkJhetHKU88loBkLiUFkOsaXAQLXYEYwmAxMU0VsswxUBR5YdRJ5xRCJAQAEBuG6Lv3Zw/32u2lGq+L/uFmpkqK+TTxw2mr2VaQlUl8PhwsXF+gCBgpp9KV83v37531j1utciQokIHvscCbIsXLmbV2/eI87ig6moe+t8ACFo46o1yxKLNUxjDhIeURB3TqTgCRioolzFSVhJH3/t0fICgvX9wUItMUdTjwp5Np5+CuiZd0DdbrdY0QL1j8yBeemUxG88Xk6tZq6M+lEwT+YjIJe2nTALofzO1V05vP+uOEQDAcB2eno7XV5eu52fOvXSFAa6wt2UbJNIqaakcJz7gYLBaWncuMzRQKqgCSxXkxaFqUk5SyVIdYDBKDO3/vamETlNcvX6CToUmcja1PvfzMj2LT5EJwlvb6nfs7j3eP95/sPTrrHBZsTSfx9tXVsm0gSIUhBuOxH8YMiI/6A41qlTHKgQAIMowEBFKwOI2lTBQCVawQgoUAiAlVECk5gioQCsYqwAAiwVkiZSoZ0AjJFI5UCAWAVEiRIQkRJFQAKhGThAnucJXyFGGBseSAASmwUCiXggOJsIp8xjhAhHEpAVJVVdcVxlMGOWUpzBQF2oKLjHO7oEfJHKCEp5GjWppQ6no5DbCWWtfLdQsaJWIXV8w33vr+8cxfWb/Zn8mnn73yW//kt3p7R3/4b/5dQym0C4Wf+MqX/n3yx7/w1a82Gxs5Yv3Er/7zG5+8f36++3/82//z4y98sl5ZJaJQdyq4JFLqVpq1D+6dxOO9tZWLOYdcaF1vWpf6w1nqYcm4bki1iJLRYhZ0DUP3x+68e0Iqymw+F8X15vL1iI6BSFc3ahIwRTWCCAhgMMaeHD7Om5gp8KB3oimmZQQQ4A/v7tq24RTs4+Ozd+f3Go3WstryoGaW6jBXPO8cPDq/v9mv5gegM3i8vz/5xV/+TRXnBBvUS7nbzz8dB+OrV65cu3bt3//hfzjZ6VxZG7+2/aq8CY/PH+919iajHbOYLdcu3rjwFEzNcDEenkwrztLugzthNA8Den3rJkEs4954NqmW6vu7J2bu/HOv/6M33nmX5I9TsNjcuBWMJcL2xubqres3O6dUVRXO8M3t25trlyqFUs7BnM9OzvdYJNcb18Kocu3Gc8cnYwAoZFgnlkqwH80EoBAaTlBGEFkKf3J6+GT/iZ2v/PD+W/pB/qVPvHx2sj/1FrPpUGKxu//21MNheFJ0ps9fvbjkbOrceuX51+pbxX/5O3+MKuhTn/+5mJ9l/KRp6v7RWw68XG8W7x1OnnrlJxYzBkpmPA8RSqdRYhVF0SliiQVDnND9/YNStZb4CfDEG99/sz/opmySsQ4DM12Jer2zwKcLP4QaDGmSCEiTEIuMQjqZT2DiWLBx9iT5lZ94fWvlecRNVdU5pwBLoiDmFTFO7YKCCPIj8B/+4uvFRgki5WQwn0yOiN1PQNchYq2RNfPl5OkXIpZTzdV6/eaF7U/oSqkm+WJ+5s0OuBhYedkZjLHTPe1/eHzeubq99eD99yxkvvraF1TizPwZihAK2HsffAOA3mxyLwvmMgdKDbtQLAcpnYxdw7QG84QrY88NNMsMIjaeZgSj+XQApMgZZugpT1159XB/cPnixoWbtwEtj8fDlfZ6GIfD8axdro0WM2nAk1H34Gh3q1pc3VxOeSQFV7gmmlAGkEs5z7wZn6couXf3zZq++nv/+5892X38tb/81sryldbys826vQITyAQHmhAQYSwBNi3Lxpuff+1XW80qhFmWhlG88IOFAIofxjN38dzt52ezxW//d/+0nNdqS7CxbuzeNw8Ou0JW5+fJzB0wGeXzWrUVqyxgPDk8Bf/P9/dXL6xSCIeh2VvwjAkg8GTYa7UqqoZX2g1EIOOMQ3bW6XBMXT/03FDTcrYJ8QI36hUViywZu2xCM7rrumHoAUBLxdze7uOzUfDLP//LJrYvNeorhUs7e8cJZc+sE5WgZr2Rgcorr348SsOUps2K8vY7712/uL2z+0RDoQbjwXhaMFUi/NnAtWzwsedvtJvtarHpzZmmFN57+/5h3+/3vEK5NZ8F+0dP5uEoA/jpi5dGow5EvFjKnZ6cunM2m9IsVa/dvB5EXrlaGY2moyEVtNau063tFYioopmmkT86OvGDueQZpVy36v3hfDJ9FyHcPQ9v3zbiaC5hsr19kXN83h1hxCGUw36vVnE2W8393Udf/tHPHxwcFs0ikMNDazIAACAASURBVEQTiZ3LffDeu6Nhr9Vo00S4Cy9JIlNBOA+SJJu6/nw2K1fMclU/Ot7b3fHbyxssw0mAwjAxVNXIa93zAQFQxcbx3jCMvPPe5MqVipEjSZJAkOuddSvlUuCOp9PAc+ft1fJsHBacarXU7u7fn4/nAgKoAIllnAW2AS6tXdC40ukcNpfhYHBaqtQxgbphmzba2T8pFfOtZh0hOB4NNMKSOAwToCpCApamQeAvOPMqpQpLqIaRUSIIcRWgUqkSRdFkukjjzHdpFMYqQoomsI0RVBMaIkUhMScuKFMYxD7gPNFz1uc/82OT2NvrHXdm5zN/QUFqb9T5ikqg44GurpVFCgWXMpQ8pKNophoKlUkm01nidk8Pc7mKqto0lVIgxqgAQgCAkSKoCGPf94NqoSQRhhAGi3BvvmdZtoIVSpluqLpOVF1BCIVxwphMaZZRSrMsS1OaxZSnKaVMgiTlbsC4QFwKISRGRMEEAgCglBAgjAFlHEiEkEYw4FzQjNEMCiGhhADAj2gmKFiWASgh4AAAjAghBErAheSMC0EFEWkaRwkXEEMIAYICYMesffyl1yqFgqFpUvE7/d2Je945nc7GCZTSaRa9eZSkqapCTvV33/nw3R/svPby529tPRVFXr5YmE1D349Ozg7XNlbm8wWCWCHa/vkBUcV0unjxxWe9qf/g7t7/9q/+5Sduf3a5taFreUJ0y9awIh48+TAD6cRlhlnJAPJmQjcR0PNe6LcaJmcJMVKJ5SLy4kUMGB31urpqt5vLvuchJGk8jWPPdCwEUd5eytmmbWv2pRvVasFzZ48f3buyvSFRdHK6c3hy5rmjNKWFQsF1/TRlumZ6XqCoOsIql3B6fq4rFoZGu2FyuhggWC6XJ9NpGMeYKAAydzpL0mz/8f5sNlMU3Ds9BzIWPHJsJQwXZ72d/vlcw0Xbzm1d3dQtk6hFiGEWhx13qug25arkEAEyn4/feeeNUoVsXmpLITlXpCA6Zp3OiYaSLE1Vojh2XmTJj37uFcNUERDd7tC2rNRHTz48hlCEUdooqpfWbjmO1T0/vX//QzwbTBaBZahPbawblSW+nhWc/PLy0pWtraX2kkbygskkTDXFgBKHgRgniRtEkCDdrmeCaHIcgfTcWySxL1nU7R5xSG3DWCrUyooFrake2rwhf/DwuwSa80mQL1QLhUq5UjZUDUK1YeTaN575zNO3U8H9KJjNRtPZ8Ozs4PT4YO65KvOxphiGQXQsIS0WLB7GUZqaFonjSHABIcEE6wgDbFImBEdJCj4KPCNCIB9oqg6g4DIVQEAIsMKJAoAAUgiNqEAKCAHECuCCZoxLBpFEAmEIABKMZwBJgCEDgnOGMAJQCsC5ZBIQKpFEkGAkgBRMZlmWpBFEEkKmqpiJRGJOhVAUNfEiFQpbzxeLazIh3jjpHdD5/BQJ4s8WoIij+fDOznFGaXup0W6UJ509r3uajPsmoL/y0z/93Mee7na6h8fHDOMnZ2e15ubCW7hZX8HZbNrr9Y9V45OXt9eyFFJKMZFeBO58+BZNTT+gdgGfdAdcuqsbOTsPBZ9uX1lOUtexrrBS9bVXX82Zujfz+ueHiznb29+rVjtf+MIa5PLxo51qNTca9/uD8YsvfdrOF6feIvFDVWDD1uuViqXbCBLPXTz/7LaQDBNAKWu3Sggro/GZaWjlgh0noZSg1agP+4u//su/rRY3f+1//l+iCB4NjzQV+/5A1/Nf/qlf1HW9Xq9/7is/ZVmObTupDyRGjc1Ln/vKz3ru2XK1YpLS8tLVVCh1pFVXtpyc/Yd/9E0zRzbXLhNNFywRUCeanlBq5o1aw4n5yE96fjCgkq6vvkgzgUDxuec+FUbya3/1b289dTFms3sPB8vtS4ybBwcDJ4/LpSvd7jDL8nf+7j2E8vliM00AwYrkPE3T2cJ9+OTRxoXNdlVTEOcIhUlYrdXOu8PhcOoF/o3rNU7PMjZnaDweTefz/SSRqytOo7K8vNK6eXm7XV4hgnz3rSf3n5xDAz3/7KsVwtdLhtNq3H5mOxHmN958rNntYc+fTMIolkwQrGhExd3evFnFGAIE4NR1R+PezsEDARgH6KRzhhCdTA7HsyfXbjSjMHzxpZdOjkamnUtkauVzGZPToVfKNWhMDa0c+rSQbxYdc339UhgmgEudS8YzCIWQjHDEhLuIqFOoH58NCyVrMDxx/SiNqODecLBTa8FRMjZUWinVoFQrhfWl9vPV0iWcSpi5Q+84imZZNpdQzoPsYy9/VrcqhrNo1i9AJG5dvc1T5s7jfC4HkXZ0cjyed3NWJc2SRtlVkcWRBzIYTOPhaDCdTau1Qr1eGffmUkLOMz+gPBNpllZLDcDVVmNVZHI8ni81VzY3LxYKpcVEOgXbMDXTsp81LA7wd9/425OTk97oNKb+zvnuMD60bOEYGopl2ahcubE1j+bAm9A0LOasRuu1jz/3c9994zt7B/uFcokK+dff+taLH7tpKVLHCsBcAgg4UDQtTlOsJFtXrhqGKgUTwgGgalqGAAhjIgnwfP/td9758R//yfPuw7PjDwX0+n1f18l40tU0Ne+IOAPNlu3OXQyVfncalpTV6vSPvvZXuVJuFnhBlCw839HNXi8QBdjvTrOZHA6nRMe1ZuHq1Ruu66mKY2jZoDeRNJ3Pvc7gVIhsZaVWKjlpkhScXLNZbTba9+6/LwyUZOH/9X//4ec+/Yk4CBGCTs30ugOnnK601xWEPa9ME2KoJcvEtcrGlUu3Nc1auH4Uxu+/987aagxVlGWRYYJK1VldWk7iKIpQqdR0Z1Gn21soLkaa76dJnFLKBeMqsYeDgR/4lWrBW/i2nZtNJ3ESb1+9sbu7k8tbk8lkZWUNAA6RpIx/73s/vHSl3WqtnBw/GQ7HTsFmVCKkeF5YLdcsmxzs7772qe1Op1coOEEQZVkPYaNz1qVUXLqwlUSR78cQ8mKx6geJ58enp4MgTDIa1ZtNJ1daWVoZD0cHB4elst1urwDEVcUZDjrFggzDpFpp5mxnZfkCQmg2CR49OEDImk4CQ3On46lp2FkqJ+NFqVw0TFKp2oWivbK6lKYpxvbXv/btNPXCyN2+etnzHMswMCKObSHAGMgkBLoJli+UnZKZJXzUmzze2cliYOUZhyyKhHs4qVQElNqlzXUV95IknY592zIZRXEoFKzYFoYQI4AJUXK5XM62VpaXkSBp1JdCWpZFsDIdTx3HqTTKB/vHeccAnAkmNZVQJiSElWJdUzQScW1nqubNxlK1yLxZfzg0DIkAePnCU1C53ume7Jw8csPYBdEk7n//w7Nm5YIqcwbMiRQqQCFmfjaPkAq82Hu09+isPxYCv/DiJwFBNM0wwhipkgsqUwAgEzQIg0axIgDUiJ4kCcMUKhBrihd63eGpoqDpYhKnKeOAi48mYBIhQhBGWEIoFFWREGcccCm5AEAlGsYIISgBp0wgQAXTMAIYEoQlAJJLgBESCAJFCgalREAyILlgUgIEFCmEkExKIYBASEoJEJAIQikBBFwhQFWBBBBAAoAUXBq6/uqrty9sLGFIoZ7+/h8eH3dCVTcVks8SiaQ6HvVns5mu624Q1iq12fTsL/76j9Nw8elPfCZjwrbLlu1gAhSVLKZekrAwjCkVlm0e7J0oBBuKvvDcQk795vf+tJCvfvHzX2k1l3vTk5k/fnj4oNMbJBl6+pmXbWuFqjqTMXE0xrxRONIU5AVUUUHGs8liVNG13uDs1//T33jx+ZeiIJKC+sHC9ReqSiq1auTlEAKE4DQNpaRMxm9851vPPX/1g/vvPtn7gIMkSqmUwPWjIMocpxAGSRhTGLKH93auXSN/74s//eHdB4V8A0qpEBD6CwxZFAWD4TBNWBYH3mKaZRRAtLW15ZScdqNWLOWcnO4tJlHsM8jDgI0G/sydB+GsUMozBl0/BTwJF32qc6aQNACRl3jz/njysL2yOh4MOSUYlAhyCGOvf/zjlmV6rkdjFgXpytrqyvLa9pWtlZWlaqWNoRVFkRt4aZrsH+xGkW8YimlodXuzVdhSFmGjWmvUa+1my9R009D2d/eSOOYB7T440ppPm4Y5HoVQuoaplSsFDlPd1L1oMZidnffOEHIfjjqhKlVDNXWlVHEkY/1h7/hkRw9FXkmKxbJtFSFTKrWV69faBjGgCAsqQhLQBPPIEp4WS5QKWLEKeaN24cLaK898xiwUwyw5GRzuHux+eP/909P9s9MOz4J62VZUtrax1FpZ94OxrkHKs7nrJiwzHRspJBOMCSEllSwDqpJxziWVAEgswP8XpsUAKlISnaOPoDIABQAcaQBAyRhjkkOIpIQoBzmTjAkgECY65xxBiAmEGCkKlAIzxjPBhJQIIYwR4UTXVCGooqA49Sn3Td3SATAtu1GojHvTprb03TfeGfXiUmG5WGzki3lrSeMy643PDgfDGzcuXr98rWxWLjeXWSTZtJdXrF/52b9PdC2T2AtSN6G/9yd/9md/9b3F2N1sVDY226NxJ/Ddt955y4+ynFO1cjnNUrHC9jsnn339x1954QsqJoHfxyhczEa+n9BUQogEYIreODjMLm5sIMB0DW5f2dBNdnFzmUtLcFfF0tIl5IEKU0OlPJvbenl/cvjtv/5as55fWV0r15avX7sOJD0+eKipSNMVpMBWa0lRsed6QiYIoiTxdIM0WzXbeWk4Gh0e9n/2Z38aSkPB8NKFK3EaKQqOszgUjHL10Z37XuCbZpJl57qq27mSZlgRzAeiNE2dRORmhxMjX1i6sCnTDNL0v/iv/kmW+flSeTbyi/nSzaduzUYnd+58Zx5N1gpFoA4//tr6YIH3jgYpDcNkhsli9+zv9h4/VHPmd77/2MnpRbvV6S9834l9ZNlLGQMLL333vUeGolhGCUhFACkllEBCTAr5ou+H+/uHmm43G+VMcirQdBoAqeuq3dxslmyrnF/RHVhuarqKjneNcsH8yR/7Us6Cpby1unzp6KCLgPb4JEiYZTEAF9OCjn7pxz4Tes8GGd3pTG594h/0zt1HH54JCHOlcpyliiRxAuY0ylJaLCh5Rz84ehLFM6y6EMYsiyQ8zhVsu2CN7sw8j+gKopSenh0UypVipSh4UioUsZDdo8FqfeV/+O//hSCOoMidJ9XKEkbm/u6RquqqqqdpADDy44mict1Qx7PJG29+X6psHo0AkP1ev9vZGc/um7lIIVm+gC5dvLV15ZWnb3yR8LaF8slilrqDmO4Xis7ufs/KF7xMOTj1L29dqhQrjQJHPEHLXAAooWpoBUVFw+H0S194wXbUKF2kWaCqJE4n+/sHf/7nf1HU2wtnZuc0DljR0Tnj5+d9nohiLj/0h0SYLOCmUq63WuPBfGVp4+Sog6Flmk2oQD/ygzQ29Cxfqvhh0ul2AIkW/vkbD98EdOYY4mIzt9W69PTrP6pY8+H4/dP5eQBNBVe01Pzem9958qjfaLWffu7Z/f1JFKbv3b136+qGz8VHwRWJpKIQARgVgYAJF9D3AigRUWRCvcFwABU4WQze/+CDJAYI6Kur17iM+4O02zmIY5YkspjXLywvWY4xGI1OjnqmViWg9r/+iz+4vn3th2/9MExCxnkQBmEQzSazJAizJNRUhWEqEf/2d75RLZcEUwVXWcxKTv1kfxJ5se6oetG8cHG53a7M56NCs1qtlA6PDo4HHUVFAmlWwex0e4quXb681e/3e4P+Wfe01WgNpyfDXv/gUfAH/+5rGeNEA/miqahGtdqsVdqFQgkA45lnbuVK2vr62nA0NAzd0nWMsaIoDx8+fPz4CVSITozZ1EVAl1xGfpDEMSHOdDpttauNenUw6Bm60V5SCVnEqZcv5A4Ojpx8/uHDx5VqtdFoaCa2GAmj9I033jI0k0to5WQulze0fBiINM2CcFqv1zFWaCZGw+l0vriy1To8PkdAff65Z965847nu7apra1WPX8WRh8MBsPRmK2v1wQwB4NRzi6dHo0mk3GlqgeB32rVJMDvvb0znUdra5emk/lg0CuUcrV6xbZtS7NodgSBlALHcdJuNKQEve5pmqZEwaap2bnC8fFRuVyL4wQi+rHbNyzL3NzcUDUFQ/Dkyc6LL3/s0b0Db0Gbq4VzGj/1XOur/9lP7R/dT2M46EQ8tf7jn3znpUvXC1XzvDdcWS5fu/7UYDA+2DtjnIaB6zIQx+piHmkaIFoOAYQRBgAhqKiqCILg7Owk9BLbNr0oikBkWRY3LAKJrlpXLm+508VsOvvH//lv5vP5Tnfge/Hx0bljOaRcXXrmhS8QyCwV0tAtVV2WBFniRVOXEFzTN2vbzYE3ut95wth46E96WTIdRhdXb5TzSwITxBINcsmlN5l440U6D5mEveOTdruNOQOAcSAEBFxICCHWwGQ2vLi8CoVEXGIhE0jjNIIIIQXl8jkJOfQRUrBhqFkmsKIAhKAEUEIguQQCIIQgIgghRQggAQEcSM4ZApAQDKSgLEMAAykxghhiSYDkHBCEscI5FJIDCDAETCAhBIIYISIBFkJIiSDAQgKEACZSSk4MImEmg5RJBoAiJYCACb447Z91J9+JolGhXDrqvI+IWCx8xhLfj0ZjFRFWqTnFQtkJ0rPTM101KKD7JzvXtrdW2u3z6Xjmzq5evzkaDWeurypWp9PVVTP0k/W1C5aZnwyHpXI5nysMZwM3mX/7+3/9/HO3x5PBwfEuB8x01GgWvvXe97ev3G5UN5jIIIwBHMVp6IdhErkYcgi5FDxKrZc/9rFb2yvupCMZUYmeI06+XNZ1s9+f3L9/t1Ip12oVy1bD2B+MTxv18uNHH+w8vsdB7EXz8Th2nHwSZ4Gbht6MplRV9ChKkWR7T05+YL9ZrzSno4kGT6MwMw2jUilrutaqV518wVK1ku1ohoEJAQgSBVOWUZZlsaCZDjgkumbZpLmE8pWAyyCM3CzNFCXTFKhr8WDxZBGeEyDzBVgoyaW1lfF4DKCJIbY1UK3kdOXFjY31pXZrfXWjWKhoiq0rtkI0wRiAkmZiOnERtstGETtotXZFAoGgFIKpKs6SlKhICkbTjKZZlKZulGX2Uoqi+WKx8BeXNmXf7RELnZ4d0WHMj9Lz/nHMvJk3zpftSq0ccZfnEkvDFUPRkzC/oMKPnInbRJaSZpXhjAx8Lk/DhHWyH8zzxVKprGta4OTsnK2qNgAq1HRDNTWsQ8UWQM2QzlXbMy2imxdy1YtXnvuR7ecBwUmWjmfT7rA3CxdPjg863TClLHDPEJKlck2DTIQZ1oBFMCaCsiSKglSrSACggiABTCQSMwklhwhAhKAiswxhJIQQgksAICIIYhUjDUAAAKd8EU8VRQMIIYA5lxh/9MVxIWgmqAQYSIgRIYggiDHEkiKZ0Y/iCw7JFfN2wXROD04Ik160EIF88N4jQ3HW19YpJYDlTLVyfXtTouj4L3c2N1r1Wn08HhsN01GAoisKAYap9M/HszB6cnYyG/pLjc3VtUuW5rgzD7lB4mfl/OqnXvlye3kNYWvucjcKy3WNAu6H+NvfudM75ScHB5bGr20vE8wds9iot/zAjeLAGz3gIjo+6raay5qiTScDzgIBcJISx17O5YQUC8FxqagYZtG2eBz32i3jS196iUAmpQagRDIVjCuIsYyZuj0fuWWnapdKIol4xoUBkiQuFZ3prG+YMM3miEQZG6v6ypO7u0eHx+Vq/fD09IWXXlre2IjTmKjqyvKSQjCCEOsQwVwU80q5WS9XIRcY6GHIAUadXmfUOYVpZtqamdNc933HqSlgaBkapeFR9/zJkztEYdMpT3jWn3eGI1qvbGdsipX+V37qxb97M/3wweT1Z145OelCll/fuNGsXtGUnB8uFBWsrOVz+c3VhgOglqQCYw0rpHNy9t57byuapum6ournZ6fj/nm9kq+Uq93OkFIJoV2uXKCsOuwmACczb1Yrt3/tl3+rUjZ8t7t/cvLwwQ9ffAE9feuzCObL9nSjvbG6tPHis8+hLFIhNXVbTfjt5ds+Nzc2GrJFE5YJQvqj8WweAIgZix7v7yLkGTofnIeAJIC4APspn5n5RcrGmqqUCtZ4cFYqlQGAhoVm49FoNCzVCoeHe8V8Pgr89s1PgCwnmMO5LOQrvsfjaAqg4oVxrVYxbFNTyTsfvN85P7LNXJYZQSREFrvB+Oxsj9IwSE5bTaNYKK+uNxWNKHpRUfI7OzslM14uNPxRT5WZnVcXi6lpF8IESlA4PnMh7i3XGybkRGSJzFIpFGJwhoQnOEvSKIIyY4IjpIsUFZVVGYz/y1/7H0ulMmVJnAYScERgEET/+l//jutPmYgdpSyFVFXVVKpI5C5fWPfcpFkvZCmbueeWbXzEZqfUO+tOB8OBAPFgvH9wfBfm+M2tay9e3dRCeWvj2Xyu+sHDN3dHjwMcWaWVOI0xACfdo8vbt1771Oe6w/nFy5fXV1eQzHi60DAmwOKCQwS4oBBLwcn+/lmtUve9UHKJFNodHL719luZiKiMESErS1ssNeYurde3EFE/cftnaMoOdvcIQW44VUzYvHZxteWVCq1/9Ov/NVEKX//GnSSln/j4K4ZuCC4JgkQAFWGeUYJArKXjaW99fWv9QjvNotl0pqqmZOov/AMjTaSfBgGdzua9k9Odzvmk3W7Q2EsCJQyS559/JopCmuA0IaOJ/PxnPv3UzZyQaLqYIsAQpHHoirTs+7M//dofucFY0YAX+ADgw7MHyW6GEX73w2/nS06pVK3X2rV6UwKUzztO3h5N3c6g70WLiMdRlBqa5s49IYSuGvlcIUkWs+lif29/88LmaaeTpTKXs3KOed7bL+Tzdq6AEK5W84wHlUqpWrcpiy9sXnzn7UeGpkOAAYDT2dT3KIRSyNi0FAiRZdmmaVSrTSkQBNgwjNFwtLy00jk9juK4cz5u1EuqZm9fay35UaFYPj46XVm5mMb4eL+XJqJUKjaXHKIpSYRMvWyvFO7evddqVyECEIFioWQY5ul5v9lsHB52ck7OtJROZ+i6C0M3spRRmkFoRFGad8pHh6e2bUMk8gVL05Afzk4fHweBX6vVTzsHU6+fptAqoM996cZTz116svd2f3QSR+L28599/84hIGDuBxevXHjh+U+enJzdv/skirKcXfS9MZCEpzSUKQZQUsyJFIBrugYB5Fyoqra83p7P5oxxglQVaOutDS9IOEY0Yd2TPoKIZfyXfvarv/YPf0MlqhSqlBBIrBkKURAxSU4CygQDSolrqpVbyklJ04AgGfjzIOqXy60vbd2eR8P37985PN5fBMPu0ZN9urdx6XpbrxIN2znH1jQVIA0SW7fno1mjXFdUxETGRJZxQXRDCiA4c8MpVASALE1DTjkiUHIOJAcAMMYAFqqu+VGIsGqYVsYp55QgBRNCkIIwSNMYQIAgwkAKCBhnqqJBBAETQjAEQZbGWKoIQiY5ABBCJAXHCGAEAcQYQYQQwIBLIaUUEiIEhACcQymBhEgyzjjNaMp4KlLqB76f+AAghAwAVVNXAaIcu802CSLu+ueWAz0/SZJsbWVl/2gXoLRWdx48eDydjiwnny+YgZuxVAzGgz/7yz/6h7/6c4qdbW1f3D8+QygwdMEZxAiHYeDkLc6h78WqZnU7XT8XRVkWBHHnfLCyvoYQ9AN/7i04QBDqxXLhcOceCH2IeRTPjo8f6Ua2fW2ttVm0DGRrRCOkUnzlR17/4nySasBQdDsJWJoBTddSrrx35yDlQRgG43F3faOpm/L9u3+LkX/v7j0mwigNdaJBAaPFR3oXSTNOoDocLKrlWl6vbCxt2FqulK++8Ny1glOpVRu6oSkKTtOYSymExBwKKmhGCSGMUiBllKRJmsVxOp24vV7/ZNgNAholMGMJ0ZltqYaqmJpmmbyYNy4sXyjk6gH1fRpITTnujnf3HoO0YOHyr/z6z7dqS2VnSUrBBZUMJgsiVUKhNHQsBBCCm6atESGEBBxJibCmZTSREkAIgijRtfw0iDFSs4zwTNH0EgNJc3NDArCBEcaYi2BJyjRNn/7Ya5SmEooo9WIWjufD0/Ojs84ZAE9Wbd2i1B4siovYDtIcQNKPzNTVUqHqCvVChWghpSEXcjYFozEXIkBwkiUAMoiAkFAgoCoGwToAmmoWpGZyRVcsJ0dLUNdTRYuJzs0czpcaZq5ZWfryV7+c6WqYRdPp8OTk6Pzs+Kxz2DneCcNxqWysrlUVlBGU51xPacZCJhWpqToDiUCJQBkiFBOWxgmECBACCYaESIGAQFgQQYGKVZ2oliIxxpwxVVEQQmmcMEY5QQCogHMGBZAASAE54xwwKrOU5qxcvVwVQhgQxxOPGtnW0va4P1VVmyHuukNEnJSCerP1pc/+wtbFpfPTDybjw4pm2RgfPDgsVmpnp+9yJkQgJ252cW1r9/ExAIpi57Y2bzKEpCCLwWLWHWyuXrRsbTzp37z2sh9EKYNIQksvrC1dHi+GN7dfun7l2f0nB5ap1mtkNDneWFtxo8lsb+55PkJwHNwdTsZnZ92f+emf00leNTIp1MePD/r9YOPCTQzVh/f3kthvtxuzxcyyG8tONQSx74WOqQqRAAw4jwqOUyxYmEBVMTTFVJDFqSapmaYTIFEUpYHvPnz04Pj0QwGYZRVmi/MbN55VpEu9M1JQFOYl3shRNqO5t3/v/XIxVy0Xhv3e9ReeLeWLpzt7B7u7N25cNTUDQLpUb1GZZjLe2lxWpMIlT2mczzuuS4fDmYK1fAFRKQThNEWDwXD/eJ9jOOixy+u+EGI+Hr595z2eiWCK3/67g6efev6p6y9ViptQ6kGUUganixkXFGJ0797jq/8vTe/xY2manfm99vPf9feG95mRtiozKzOrsmx3s7vassmh2KRmRIw2A60EAdJCEITZaKGFVhKghUaCAAEzGICUSI5A14bdzXZVXabLZGali8gMlLl+mAAAIABJREFUdyPievN581otavQHnPV58JzzPL/rL9uey6SgFOVFeuv2DQ1AzngYJ9srqw8+/xjJEGFRa0MxZ3E4/eEv9v/2Jz/6g+//kYERUlWkqtMJM6kZRfzBwxfd4+Hrr3qL7YunJ8md7Y2tRuvKjdcKpqC2gkwYtA4MHYelwtSoVEnFrVkIGeikf5azQGv15NknxEgwiUyDudaiRjmTkyTqnZ4+L4ssjhKt4M0bN9bXXudCPHn6pFr1gtkoTVSWjgxHSzv9ytt333ztDZNUpPRYkR+enyZJTqnpVyuzIJEA1WoVivk4jGZRGqUijUOEyfngbBQedM+fVH1Ub/CvvnW34nWe7r2YdYN5OHhanU5GYc2pXd24+J9+/wdFWBB7oVMxWwCNJymDbsHgeDjaWl6IomkeDhWQJQAEW9Vq4+zsTOlyOu25ng0AME1bKwAQmo8y80qFZzDJhGl6Jc+BhPEsfOnK3T/6o+8TIjGBRVFyJgomXKc6nQaY0vl8vr/3QkBnvjfKssTzfMuqBEEaxuMgPD/tfQHwbOcl7/YrF6Ne8PLSLcddPTofPzoaTHhRW61RakTTaVbQC9t3/sWf/Mtf/fq39x88r/grrcaiZZZV30RCiFIjhAGCBjEIwUJNgSIbmxt5ntqWdT7Y/4d//ODCpbVvfPP3vnh6/7h73Gx0Br1UlyAt+PrW7nJ7veJUXn35tVajlvGI2HD/ZB8S+v1v/vHR0dlf/Ye/ksB2Xfff/vu/+N53v12vVAyIFMsNRDRXQIPcBPN5sbW522lVTQv95vy9rY31SxduihJ//MGDt++969fsNJ9l+TzLo7LMOeeGYeV5fuPGS6PR8F//T/+VZav24hqy6eO9x5/ff4KQ+ebr7+xsXElJzBle27h4//HDg+7D5oIDEQNQLW24SZLkWdo7H/X7xycnh2WphYTVWq3V6VATur5d8ozLknNZ5MV4ENiWz8vSMGkax3mRbG6tUUpHo1n3ZPz7v/+N0bhv2tYbb9x7cH8/nKeGTa9cvWCY4OFHewCVEOvhaOz73urqepxO02zOBc/yDCLabNrT2bjRdBuNepqmEJDpfCI5b7Zaw8FgcD5cWGz5FQdhvbS8pqAeTwOISL8/ghhTA3z4wWezQXn56hYxwcHh/vbWTpGae8+OIZbvfuduvW71+32l9TyYzOZwYWHJMm2ldRRlSTqZjguEUL8/XFrqVKsV27ZPTk445+12ezScHx13v/7uK49fHKyvr0spL1++fHJ2miZZUqQnJ8NmY+HmvY3x+KTfP4MYLS2vDybnKzuN/+TP3vy7v34/iueNSkcwfH7WU5Ck8aQsBUIYIYokUZIzJgFM0giIFueirNYrSczHw/Hqykqj3tp7dPDWm1/7iz//f2zHTrO81+/PZvPpaDKdzv/0B38SBlGhSyUVpVQKbtmUACWxFAABgA1uGFAZsQJSaGJVtBKkuWhVF8s8isIQM/jK8ptXmjtPao/64ez5oJ/FJ0/HJ/Vmo0kXaEW31muBSG3XLpmYFYGLbYLUcDgIkqjWarmOx9Py9Jyl+V3JpQFMiKAsuQBYGYpARCDSGriGPYeIYkNLQBExCIEaUkKAVFBpixgQYaEQ0UIIroUSUgGptNIGwghCgrBn2bZJKcbENKhhccGSOCryjLFSavFlW70CinPGtJBKcMEZF5xLISQXsmCpkLmUpQZAaaGhgpgC4CLgTBVyPRnFwScPHvsV2W7UywIVGYnCfDY5wgSvLW8enxxpDREiQTA0acWy7TQqT85PEK7/9pOfdc+6/XHU7QWNRmtrq3Pw4jjPU4Qg5yyYi3ZrezIdLSwvh0GUZ9ogbr1Zi+ZRHAW98wHGmCutgKQ4NCEXpaIINi3S2F3tLDQvX77UqNY1EyYishQXNm6XITaUh5GtJZaKIwMJWD55vjeITqllsSyFWXk+f7y25gMyFXrSbJiO00oSdnJytlRbMgyrWqkudpYb1cZCZ2l9baPq19utdsWvEAMbxJISA4CBhmXBGNNCcCkl50IJUBZFlmd5kWVlkaRpUXLGJRN6OgvDIGaoANAEhu34VYAYoFBBwpUuGEdQtioVH+qK7Q/KeRLkdeX96be+M+yXLHU8sxbO5LR/iAlCUCslMTQwMaAiCGNCEKEYAiQlyPOCmhalhgbasixMMIKAEJIzjinCChgaC6QBV47h8FwADJUSQkuAQVFwzmX37CTL8zhNSlEyWXLFNGpUvEp/9kwXzOMieHZKxokNaIkwgjqWkgN9wAuqAU4LqXXGuGfZC4A6AplS2RIR2zFNooGUksOyJKAkiKoikphqaipCQupLRDnEsYAFMCIJU0gy01yr/BcFQQVw685Ca/XymxdvaQwZYGeDk/NBV+g8SKYnp8coP8UMZomKkpxY2PItgRQyJbEgIJJiqrRWShdZCYlUGgGFtABJmNnUXugsUOgQAKTWgGVM5BgBShAlBiUW51woCTSAGopSGZZBIdUSBbOwCIp6rR6NJgYgg9P5YRZkJUYAuW6709q8cumlq5evbW1sYoGLcFIGQdQfbLQXf/3BR0Ljs9OZ4XpBENf89kF/3p88NqBTrfirK7vj2SSOE8Vk1avevXojA1wCYVjU933TsvKcBWECyvR37/26P+zffOWVpw8/a1Ta1994vSgGeWknaR5G2cs3blVq7t7+o+7TFytbtbe//vV2Rw3P9wDNk7Dsjw+jXH3w6U/euP1tJkh/EC6vbFVqS8Nx9Gz/V8srK48ePfNts7O44Neq+8+f7FzYOTjes22zdz5YXFxz/JqPJVMFQFmcKMGyg8ODer2ztPI1x7WUsnynzUtcq3lfefsGQOb61pLjNTSLfAOu1L16xbZBSSqECo3LAiTB6OTZwBOu52htbK62NNCfPXySZ8nq8kaU5IZtbW6vT8tEMEEMUwjV6SxS+9ruxuZx9xwDXXHrX/njr/pe7Re/+vEk3Kv4LYBqV7fr9Xr95q1XfK+qlR6PzwDAjPOSZRCp5ZWWixRjpUgjwzSSNChFcunKtWqtiohRSlWxln736edBUmBSzOOR7Ttf/dYtLkj/fL5//Mm777x58+qtLOdJkiFa8RtrplOvN9Le2ePzo/dViaomLzRHCpSSxKWEsMrTHCtoUpInSSQybBm2quoCB/Pw+YunSTFVYFY1YL9/GCezjZXpfD6EmCFQZmlRrdQ7zdWzs96gP11cWJvMwmCerS7uvPrydwe9WGOlcbS23mzVlxv11mg47s3GSZyWXFDTKoUspoFhGrN5xLmEEJ2dn3GRCR0LqOfJ9JOHP4rzU8eBrtu6cmm32WjMJtnZydg0fBsinoQGDGez/hdsuPFkoVFfWXA3djd3DYi2Nw0hoEKIcUYpVJWWc7Hz4sULG1LX8bUC7XbD8x2tBVAimEcYGYZhnUdHlbqZpLNyxoiB0kIgAhzqnHQPqlUvmM2xhoQiAIGQgFAPaKuzsDaejE+6g2kwrzZrjldngk1mI9OMoyRmYnba+wLjdGez88rNWyI2q+YFrS6N5rVU4+Xtr+12vg5IjjRbq7FSlF+5++4vfvrL/YNjSkxWFL/+9T/deGl9JAOWRYsLm6ZpFaU0iE1MM4ymloeeH37m+4ja/i/f+yuvookhpeLj8Wh5aSUI0s/uf3z1yrXmovfbj37yXhKbGL9z545rYY3F/b1HH99//P0/+M9+CLyP33uqACF2cf3KZYLQ44cPb7x8DUMFleIFs01blJxbhDH22w8+mM37F3c3P/744/EgaFVWXKsDFHKQY5RUCs+gRt3oUEoBJISYhkGSND94tLey8hLUBz//9U/3Dj7uD87Oe0PBrN7g9F/9y//agL5CNCn5H/7gz/71//Dhs5OHlbrJRQqAqlUr7bX6rTs3XLMaJ1GWF73hYHV9Nc1zBUCj2XjwxRfDcaAkQlA7rlX13DhSECkheV6WnlutVOtJku3s7OZFXm80T88Gtqk21jcGdCJUIWV5dtY3bQciYlqEM33z5u5sHhRFEkbzTqd+7fotqWCap8NeDyEdhkGWZQBAxsrOQlPI0vMNaqLl5Y5pG9SkBWemadbqjcOjIw0ApfTw6KnnWUUFMZ7V6x1s2KaN33/vUZKw7/7+vSwNoqjMsxwRGsxHfqUSp9wg9ubm1tl5f9AfEmwXZeL7fmeh7XluHCeeV0vTVHBNqXnzxrUyV3FcnJ+PoihFxO6e9IVUnAHX8xaXV0az4fPnx0qQfi/1HPrL+++trC6b1H7n61dmwxCBdDA6b69ULNsQwkAIK6UpIQiBOEwoJdN5WmkCxjjAJIpirTUl8Pi4m0fy6sVL/+v//L+xQibRnJrmUmdtsbVmXDct01QStNseBEpppDX6/LMHzYXLpORiGkal4LkoozwPkyLJSsGVFJKxXCkhgSAKmloRnlIR3Ly08O6rDUWyWTb95OFnj8NZVATjF8+p6S0u10rlc66lJnFy1hslDrbSOD3tnVcmfYIJSwqPusPXX19pripRAoQdbCKAEBcYYY4Iosgg2DNdDDBAREFJDKQEwEoTTCiGCCFMKUZGu0oVQNQxXdd1TNMwTIqoaVAMgUG+NHC1xkgoneUZ50xKmef5PJwPx4Pz3ulkOgmCeSILqTjCCBOsFMCGASBQsIRIACJkaUGEpVaiLCDUCHIldTzNlS6DVAV5xlJnOhFRxMNZ0Ww0hcof3n9Wrbm7Fy8H83Bp+er+/nOpSwkjjUpiN5/uP2dMBFFkO9AwyGg4a7dbGkjXdRYWWo7jdDpty3ZG43HOZlBjIPV0PIiXWpWqYxPSaDWTJJcAK5bmQhuk8ce//z0Ho4rrQYq41IJrYhpUEQ7Y8HRyejA2TVsoaFhmxnJi01QU9588BhaNSqcoIoLz0fDZB/cPajUkyjhLeKOydPeNtyrvdloLW7bluLZDqWlgAwIENJBSE0wwwKxkWZwzJvOCJ2ma5UlRpHmWZGkuhWRaSSgRRIQgDQCACCKMiYkJdaugUEpprhXUWirEIVQl09ggSCKsIELg8+N910os6bT99sX6wu1lXIhk3C44bGFdKEBN08cEIqyVEhAiAJBSAhItgBBSQojTgiVpJiKlAFQa/P8QgS/JBJor8OVpAwCgNQAQUsMUUhVlkaQ5zzkXQmsAEUIYQ4IwgdjEiAAAlQag4dRBMovikGCaGm6fYSlAXOSIIKTElBiUa1MCTGlhKs34KMkbEfcB0lqqmkWITTAl1AZEYAgIIVypQqlCFqXQI84UgBBipRCEGBHKEGICjcPH3mK7ZTki7ZrIzWeCAZQptXf/05gVi+vLFi1fvrop1frlS7c8Z2kyLoIwD6NoGo5m4aA/7s7jCYIzDTSiCBDANXc8h7GSs3I2jFgxggxVGx4Dhesh0wbYpo5jAoCgJhjZBJlFAbI0N4mRyTwYB2mRY2gZ0NeJfToKptMiy2RRQr+6fPPGO9cvvba1cmGp2tJ5mgejeO8Mw6FpIxum1FTQQgtba0kBty+8ZGC/5tUt6gNBDWoTZGFEmBAIkXqtaplWs9GqVqr9cNjrnY2G/SiZQw0ggBRT37Q3l7Z+7417pciokFmkDx8PBS+DpDw9O3Jr1kef/HurWi6sOJ7X8dz6bJ5FybGWLM6yDz968PxFv9lZ7qw4a5fq33Xf+fwzP5yNBuPBP334o7zIXn/93mD23FpdrTR2EHE//PSzME3DNMC2n8mJNr0SnaYgD8ruWf9kMp5RTLonB0LMHBesbSxPp/FL16yShyeDQ9fDvd7EcRrLK6jRWWSCl2VelnA+nviuBYEVhdn25nqj9jVMc6640lacT23Lq7gekjmQMQEinkeaL/Iyh1BChIJ5UPVreVl58kWMYNs3fZmBYFiOzh/euL7ZWbrm2E0oFoG0AABJFqtScZn4FWAaluAOY65hIMZzx6FH3cPJPHjrnbeKIrEtnGVzx8PzWRhn+ZVXL4fIzEq5Wlvaau+enR0dPR16rvN7r969sLn9+PHjk6PB5ta1C9ublWqlKCdpUJ68+PSlSzstj1cXfChXKguWNuwkYxyQ8XzuOrZNcJbmrmOledKfjSEKuufjh08fJeUEkCDJT4ajaDQcRFEUhoemaUONCDbDGQwnue9jBBun3Xn39BdKg3jGFl+981/+q/8xjrSGmukAkVxJLTMLcmdj3TdMs+AiiLKne88N08p5qbV8frQfBHNozZA5x+ZcqIkyx3ffNCHaFYVds5ZX2wvz8TyKoos7G/NpeD7pb6yvkrr/9Pkh18aDk9Po6fHrN5aA6S1WqxYENkHUwEBwpiAHSgmrBKRda7uOR7DRaC5AoBDWjuP8wz/88NKFK4wJyzc3LmwKoR3Lmc0n+y+eObbNhTg5OXvrra+MhjPAteUQgBSTwLZrCpQvDo+DKFCQI8MaTyeeZ7UX2oyHcXY6DU6fPPsk52PLA5cvvJKeuIv1S5vLtytuJS76P3//VzELW62Oa1LfKkQ5tau1v/nrH4vSffXePcupn55OyyI/fL5HYTTp9/RNVhQijst6dZFSp9c7XVtv9vvHnz/82dJy9cXBYRLJR4/2rl65RaH7m1993OuPi1IdnDy+1blQaaH90eM//NY311d0y6fPDl6srKrb1ka1bfzmg18oVr+yu/PNb71b8avvlXp7e6vZqgEkpChN0y4LRbCV8V5WlI2m7XitKJ5evnQRafXBBx9cv3zXtcwkC/MClDzLy7zeaPUn00qlKSQ76/X3nj8dj8dYr+xsLR4dPnzw8HAejVvtFq7YURH/8Kd/ozgBxFIgszw5ivrXXrnKeGrZBCGEAOScnw8HWpy1OrXOmr+2uyMBn0xLIfXR+UOvirHZnA1CqUA2jZJUWraVJnx5edUKzSjOSs4ZZ7MgNC1CKJYClpoDgGp1HxP3/PSUiZQxn/FYh8J1qs/29jY21i9d3il5tdmqSgE0MGeHo2rdh0grzSGSWZY1Gs0gnLKSb+1cWF6qFwUzLDQeD6lhpHlalmW9XllY6FBKLKNIEuTYC0qVx2efN1pulETXrq9pRUwL5CWfT5hhOGUp00SHQbC8Wj3t9z0/x9gYD/N2ddkRBsIcITgajcbjebOxoBVJkgxAYRqNk6Np1V/I4sKk/nSU8hInaSEkqFdbcZSdnOAgAEQZw7PRU6+vZHUWaELCyxfWL15sGBQ/elSsra03mu0wiousVFrPpkEYJJu7LYzQ8+cCIWNldTNOytPTnm1akmnPrqRB/m/+zf+xuNjO8kJIViYFRJgYpoQaUcx5AQGhFOdcfPjBR4yzJFslo+nsg88fCC24ZAUrudAQEQMblGKMASGIC0pNsywEJ4gDniK7CELHzJuW881XXr+G9P2HDwaDgdSAKPXG7sXu+YQSpxAqjMzhcIpL3bR9onHd9a7fvkckpFpirDDEEGGqIdBAKY4hoAQhgig0HctkUhuGyVWhtdZSOm51eWGxWqlUKp5t25SaBdNlqSRSWkgp5Zd5b4qwUpKVuVISQSiBlkALzrIsxxiblrXkLu9cuCC1yLI0TqKD3km3e9w97QZhwIQoo5iauNZ0meQlS1UOGMukzhTkJUvzImOsUKCoeIiJiFAVRB6A0HEJNZnUkVQsjpKtnaXz825/NDx+PnaqZpxOHNcocsm4KDJs295w8MLyKdCG4MTz7CtXdn3fHA+HcVImSTydB52FxUZDTPqBbVIhdZ5FpqkNjEb9Ppfa92sAwrwAh0fzhw+Ovv7GLaAyIRJJikymvMyTIMiieHvlW5bvaCUxMDKeDyejQqsozSazue1VJQBMFEWZFKyczgKlUBSOATccOnvnjWXJzbPj0ZcoKQigQahWgBDq2DaEsCz4NJlyphiTBeNCCGoRyyBScZMYtuMjzZhiEEKtteRcK4mxAgAipCmRJgUKYKCx1lBrAJQmBkUAEkSEVK5jzzPyYjCuaHJx99KCVUEpW66vNx0jVva8wMhyOHch1ABoSoGUsuQMAKIlBAAhAgHUGiuFJZdCQQgg1For8B85zFprAV0ppZBAKS25hAhDxseTqdKAGoYBPUL0l+L3SxkvgNJSUYK/HPcEnKWpUJyYeFakIEVprhExCQAecZBhIqwxgBJggbQkPOd5WkiskAYoMFWaJkJrSCBAEBMCsBIACII5oQqjugBcKIA1RIhrxTVPpZgL9g8P30cnjosgzfKlpSXHcZrtNqZkcP5Rr9fD/FKv16tWq/PcWXAb3qJXUeby4oZ/oY4wMkxSiiJJw2k8Pu+ffv7gsygJINWmQUIWnI6O41NRqTam3SKPYgC5Yap2yzIsUF1pmab1+NH++dnw0qWrUPhZWkxHXcH0qDcWAq2v7lSr/tFxGMaFV1tf27p+5/bdO7fu1tx6EeaE8bO9B4aOG67sNKlUETLwQe/8Z+//pBcFdr0VclHydKG6eOfKrZeu3Go2O9gwtQZ5KcIkrFTcIJ5zqSBESoPlePOWuFPkuWc7cRCkcVzx/ZXltbJkx8fdeRR02guyBgkWg9FhVUPT9xC18bj29PmDp3uTYl50FpZaC604m1FSqlIdHyZINbKEnnYnv/3tB5xzapjbu5ds379z7zWv5s2mkzCYr66t37nzRq2+fvfuG7957xer69u7l1aPT/cePPpoa3fZ8jxsBdPZ6Lh7rAWwHbq1tT4PTwCNvvMHd9bXN4tyv0AzJeohY8No0Fm7OJhOgQKTJImycO/ZF2+8/uoilrZl7j8/ePjg/YWVam90vr17Y2XnWgl0wrhCKooHEJuWbWICIBSMBULOqSGHg36SKlhYzcYK52wWzR/dP/WrKE0MgzRwow6lJ8SIUhMABYCWqhSCY0iVsCigFKEXR096ZwelEBBb/+Gv//rK1d0rl7YOD/a+ePw5U/z5wYvPhkedbTw8mQQxalS2ltpb9Up1oV7FOcuH4dWtV+za2tLSMsWoLKeojLeXG2/e/MO656tcNevrsOrP5rHtNjEDw2mgypz6fntxUZbcc+mLF8e/ee83hlkdTeeZSJN8HJe94ejJ2spCp9NWXBh2kcWFlqZjGUEA0jSqVHS9Xik4rtUbZVbUfOP73/3nSSg0NzRCAFQZtzDESkGMKGO50qrZaZRca6CwgbI4Pjrex0jFSWDpeaWeI6PfXhKtxQoX9SSiLf/a9Z03ZFn89Cf/znShhmBhoTU86wNpK2GsL76ksANBdWGhkubT8/7RUuN6medIoqRgpRQSY8vx4kkWJ1mniZiQaZZABCFUEEgNtJB8eX1Ja4CNDSmV4FBrMAuLlZVL62trZV7cuP6m59aTMNCywFQxmZmGGSXZ4yePAaZJnmskIYKGrTQoZ7NZweatNk7LqNkWWlekRF98enjn6u7u1ku26Ydp/2j44fHwt0VZxGELA3T71pYA08kY8WT2z3/wJ8srS3/z9z+6dv325UtbFHKezylUWcERMrhABNuMq9WVraPjvYq7uL5yNQr7qws7WUVFgeoeDD/4zf3T865G5L/97/77v/3hX//5n//f61u1G3dvFUzFgbq4vNWqikl8ePnSLpMlsrKvfvWd2zduAjH55a9+cnY6nMwfe77FWHLp2qWtzR0CidJJEQ1PTp9cuLjS68kwFK/celVyPBsVW9sbZNvWEJQqc3C9gZp+tXLw4dn5fBwm8d7zPc+3zBaigxbS5YXtG0KUGqrNCxsXL15JQz6LpxSYJYgNE2CNZ8nZr97bf/31uwhTxriBDYRIpVGv+l57oXp4/DTuTQqWLSx2ojAyLXx+Nmq3lu/9/p1nT5+ncZmEmW06lm0zwVa8Fa9S3b//0DBwrer3e5OdnR3bgmGQzOfDe/de5Tw/68WU2HGR267Vbrf6vQnERhjEbcuuVKqTyRhjWpQojpObN2/sP3sCtLRtczwe+r67sNioVqsvvfTSyXEvCKLuWS/JEge4AMCyLJaXOutrK8NBbzqdz2blznazWvVfW3o7iHpSqvXVxnQ8A0AeHR3Lspmm86d78fe+e0sI+ezJwXyWXL3WfrF/6jg1paSUzHEtzlme57blUmKNomm96bQ79TTNKXWjMNMarS8uz8IpRiYlHGpNqZFl2eERFzmru/TunasK0VJhDchoMrWN4+WO2aotNRtb43E2mw2pZSZxEUWx77u2AzGuZlnyyt3rTOgil8+Pzl57/bZJrTwtn3zx5NU3Xq00rPPhC4Tx3//9D2vNxre/892yjDAS+ycHP/3Hn71y8+ZX3v7KRw/uH5w+r1arYRQSjYAmGmgFNaAEKymVUFJxqLXGEACpIVIaKWxoTCCWk1xuLmyKZDSbRBTZtmW8fuFr+WqmARAKlhxWxCArRFaUF7c2BtVoMA6KMh1PBveu3f72N75BIc0T7hGTK6wQAVIiBBDWEEmoJZcMQE1NFM4jCXTJWcFyqJHr+CVn/cFgPIYYY0oty/EJtQhFGBGMidZacM5lgb8kRwAt9X+0576MbCulhFayVHlZAqApJb5XvXHllRvXbnHBwiiczKZJlh52D18cPd47eJbnoWI5ociyke0T16O1OlEauc6CaTkYGo7trbR2kjj49S//yfGA79NgXqytb0RhmiR5pVKZxFoUquq3IdbbW0sV1zs76RGDbG3sTINpFGaCY4Rls+0G89E8HPl+PYwCx60VOc8Lbpp108Kz3pwvkTgqGYcG9W3H0PDLPMA8Kw8997pkp0k0niTniUw5ViXnZVqY1BjMzim2MbIo9UzTW1payUrpOixNcFbKksfRfJbEQVkKzT1eaCArWc5OuqOCKaAh/hK3CiEAQAKAMCx4ySRnjIVhiAysNQSEWNTWWgOoNFQQIa6kzFOFFMAaAgSVhgBhgr98Z4aqxEh7VBHsAYWBBlBxADCGFAALY6yJpWTePZ6GhR5l4d/lH9zaubJcXehAu+R2xjBAhmRQaym1VEIAqLQGGiAAABNaAwWVAlCXjOdFyaSECEulvwz4a6C01ggALaSWEgmNIcIICi4xwQ51hFRAAQ4LgID6Mr7xAAAgAElEQVTWGiCIMIIIAKgUEFJyhDWEIIMoIBC5pLbZqS4u64KYDKVJLvM8YwwQVeYCaCq0npYZBMpBUAoNFARAqxIohgCGSmKhtFZIacC1ZpALKjVGGc6k0kgSQkwFIAAkQbrAIOKFTdyoYGmcvsgOTUqLT3+3vbYqMIyS6OHnD0xqNit1nQ6K6QurXTUg9nWg50BowLW2LNeTwDBrKztX3r76cpqlXLG0SHNW/uaD90/rO+eDwc7Fi7HudrtdAh1DL/RenM/Oc8vSB4diPNYin7U9+vJLN99944Jru5xpXoLBMGAcv3Tdr9Q76xvXa/VV30YymaWne4hlSmdLDe64JSBhb9qdBCdFKT958vx0fDDLlIrDKOIUqD/4+ndqtjOd9qbBsGAiSjNEkGlROkYaAkRNriAm1IAGIrBW813bqlZdpYRJDc655ZkXrly8Yl6fzgb9wf5Z/5MCP4Io52jW8K7cWb1wZXcjzTJd2n6lATCI02GtSoNpcHVbGVZtZX0V29rzF2bTmdW2tNJrS7f8uq+hXGmlncqlqlMZD4rp7EQrfeP6PUq11sXu9u3z/rEozGEvzRLoV9prq4Zt+l/72tudRXMaHPzus5+3FjpMxK5fe/rs89de+06WJbNpEofTJAhXV1c3tlajeFpdanBD/+6Lny7VF5NiGsaDhiR7B8+85vJwNnJM/8XhM6IjoJOylEsr20JdDaJZUk673f1azc3z8vx07Ht5x/cvbmwqsSwlowZwXU8KorWtUW7YivPStv15NB2MhkE421jbbVRdQjArwzQZWiZO0ywp0m73XEverLpSiCLPPn3wabVRe+16o+rU8+vbIgZQmlVvzbGcsihMhNrtjttcBWaN82g+PCdq6jtZ242nw6P3f9X92tf+2bjgTHMA7POTYb8/MSwbGeZkGgipXdcVUmVlWmu6XOVs1hcgDpKTJJu4DqZUhvOh1kEwh3FUEgCLLE8TyTkghhUmeZxlYZa7Fl2o+C+/fCmZT4qCU8MBxMHQBYoCKBQCQLAsz9QY3//iYcGKgycHUTJJkolp6kePPy/ys1pTNdolxrDV2FrsvLxUvbS1ervhr0yLp82qV+bzxaWLO7u3r1/+dr3S3nuyr6SyXQ/adlbyLBg/PO9Oz7q+aUfh1K+7lbrPJUvS7OjFUZbnrfbC5sb2hZ1LpmkoLaQq3/v4SVamTw8/rtebRa4a9ZZBXQTJZDK4fOly1fdQrSa5kgq3220FSogZpH5aFOfjM2JhYtgC6nk4EYqZBssyHocT2xGGWdy+s/rqvQXBzCLxoW5urL1UMLl39OlHn/6sKM/jWdg7GW2sYaHlXkUDmldM58/++I9Llv+Hv/1/J/Oo/PyLotBrKzVVRCYmGDkIYikBoIBgSrExmyRvv/3qtcsvY6SkTiGErKBKGa/ceEtjbTkuJuba0hN+Q3z+8P17b9zb7qw5MUnmlOiW75RJwY4GL4CmT1988OOf/F/tZjUKmGvX5wk5On7uenQ033zwoOk4jSRmEOjT0+72zubR4YECcDDsQWm3mqt5nhoUaa0lVEIp07Se7R0eHB4NxqOSZ9QCCYsQ1s1WR+ncMNHd5tYsMU4HJw+ezAG3b155PQ0YZxxCfXgwXF/emMyCJCqVIJ7jtpsdilGa5d3+eJ7EUpE41uf9ESEVx2mYBGZVtb25HWZjYgjLgfXawmwSzuYjAFAppYDIcXzXNaRkk3FkmdOT41NK8drG8nQ2LMvcMp2DgyPTdGzH1VpWq7UwYErjMMjyskySQqkyL1SSlvv7LzY2t4s8S+KgXm9Ylrm81FleXT463o8CVnBRq1U0wNNpICVs1LylhcX5eJRGMcZuveZprQ8Ou196z5xnUyMZjwYGhbZVncXl6tqyW5kH0WRjfcMduHGcnJ31avWqQa00mlADVqpuUWR5nnOGlYjiOG61vTgOECJFyU3TdBxvPp9zxhgrCMJclWWeSiapYbmUDs6mvuP1Jz3ifokTay0uNpHIT89GlVpHYf348WMA0auvvdpkdUowNSgGaDbTlmdTAZ6/eHz5yoUwnnHG+2c9jJGG6f/+f/4v3/v2u8/29j/8/H2ESXf0tFqrX7585Yc//NGzZ3uz+DgRw4O9Mec6SSJ9+zYRsizLEEIghZD8y940qhVWEkOEtcYASKalhqaGQAFzGiVZNG04tmtUATBMZeZFQlQpgDQg1Fpf2lwmhq0xIgaFxAijeDA850W6stRSUVFteKZBNJda6ZyXlgUFh1IKahj5lz6oFEyJ0aQPMGVcFJzxXCgJW82W0EpyqUolZSbGMwAwxpBSWqlUarWaZVlSQgA040wqgRAAWmEEKcVpmkGEiGFBoIhBMEGEYK010JSxQjNoYmehadaqrNlsbm+v7u5ujiZnzdYky1MphWWb1MBag9EwqFc2NtdeWepcOT+d3bq99ld/+e/W1jbLnDXqHaSD7uEcE4ypqySvVbFlufM4u3Dxkm3RYD5BRAMg0zRnJbFNBzlIqSzNQgRYWSbNVqsoMgDNs/7p+tqmxo08DxDy8lyvrW4+2zsri6JatS3H5kqKQlOT7N9/9oM3f4+btZbfyZEaRFFWyvZaZ7GzbNe2PKdqmz6BpmXYWoPZPJQav36XpjnDpkzTIkvSJAknk26c9j67/9snT5/GKQ/T1LZMzSVCiFKqtWKMYYNCCiFGBjVhAZT6suFFKQAkUFoLjCCGEEIAFIAQIAAwhAY1MEWUEF4yhDVCGhOAOMLQ0QpCqTDECCglodYEIAwwDfO8u3fkOnaR64fT0eFJdOnSzne/vZiFg0kYWaTeqCyWPKEUIwqlkpSaecmVBBJoABTCACKsFFQSao20gkpBiJDSEECggZYAMB1rqAHSGBOokVIcYWE4WhUl4xKZEAAgpdYaAk200AgBqJECAGuEMZ7N+GierK3VmGDzaJ6mwqu1lG/6ji/SkFPC5glgSCgtsOUgCuxII6IZLvIyB1yVWGOiKYYIIIQIRggILIXQmmsu3ArQuigF0EBBoLCKoZiIfPxo3wk61DEqVbvquxwohuhAZClBI6nD4WRzfYOkIOTpe1981J2dVxy7Vas063XXtjCyHF2t1ToVLVlZ8kSgvDQ1MrGZQfXdN946Ou9njK+srv3Fz/6CZRNgLX31tf88Tth4PO52uxtLWxc24HQ6DqfB2WEss35Z8NWVrY31C3dfedXxO4bd1NBgBeNJOO+fmWpeN4p2kxqmmOXDZ2cPJkU/KMe1tjPLspVLrXe8V9Ocma6d59KiDWyUYTaJyyhJsyCK4jwDEHieLYrcMl2loYamxtTECgAIFdJaKyUIhZTSrCwAoKbpZFkeBKOyGL04fE+qM9NQvbOAtQ2eonv3voIQNnC7YDpKIkwbAGS7m7u2sYhJLS1y6mpstHc2aJlxoFTBmGmjaTDhhfDsJQJokRZUyXq9lYTRfrebpOH6xs3F5mVdAoTcOy/f+erb5v7+IUEOBrhIQdW7tL6S1ivXBoP+8cE0nrNHn3w07I3evPeV6xfWTcOtt1srS1VAdf0L6+9/9HeT2f53v/G9cBBKNl/qXK9X3d7Z8S/Tf7x35/XFhUqR5QQ7kyCM8jAt0vF88uLwQffsaaNRKxNU5nQczK9dv7e6tRmHOSWQEDQehr3euFpLlzecJEkNWktyVqsvDsbDo+O+li7dqSy0GnkcAhQXBYcQOJZ9effy7u6F9dWtiUUqdfe037372t1VtMBmPBvnKlfE0NO0x+q1VmdpcXFtob3EgM7LhKWxg3MHCZQFvq2p7+xc3Fq5sDFL9Mlp/7R73qwtIcOfRjm1sOu7vcG4UUmtxc7R4TNMyun8NC1fnA+PumfHzWYtTfP9Z88WlxBQanhuXN7dLXPVPep5nmdaZpJlTOQaQajR2sbKcr1+cPR5PA9ns0l7Yd2wF5VsCmZTAjABBCEAcRANDw+PojxNi0DB7Pjs6RePPt7aWPJd1zH5SnspiWDHf/Py+jdrld2K1SSgmM8GriHa7rJfvZjH7evXvrG5ufTVd7gsZkoIDUhWgLgIhNAUUqXhz3/9c4bR2aQXBcOjF8/i6eR8MATUbDQ63/rmd6MofHH4fDw5V5orxf7yb+S1a9d63emVK9f+2R/+oFZpJPnJLEBa1xGiFrGFAKU2EaaGI897R4fHx88P+tXauoWoV/GZZr3+aVEMfcdLs2l/1KXGxKlEC4t1WbRqzq31petnk4O950/2Dx9l+ex4//FKrX3r4vXxZAId+PzkIOKzW9uNbq/7m18+NC3q+I2syP/xZ7/46lu3G75JlNAiU0AhBAlFUss8z6XMBBcEuQAQpEwhuUUqABqIAGKB0XT2/gcfBhO+unjDshq/+eBv04vJjttZqHi2DVHM+qPTvRd7k1FioYcsj9qNCsXe229s37n96tnZWTif3//kgec2J+Nk/9nxwpqTZenTZ0uYGFGUTyfhcnvrymXbs/sYzoFCnuPXW81PP7j/0SefxWnaWWmtr29/8vlvFlcbEDFMD/JoGoepBiyOIw0NalhnvdFJ5cVSa6XhX7UcYuGzVm09zaeM5zs7Wxtry0LwZ08fffbgUW80XFpaWFtfpqSFQfLh+092Lmzt7T13Hbd/Nv7KN280OxVe6HF/VrJEKbG4snrUPe92Ty3bF0olUZQmWfd4kCYiL+aVqtPueFnOgKat5sI0GPsVJ0sLxuCgP4psr1ajvcHea/deCeaRVgxoDIAxnYSObQCNVlZWFpc6JyeHhol/97sPs5RevX51c3M7+uLJxYsXIYAXdnbiYN7tdm3DKDiO4mQ+L3u9UZYVyyudxaW6YWKEcK1Wf/bsWa267PnYqzYB0N//w6/X297f/e2PO22TMR4nyerKAsbasozhsCel9r1qHBUY0ygKickwJnHIqtVGFMk0TRzXdB1Lay04m89GpmmvbS0E/cCkaDaZM8ZXLra0qZcWF8t5MT7LiQG3LjUZY9R8GVPDq7iMlVKIeTCllDqezbmQEu5euZylBaZ4ea0TJ5Oq63fP9ytO9ZMHxuMnT0bTM8f3f/KzJ9Q0Xxnc5ZD5TTiOjv/tn3+us0azsXD3zluNRoOoL5c3gAAgAJQGSsgSQoUQ1BIihKQWSjAINdBACsGwc+HiVS0ZISZjHFOsYK4Vh6LkLIE6NxAQxRRjBUvlOp7rEKtlCuogxxiF4c9/+eFZt/+9d//At+tIkUJIDZDkpQnsJEtns6FQXCE0GJ9rZAglMCFpUuIR3ZWXlORIaaA1hAQRrCFRmucsT0fpLJxqrW3bphS7nmuahmFZWikphJBCYp0VmUjikrOyKLIyLxnLy1wKKKQoy4wLoSHknFm2QSxlW16zvmSSENteURZFlGUSEuw4egnl7eGBgqF6+Ono/m8/rNSq4RB85xt/+vn9h5IlQJquW+10FuI0MQwUhCnS5PDFuGTpt7799sGLB3EcQiVM7Cip4mze6VQxxmlWrG6s93vDkrEoHikBkijxaV1zsLV6cWt9teHWVlubZcGWllc10Epr1NzeXlp559VXDWPXs8BK1UGmoTBRGFFiag1ziAxsKqEwxFoqBSREqsgyLmGa82haFEWaRHmWsTRHjNcvXf1mxp2PPvxZksx8q61NpJRiUkAINAQQACWFVhJjDDUEEGulNZAaKoQg0AgqSAhGEGAEIQYAaRMbWgKCIALKdQ2lJKFEaY0Q04UlJSdEcykQggBCLjKD0iiZFjyvV+vD4elwMqvW62dTxSgK/+Evk6hbs5sbnVu232SglBoUcbp/uM+YWFxaWV3alEIjgJSGmmutodJAKgWQUlBppSEEEBIEiVKAWEBKrQUCGgCoDQsrLXlZZDwzTJtxgQkBEGmgIVAIIaA1BgQqLbjSWLqlt4TWwUiurO5uv7OFoJUUrOSlVkyLUlkm4YpwFQRhqWTVdnFtRhdjmbIyjnWhTEh0mQleYgAMDbSEEkoZzy2RaVAmcyAgzKQqECwRTKHMkNQ2wAKhQgKVuD5BMs9ECS3EqU4UQ7ZhNtwcy348VgiZBAZYjOLx8+hcHpWtRr1aqWgFbNNl02RjdZ0CXDOrFbNiIbfhOiUTbRsAz8MscaHuWL7BcA04t27cxaSqIJlnKTBUUk6rAnAuhcyLMpaqTPNkODv2eOD67bzgogjiWdcm5WLblpR1s9nZwWFYTAtUQhuYnj8rc2lgXpYLa3WCKedKSdxsrXEwjbJBOC/zXAoNAKZSyKLEGKAiL6WCEBsaY4JygqmGEEIIIEASghJARLQGhUyms7kSiedz30fRHLKUiNSY6uDB/R8vbXithfrw6HFnse40ARMBRsCgSz/+0c8o6ThO7dbtm3VrbTIaaihs13AMJbiqO27FdAjBAOqizKhBgdTtjRXPMREmBWNpllNqGtTsncyjfFTk3Hc0K6XrO6Zjbq5+7ejFjLMFKKr/4k/+G1bGjAHb9qMUP/7od73z7mjcE6CcBZNqs/rmW/e2tlZ+fbhfqGAaDBc7/x9N7/VkWXZe+W17/Lne5L3pTWWWr+rqRrUF0BDQIMGhGZLgiIqY4AylCEkPUkgjafQ4oVCEHqgH/QV6Yig41Aw5wwYEEASBBhqN9qZ8ZValdzevN8efbfVQmH9gx35ca33f+n31u69/a/PSdYviYEqf7/Xml9rTmf/eLz6yH8nVtWWhClFk85SVC/O1pYX28rWNtevRTBPoh8EszqZSqkKldHFx7Bdbru1DgEwMRBpnQVIv13PODo/3otD3XV0tVMPxYRoHtl1tzM3Xy5XT0+O9/aeOb5WKjSgQBWUUW0sDM51FuYKwUqtWyhXLdSTkw/hoODotumbdKyXZ5KLfkfkUYJ4JDu3SR5/fi1KU5AZEtDOYWHbBL3qzaDqL+8WCMwvZZDwej6eOa2wuLbcrRra+IORdqWUuIojSYonk+ez4XD/+6uDscAIVlyTJNAgTbpim6zm2j4AKK9XKk2fv7+0dHh6cLC/fWF1/VasKyykAmrHENn2EScZFriKJwnF08Pjxx54H2/OGBMOtrdt5ypulW69cvb3QumPRFhAOj9Kgf5iHgzTN59s3gwRLlunDE8d2TKQLtouUxJBYKCNOGQAMANaQvHz77vrmcpYFCAmexgbGYRKngt376sHa6tp4PPZtfzJdZDxL8mQWzt772ceWDaaz0dn58erSarlYPDt7yhkPZtE73/ndSqVFqY+J9+TBzvb+L8fBWZpSw7YAwhoq27GlhkJMZBQ+ffZZ5/y57bHNK/OVqktpZWF1o3vRf3T8YadzwvNxOh04BAiZP9l92hvl61frt65dVYhV7er2kyf1ajlj2WK7ubh09XD/vHN+hufqKpcEYwCB0lxpAZBOkiTNsotuHwEquIJQUkoYn5aKZYX0aDJ88ux5zhQmNEmyRnWhGzX+4ae//PPf/Sdh3vcrdLp3GAbdeDZEyhAZH14keUD+53/1P7zzzj+dTeJvfwveuLGVxKFB6HQcSK44jBCCEKKcccH0+fnwzkuv1qttg9oIYs4FJaaUqt6o/PZvfV1DMDfXpgYedw9ns+M460P3LJgiz6tOgkEmJI/tcXcKZJrGfXdhY2nhlm0a17deDab9nWf32/OlUt3c2XswDftn54day6JfzhL5+MGuaZJarby4aMZxevXqZprECCPH8WazLgDIcDGf5Jni28+faW1GIQ8DvbTcspzi5WsVkcuT49N6vVHwCmfHgyzPbccdjibVipsm8Wg49Zxqo16mlGqQvvTSnVKpMt9eCEI5msQ5yzrdE8sEaTxdcxamk9HJaa+1MM8lKZdKSuh+t6+EGA8GKytru8+ed87ODIpSkJ2ezgDCcdZrzy8gbPMUIGYqxXWidEGVC7Vbd5afP9+pNyvXb1z76t6vh8Pe7//B985PJ1999bRaaaWZ4CIcTaMkS+q1RQy92fS8vVhev9TwiuTibFwro5wlhCDT9rKUTaazrSvtWy8vd7vdUrH+q4+/xBJfvnlVcG7HvXbbl1CxKEgTpqDudEeVs/H+/u784ny9UdrbPWAZ40IYlPq+350N0kz5hVKjVuOM18vl3nGHBVmh2h4ls68ePnm+c+B4VrVdNh2q4vFpr1fY27MtfzKJB6Ow3+/7qvYHv/O7X3v5FQQ10QAqYAANhNK5EEBrqSTPEwYwwdQ0LYC073mObVuWZVmtSqXSnKtTTCglAACCQBrFeRIHkyFJxkjMgBibJMM6tQk0QK41frB7/9/99CcDmZ+G01hqjOj1N269NFeRUR7nMYQ0Z2A0nSnBgmAGkVIEpTwDJhKKIc64VtN4mktGEJTiN5NlAZQC0qaYYCKE0EopLSeTodYa9BQAgFIaxwmTMkyT0WyasVwI9UKnQIyRQRQEACGEEMQSYAghcr0C50wIhTAJg5ShQq1aXaiVm7WGEpozZJACJcXTo+H9Lz+//+WDatWZf/XO1+/OX76yfuf6G4rxH737o62Ny9Nh8Gxn11qcD4Iw54KYpN6s3Hn5+gcffMjydK5WsywrSYN+/6LRKPpeMcuyyThJEi45sE0nnM2GvVFxrr6xvLi5calerriW3fTnyuXy22+/nefM9wu+57iGBQFQXGitlUZcSK0gVEQIqLWmrgE11FJNw0kUzUaTYX88GE2CKGNRIjg2EOJaAaBNDYGGEEBr9dIVJk8xjhXPNKVKS6A00ACDF0h+jQkxMDYwFsIAUEnAIdLUoAhhpDFGCAHlWkae5xBCw7CklEpxiBWkihDU73e5ULZbEKHABOQqgxhwzriSGMOUTXuDw9PO87Nurz8aEVPEbAp1IYkBAFalXgwm44hH0DKpBFKx4+7J070nDx89fPXVN6ll1aotzTVCSEiFKdZIaaUgAhhrqTgAUCmpgVQaKM4NYgGCFdMAQIwgQNq0dJTlmBCkJEAAQYAAhFATDLTSSmSSCZYzgvHK/Oarr/3zdrtd8kuSwXAam4YlGEcYYKhNSjnnCCElpRacQky4RFKCnJuYSoWIACRNFE8Q1CDTs/5wNDx79KO/C+9/6lHGDcYxEIbFbTvFiBkOM5D2Ta9ds8p+plKdA4BRQt2z8cSqF9bm1872L65d3SoWS/3+wC+6COOMg0zCXMLOxShGRsu0HdOYxaOLoHe018dMyzDdaKx8/ZU3656FEwWyUb836XQuVNDzZe4S01ejvL8zCQzL3/BqC9CEhVKlIMHZ+VE0G8zi7sHR4+7oZDrrQ4SkBLVqw7JVFvcw0QYFxABBNNJQlCs+IMi0TERwnnNqUMtAiIIwmkFNCbLHk26n0yHYJMQyPAIVgIgwBvKUW8TKFdQIKQCgRixDGgINoAZQSI0xhRArDjCmBNMkjmfBWZZFGoSCRYpTCJHUWbEBz8c7pNT89N59jYPf+8M3g+RCKWKT9cPzL11z+ff/yX+ueGZCHAWjcdixXPjJpx9vbtwsuPVyqfH5zhPDxXdeuiVS4VqGZYCNtQUAccxUoVCdTgMgVaNavxgZBGOkANBIAUIsM4qz59sjgyIDY4g0QO7c3CImJmfcLy5/ff2GljGhChJte+4o6aXpFJue5fsPHu/wnPzsJ+/9+N2flYvO4nzDdJTvO3GUHx4cEWJ2e2c724e1crvWXDRI6a03vmV4dYs6B3uHSmmhpUIqiCaLiwu2tTy6mDmrVQAUgYJleRrO4iiGee641gcfvv/KzWsEmJZptput0Tj5/JNPHj+6n/OkVCu2aMuxar7TSPNpMgDEbJuFQnu+5XqkWnL7/c4Pf/JXqR5aSFxbu2RvXN28cnlYNTWQCKEsl1ySLCOeY/u11mg4A8A6PjvvdCZrl5ams0EYTuMo73YHlpkWTXV1c5nIqmKJZZo5l4qQ0XTIeKK1qBUHNiu+smXOz1eRFe8e7U9mKGfetWtX4uyCpYMkEAfpyfazvSePjztdaNuXSmWH8cyybMOiEmQSolSGAo6D+CRlB/U5UfSpZdW0ElubTZMstOuvV4uXMTItKlJ2Oh4c+Z4smkZe3QxyfxLBat3p9U8QSq9uXB5EmECAaSjBhMW243kEw5SFFjZYxExiQw0xcYXQ9crC6cXp7etvbW5ckkJgoJXWXApE4Gnn/P3332+vuHnKO2ddyRmGxnh0HoTh4eFJd5hev/ZKtdqi1I2iYDDuT6ODPKfl8qIQFJHqJAwJAYVii+Wz9UtLlqUXF5fefPMbszBeWFq/d++ZZRYSOQ2jccEwr995ffvJk+5g3JnmHOI4I5//ers1V3M2KwhEWcTefOu1d777vafb57dv3NzcaIwHM5vaTGSEEKUkhBBCyDmHEE6n0zxnfslheW4aRhjNEhZOw/Dw6EQKDSAQLJWAT1loovndnQ9/Zn2q3rj5tTeu+355iZjl0koSoJ2Hx63Li//T//ivr914tT9Mf/yjj2zb73XR5uatYDK6tLEKgco5whhBqBFCEJKT2lnRqxa8WpomgADHtYSAXOmV9TXDUpxx3yucHPUM4GIFpv1uji9euv07pl14fnK/u7c7GVLJhRDh/Mvri63bfqmuGE9DwSNUd1suxc+fPjgbHI6Ci97gjDMEtCWlIsjACO3vH3ARrq7NN+eqcUy73e7ZaXdhYaHdbv/Hv/vBjdu3BoPpwX7n9HjQrC2srmxmeZwbuFopDAdd19XVilvwnFkABmGQc0CoNd9ucqYlm+yePkfI+u3vfSNnMSHatk3GsyCI80y7vre5tdXvnd66dZlo+fnnn9WrtYvz2ekpm2+wxQXn+PgYQhiFSRKFWRLX67UkSRhjBGJqW5euXu4Nh8cnp1fX13buPX3ta7eW26vDWadW9Uajoes6Bb/45ef3spxnqbxx/fVf/fLh2sql87N+a76ZTSambVQqtbOjaRgMNExXqs3br1za3n5aLBVKC9Wj4+3+sBPM5PLipRs3Nyt1DFE2v1iYby8oCIIJHw1jpfP2UoNiOOiMxoPQdUopj2/cvFoolINZHkVPy6W7PE1bc/Pj6SHk1CEAACAASURBVGQ6Hc9mY9sxy+WFSqVyuL+HAOgdno4v+rVKY/vBs1zqIODlhfryxgoydcLDYq2CsGVQJ5qmUCIp5Hg4/d/+zf/xrW9+ezaLtRAEAkAAcF3HtioYY8MwKKa26VimbVDTMAxsUkIwwQRjDDTACEopMYJacQgBAAQgSEyr3mhDVQYiVGycJsM8nXLFMQYEg61Lm2+Hk/NwQKuOsugkSibRwQf3u0WnRIDDcoWBqSWmEGutECbYMJDlxBJKhbHWAJIoyvOMIWJgrSDQCGkJJASKcw0AQAgqpQCAGBFqEMaYUipJsm6/DwnhQGkMIcWEIIIJQi8uJgH0ouqOFEQIvGgPaa0BBAgRk3h+YaHuVitzJilQWATQwQirHGlJWnN2+3cXvvPdbyhoS5ZE4fjicDDsHJ8f7I9OTvuRHl8M6ohsH1+EcUxNCyDo+YW/+dsftBeWhYimo8FoNnItp+rW06kYnM6GwzBOEgBJuzFvUvf6en197dLltRut5lytWq2USiahBBNCCCE0y3NqGFKIMOdAAwIRAJBzkTPGuMgYC6MwiuI4jRBAUAOttdYKQjmeRXGaAUg9104Uw+g3SlYCroGSSkXZoHO23estr7W2MqYkVpQSLTXGWEkJEKIUUQO5JuHYAkgpjQDWCEP04ikNIICMC4JNrZASkFDKOCM2vBgcj2f97d2dKEla8wvtxi2gNBNMacCY0hoQqjDNMj27GO4T01peuhJEvTCMszQ7yk6EHLx8tzrXLiOYcNXX0huNh0+3n5ycHnu+t3e4e3ExoMj4vd/9g0q5jChQAEDEpZIy0wApaiDG0ygKHde1LVtpzXWKgIkNIqXgUiCEEQUAKgmEYVAFwYsFCq01y3PHdsqVWnuuNd9q16tVx8opRVpJKTTPpRYoyxlUWgHJFReQAQA0AABCCADXkkCIJbFMmwMgEFQAjhSbSj2dxdk0FmlSqZarl5boxXYRhIbKJQTa4tpCAmHqGpJCgQUfXbBxJ4M4FGAYx51pNtCiOz8IDSNR9v3H564100Ja3hQRJIHEJkIUMabGw8gxvKNxB2rtlzDCmJPcmyuepd1/94u/9bF7ZXFrfWFtdakls0spAceHFxsblxHVrq/KRfp45ysAIzlFk3g4jB7tPHuyuFTfP3o6Gp8LmXCQF/0SxlTiUZwlfoEoqdI0BQxwBizb61+k42BWrlQM08zTACFkUMP3fc6YZdiEKNdFjmkYJhFiBrE0CcaUQoR5lhNAlHyBqIACKBU7AGLGJJfQNCwlkdYEYqQ1ZTmI4tFkdi6lZCnPJZUCKgTCNCjXC4Pe+d3Xr0kd7j0/HfSGtWYNaGPci8fD0UWSZ1FOvcIk75XbXjY0mIgf7Ty48/LdoudkebD77JHtG9cvb5nYPjk+Xl9Z5TkfTWYSUkpsycRsNiu6TqNSzrKYEnB4sN9oLgCpFlqNRu3rCCilWJYxbDgQkYxxoFQWBdPRxDS0BpIrXlLWy7f/8HDvweV15FyDURR7br1UaipJnj55FM0m40G+/fCoXKn+8e/8r/uHB6+99NqrL2mTOggYeSoJ8vM0iWaB69qWaU+D6SQYFVzbwLDenruQ6r33f/b1N9+0HCccz/xyob2+Wmu3Z8H04aMvZ0mchjMt/LPzs2kQVOvV9sJimmWWY929e9f1Xcs2MQ8gKGJVniuUXYy0GP/k5++edJ5Poi5X4clgfPBs97e+gzfWblXryxCgF+46z2HGsFIEa3h1fR0TUqsUfvnBRzuPD6r1Wrc3GE8G1ICxnj453Yv4XslWnompNsrlZYqWshCaRsFxC8Uyu7QABYsgijRJrlz/Zpq5XHg3rl9jchxPJ+FomrN4Y2Hw6q0BIV6jvmxanlTq9OyES6Z1YpjmbDY8Ot4dzS5yPqrUnGgymdtYtS3r4cOzb77xZrt+G6oSY9Px9JkQJ3Y5z9JcALG4fGl7vwdgDWFLo3TvaLdatV3T1gKwIKGmtoAxnk4s29k/2J9fbE2DESVQCkmwqRVkXJwcd9eWl6NZBhHUQgAEMCFS6ukofufbv1NtelJozZVWCgAJoWAiB9hMEm0YfudisLd/jLDvO6vbz3c8z5CSUSPN2ITx6eJKba11RYHhG+Z1oOijexc//g/PKvValvQeP7qPCYKlARMBtpt7+8dpjLPErRbLgOhwll3e3GzWahBRpcg3vvWtN15/9f6jJw/uH5lmQSq2stTQXLgWyvOUmlQrhRDGhBrUGI56c626aRpaKaBVrVGAEAoF2nMtBVCxVOaCASS5yBMQ/7d/+t8lneNx57BgXt5aLu13zka9k2wmTdj+r/7sz9eWr/3qvY9/9cGXllOq162PP/yMQlQu+oPuzDQMjaHSkhAoJSeEjsY9hAEiEiEFhIwjjFGRGnaWqJwpLsCjR7vPnx8k3ERWs9zcHPWIZ1QdxymZTYeOUivqTrKrW2/fufNnBFYwdKkpMErH/ZlT0GFy0ekd7u5vW77tutVAxJyJ2Sy0LCPNVKvVWFi8DqCEECNoQWDe++zRpD/58BefjMYRT0+KhWrJq7K6Nqm6f/+DZqsNCd3bHXOWVav1S5eWu72OV0Qljkej2HWLB3snlNpZyq5du9ZoVIXIGIs9vzSZDB88eNhqL0Fk9Hrd5ZUlz7XH/alFScFpEuWdHEzmyq1KxT47PY/C1HHsxcUlKSQlNIojALTj2I1WVqpXJIyac86br//RrD/7+UHnr//f91fW4c07V5bWFo/Pzwg2piOluE8ghCr90f/3M8756dlRmjLDrNXrlTzLRv00jhhC4ju/fXdptTydTIOpFLnk2cXy2tKN21eDKcsz4LiW1nxne6/RaE9GaZrkrlse9tPpJEVQVUoVnuHF9pVebyS5VBLd+/KzxYW65RhJkqRpOp2OgtnUMFC9UccE7j4/+erL+wXP2Fpbq7YXWHvZJMY//uMHYQJWN+c2XppjIgYK7++eztVa/aMpmOFWs5lEk/7F4P/83//N5dVrB7vHQKFauUU8171148Z8a873/ReLEZJrBDHQSEoJAJRISqG1UhBCpaTgCmEApEYIQACVghBCqYCUGiqCsWMVHb/WgkBkcZyGQ56MTVN/91vfS3X49Hh7t7MPsnE4045XsolSUgGLsJxDhCm2tRRSA6Qt03ansxhjQ0kJEOSCJXHq+oaWEgIAoPqNgAK2lJJgQ2v94vNaSYQQxkRjhRBiWkKCIcFScggRwAggBIAEUCOMBedaA600QggizDgHAAANuJCImv3Jj7efxxadW2q+UiteqRRXMS0phRBCGUtcC0SCKS0mo6RiO4a23777zWD54rP335dx0h2NTkt+EMRJzhut+dFkPL/YLJebgruCy2wwyFM9V1tut9t3794teP6VK1eKxXK1VLFtDwJsGnaeCoSQ4sI0jDxjECKCiZLKtnzGWS5BysR4PJ6NJ5PJJAgCKTUTAmKEENIQKMYtw3Qsz7Fdy8AAa9OUTBGpgZDAMz2lEiEEhBpjpbRAELYbtT/+wz8omD5GuUVNjbRBkRKaYqI1gBAhRAglzKJphgECEBNIFaZISuW5znQSI4S1VBoATBAXLMsYJLlW6un+g6e795GJh9NJP+sowzFNB2qKkAmRSQjRkCd5msu0VHN5RqejdDSc2Y4XhTNadrKczc01fdeQqSH0GGq6t7/dH1zU6iWN0HgSjIOBY/kffPKLd779HQgBy1jGOBdIKoAplko9fvJg59nDq1cvX7686RSbSmjJGdBKagWwUlAroCUUGAiCLaAUBABCqLQ2qbm2tOLZjud6WZSeRedhPpCMeZathcQKB4OZb/lz9YptUgyQYgpRopQCBBFKNITYMLXSOYTT0bjTPY8mozzLA4ylYRvapAaWMDY9xyqZFUNgjTkAAiNJMQNQoDTnKmUy1SoRLJeGho6O87wbJxocjE+HJsBFh3OVDI/rvj3jqWEB20PY1OVa0S/4rueWSpXOWe/k8GTz8rw55zCA9ronlkmbpeo0mX308NeDztmbt16tFyszoZNg+v7PfwFN7JcKXqWpod/vR5Nwunv0bIi3P/3so5fzW1E8rdZLGFEICcsTCDA1JVCS8dyynHqhkaeMMQk0Il6pXF7EhPR6/Xqp1e/3AdERy4UQg3TCBTdMQ2tZLBY9n1o2ggQBggyDaKUMBE3DNAnRGBsQahphRAHEGlAAueBQMKg1VgJypmpGPpyMTs4H5YK3df2GYxbGo9l0GuwfPH/9zd+Cwtzdm4QRALqaxe7a2sZyu/RXf/leuVItlKtJJNnoUKiMELG79/zs9ODZ4/uvvfyNguH8yz/5k1ykWMs8jefnWxgrxnm9Xh1NAgikBiwMRgRwroInT76yHfiP//j33/veH5yfjW/cePXK1ZuD3nmt4glVZtIwTIMaJI4jA+twPMQIMMFyLrBp/P0PPqpWzKuXXtcygggtLm8Q4nV7o2fbR37RCibTou9R5O7u9De3vlbxV7RWWisAgGdTrQCQeRiHBnUpQaWSV6m6QrBhv3eyv3txehFl8dHpQataVVBdvXGlPw1qrZpf8RhgYRpowHhm+YXapSubaR6neTjXWvSLpbPz01rdT1l0Z+tGzV9sFNYlYxIOHzz/7JOvfpjrGGFtG9R2zTiQD58+e/ONpF5e5LliOc85EwJDRKREiiUX00ljfq7bOV5otQSwPvn8nuUZYR4TyHafPzk6fsCCYw8ncxU832ivLN/89rf+PIxyo1LAuGHQciaGthMwrhKmDLsyHDII3XCG1tZvwZLQLaB0jpCGSANEbNvRAHKR3bv35eraUpiEkueMZYNhZzzrT4JemkdpmjieOx6Pse8B2e71RLNiRNGY6+PWQrK/+ySLcbO8RQxarNE4AimLIALUIr/89c+KrsdyCIEJICnagEnJmRRczS3Uwlnk2hZGSHCFER2PZmmUCKEGgxFEgGcZoRQg6Lpur9tv1BsiJVAjJSSlRLCMWC5jCYDEdZ2LzujotDcJw1KxWCpt3LjyzrO9r+I8zISAkcFEPAv2zw8/M524VvPqlUu1yvzqsjUJuh9/8tM471ATNp3y9uT5laWX3vzOb8UzfGnjVsqVQvmX9z8+O91t1IsRD7/zzu+/dffNn7z398+e75pWQ+PswfaHk8ivlwsix5VK1UauFEgKoBV0HFcooZECWCOkeM4IIkppBDFGsOA6BiUUQ6ly13KJsl2/FYFiq7S6sbKxsJLdvKO/b1h5qgp2JU2jn/3sH2r11jvf/m2ETYRonuezSexb3nA4IxhxKaRkGAOlhWma/YseRZSlqWFCxtI8l77XNCzfKXiSya8ePDk5GxBqZEDmSivTskktmPXiBBjIMKE5He/ECfjk032DfjrXaq3U55bn6xiEiDCIk1++/2NFs/PuWUU2s1SUSkXPQ4aJB4PBzZvXShUXQpHleZrAp0+fNeqtdoMmATNpMRhPeBqcq6DZbGCAd3ae1eruYHCxsLB12DnLs+jSent3/+mt25eiNOTKyDKgNQjDROtUcAWg6PbOhMwazfJo1D89PV1dXcOYnHW6CwuLLM95xl1iHe+fffF5hxqg3qh3egNqNJvNhlKIc44QKRWL4/GoXC4pJc/OTl9+ZckvlaZxur6xdbjXuXp1ZWtt+d2/fbdWKzaa83u7R5BSIVQO5HAYjMZjSkl7sb2y4m1cWn32fDvPJhfnQ5MUMPCG/bO1S1XGx+cXY8mt2UT6nitUNJ1MJpMhz+FoFGEMC0X77GQ0GmSP2PHy2tLR6TFG9txcK02GX331iCA3mvYPDk5KpcIXX3xpmrrZrG9tXjrrdJaXlw2TBtGYEJDls+///h9z9vM3Xr++t3vIOeuedy6vXzYAqRWc2ThplPxhOMkSZdJCyVs8fd5bm9v4r//Fn1mUfPHFFx9/9tlGa2s2HWkJDWIhBAkhOM+SJ0+fGJQW/YLruo5lU2oihAHQjHFAIYJQCpFzTQimBEkuNNIYIi2lgBxjjDFQGkFiKoUTwRMBEaaQ2Gap7JdYkceCh7kKXistrq/3BmH/pHty0jk56JxpWsLYLBYrrl3EhFNqKqGlSjwD95IIOi7TEmogdD6dDWueSyCCSmkFFFQKaq0YBFqKF2wmQDCEUGklldYEQ0owlwIAoIFGCGqtuMgRQhAhCTTQGqoXuvyFMEcQIyUUlABAQDX2irJYKMUBO+189vzZYwu3m7VN32tVKi3L8qnpVhyHlkqNcjkaD2ulau/kYPv4tHlpHWuBtFqaK3h+udefPni4A4k1G067F0G57BNYaDWLZwdH11+/80d/+Eem5QCpTWizEPXjgNKMIEwwMS3b83ygcRRmjHOWszCKgyhM0zSIooTlCWMiZwAAhDEEUAGoiQEh4kArqQxqSkC4QlxBCgyKoYb0Bb2CEqwVgRogqCDECiRMZq7lZ0nmOo2iUyi6tTjliACMiEb6BVRWQQSAgkAaBhYaaKRNG5+cH3/82Udxkr711tvVypwWGGMSZaHkIs+TlCUA8+7odOdgO+Gp75eYVsls9njnyerKhpLUcUoIKIKxaYI4SbKUYWwBCioVjGhtNovKlQLBwDSN7e1nV7aWXdPAlPX7p893H4bRSMTSMG3GuWV5SR5/8NEHCogrm5eB0oIjAE0AMQFoEkwGw+MkHR8ePp1MOqXKysbGpkk8JnIMCUQIKAk0wEARhIRgAACMMAAYKQCBpgjnSS4SJrkUXHDEJMumaFawvbJbWlxYrZeqijMtcg0AQgQjQk0ilJoGwWQ6Oz0/73QuqtUqAAABaStFoWFgMxcGUJQDyJAhqDFSDFJFYDmTPAUyEzKVIlVKEswRjoTmwESGQRDJEXJdp04JKrtLJS9WwjftdqEMU9ZLAtu1LIdKkEvN6/UapcbFST+ZsqLb8K25cT+NWMg0iFnmF/Tq0tLluys00M+ODj65+JyZ5UplcXNlsTMYRjIJ4zBXg9OLo5SHx2d7sCpby2UJ02LZVTp3LRchaBuGFFKKjCLLtgpK6TwRScQs08nyTGsNhAAGrVcKLqbzjXmlQZ4zkwDLcHKWQKwRUgTJcCKGPc0VMyzDMDGQSitJEXb8AsCIUIOSwHZcahgQYQBwmrE0zYGCGCMIgOuZb7yxitFWrze66Fz0e4/ThM/GrFQofPDzL3/1s3sIl6qVxvr694QQ77//5ccf/ZVExo2Xbt17eL9SnKdmNAsnzw+2syytFEu1Ws1AuNvpGIbl+TaQXGMEoIYEfv7Jh/OLK6VaM4wGAKLV9TmWpuMRs0yc5uMkH551dtutTQPDPAy/+uLzuValPrdarMwHwQRhqRXPk5ltUZOaQgJiWbsHB1onaZJ0OsOV5WbO2I///t0kE9euXbt8vR0EvUuXF8NZ6PuNIGBJPJOKQQCFFJwJSgUCiLGkUPDzXCjNEZCScYr1+clBmmQIQYTAh7/+dTiZfP+P/ihnx6mWvb5jWGQ4Oq8UUDAZ+saS49Dh+KJQdF+6eu3Gzes5S+JsCmB6eNw5HVmObeXMzmfTTF0APWRyej7o+k7pbBzMteb9cmU4Cz/4+POie7q0sFYulRhTQgopcoSojzHFRqfb3d3b54r0J5GCWS6jcXR89vzp/tEOxvLapUvtCrF0vjy/cvvG271BXKmvWk6N2qUgybnIx92TIDp3PY+JrtQFgrKj49NSoWQhRADQQAmREwK1ZgY2EMbxLK6WqrVSvVxY0lpgoLZWcym5VBJgBDFC1Lr/8NGT/ccSKkSD0+6J604JHH3xxSdKSShLqgZ2nh+Oo8S2LUTzLA8hjhPWtT0vEbnghBquCSypISBmMIt2nu8bhtG9OJecG5goqTQAjuv2eqd5liutEISGYTiOE8czzjMI1WgwQhAKJghGEGqFNKZUAnF6dnLRH0EMsSFG0065NDfXuiphHmen1MiCGTs9P9g/fOK54eJC4+4rbw86R+1a7Rtvv/K37/7fJ2dfUpM1mq3PP31im9XPPnu+Mf+frbSu7z0fc5Vmqpfngyg9ff7ZryvllTyLfvTTHxydbJ+cn3J+vL6+blrxx19suzYw1fqNG7eURM3GokE9KTUhdBZMXc9inAguEcQAAqA1Qng0HQgpPSWBlhpwKbXCIMlAGMcWtrg0JMQAiDhiEOJpNM3ijJretes3IcJSw9+0LoQCWg+Gw7W1jTjlWgsNuJQcY4yQPZsFWRZrIFzXXFhefO+XvwTYoIY1CcMwzgzbjaJU4STXAbFguWn0RjuO4xDYaFZqo2qld9Gdq7cMatue0ao3LQP1Lrrz855hqSSbObbVnm8/fnpomW6lUqrViwjLZmurMVfK86jTPWu15gSX8+3lUrGyt/O4Wm10O+NmcxFAazoNL7r9/uCi2Z6zTJjEaG/3rFFrUlofjk/f+e7XVtfnvvjyc9NC6+tL/V6UYdexPSklwrpWL2d5HMcR52xjY6taaTx69OzkeCS4BQCoV8vTabx/0Jlr2TdvXXu2e3Dr1hYx4Gg4HY/HjUYjnEXj4bhSKXY6nX6/32o3Gu3qw4eP1ja3Pv3kA9eu9AZGGrCXXnlpe/vpV/cecZ4dnE2/99uv7h8cdnvDr3/jjeZcXQKeJLN60zWd9e7p7PSoC4WYjntpBjY2FjDJ8pT3uzOkqmcnPbegV9ba5+cntUqj0ahOJhPbchfmV6Mor1eqYRQkaew6BGPEeNrtTjZWS6ViwzLNPAu9QtEvWIsLy+dnFw8fPwdQX768OBpNNy7Nvfb6K6cnB+sb88+eHdy8de344PxscH5ycvLdb73zF3/xF/fu33u2t/sk3rcMT2bCNWhlrRUPR3/1l/9Xq9mAxH7t1VeKni8dKYTmWQQgJ1me5SpHBAglxrNJv9/TGhBCSqXSXLPtF72MpVIITAACSAohIcJIQ6g5S6lBgBIIGUALACHQ5MUQWikDYwMRgyCMsQYsNZDAWZgHPc8sZrH50mrj9Su3H3z10V/+8Icbm5dWl6qd3l7qVqqFBiSGQXC5gKmOKCGYUiUkEDxlU2ouiZADqSHGAGqEgVIZpVQIprXGGCslCCFCcACAZVmEAKwApphqnHOtlUIaYAQJgloKJTQFmCIiFZdcKCWVghDgNE85i02TgmzBtt12rXHnStP3qo5Vtq3a0WGvc7rbG0DXLZZLjVarxVPgFUuTYb++tlpebAXT/uHBbpJHl1bnIDJ5mt596aZQZHlt9eB4/6t7X0xnk/F4TBHa2z/SmqaxzJNsolMEINJAaam1UkJASgFAUqo8ZwhRhBEAABIshJBSMqEBxNi0/tP5AIAQeoGABUohhBUAQMOcC4Q5QMhASGiFMAIIaYBEhqWiQEGCCSUIGXYaAoKq7fqcAVSeQABMgJBSGgLIFYMQKCV/YxoICIJRpVqYhoNffvgPB8e7c6323/zd/7N15fbW5et5JrjIg2CilABQCZXde/iZ1OzGrWthkiwubsRpvvu8z4WAAI/HQwgQwQiorFQ2BdPDblQue3sHj5dXVhDy9vY6CKG6rDcbq4wxLcdB3EOkMArOhGathUWpUHox2j08xAADAIRUeZYTZCqlNMgUkliTXm+/2z00TaBEHkzHo4HwrUK52KDI1AQA8MLWIJ0rgBVCGMIXBMnfVCGRQlpKoKFiUqS55ZtrW5fmGrVatQoElEwpxuM4CMPMMU2TuqPR6HTv7Kx7kWYZIkQBmDBG4tg0bNuzmRBIIi20VhxqJJBIqOaEPmPsdBxagnMoFUGKIAEUQERKQA2LIZgpCTUjKMtMrGwfG/a1W3fsRj3j4vTgaNQdv3bnlSbDYTQdTXpOoSxkPuvJ4aDjmN75flItNY52QmJj2ytZ1HVsUisunp8OOztf7N1/vtpceuvuG+vXv5Nz1ekPY5v0xrO9g6cKxgCxctVrGmVs0TiOWZogBculEk85yxOTkCiYAQ0gSM26a5kOodTGrkEN5blSsjgJOAulFkBTpUDGpOcXAMRKY9e10zSkBiyXCyxHLEMpz3KRa64NQgFQwTQQHEgliSEhBEqFEEFMMCTI89yccdOklGCMoGUIg2YYw7m5YnOuIriUHKShjsYqmkrPKv/L//L3rl270zkf/dv/8NfD8WCutnF1s7i4MG/AkhSQy6Q/7A5GY8f3/vv/5V+PL2a75yc8U3w6a6I6kaA5V3n3h39z6+aNDz95/1oU3H751ShLioWCTTxiQkzg1tVLhycPwyzYO9y+unWnVHAJIVmaUWpYFs3TIAwGCmQsT7FSve6wXGp4flkpJaW03cx29U9+8u8hTIulouOVIaE//9X9Ws3nPCp45q0btygG9x5+2aitUiLzTGNEDdfJUqYhHg16veHYL5aXVlYg0J5rBZMRlIJgMIvCKIizOANCPn386K1vfv2zX713MTipt2rfeed1z0Bry68Bbve640q5MTfXlipPky7EyfHJV2E86g/Onx0+jYKLb1x/06Fya62Q7FEA9Xln9PXXbwf9ZyzT3dEJAeX3PvjVa6+8vXn5mu2bzUIpTRPTtPaPDg8vomKpFKWsOxznSiqkOJyYDnrw+CeT4KTedNZWqq/e3Ix7w5eufG1r5WtHR3mr+WqUmpZdT5kCxkF/cPzll59curQKoD0LZ9TExMa9/mz3mb26PCdFoIGKoxi+KE5kESXGycmZY9t5KoQWeRa7FnVdJ+MZhBQAI2fs3hc7591Znjbq5WaczRwnmYaHJyefSjVKs0jKXn82ZKktpGuaZDztGyYCIJ5MdqfTXEplO6Uirc5iAyEnCtHm5svlcvPK1vVSwVeKSZ5JnmugGOec8ySOX2zBaa0fPHjQuThbWl5+/OQhBtQ2TcsyIYSWZZmO3R8Oz7uDMM0t2w2zUIAol2kUuxjj0WQ0Dvbn5mpREhGa3L172bK7W+tvzobejcvfLJfm7j14//H2L6fTrm3bFslvX7s5HkUBVI+e7vbPoesUVjbKyazXaCe1hapQtsrrB0efIEC++PwXkyD9/vf/K1PRSgAAIABJREFUm/fe+2B1pXB2fiRlML7YOz09o8RdW9uSnCBIMSbj8ahQ8CbTzDAcy/IAVForQnSSp66XY8PLWQaRCMIZ8jTRJgMxy7PebKyAlEhxwAjBCKEgySCmHAjBU4QxhAhBqiDEGDOVF2pFIxaYQCmZUkoI1WgsAYAghKYFsyxzClZtfu/x0+0wih2vCBGeBSNMZRwMDItfnJ74TjqZnqZhtjx/q1VfxvSVRkWtrny3WN5AhhYsYDmiVAKtv/zq8yTPB8cDr1y6detKvzc6O++edp7cuXPH972chUE0Xl9f9n0/mCV5Jo5PTgqlud5gMhhN602n2+ufnw++dveOaVtzzSZjeTAbZDELacLy/qXLixubq8+eP7WtglbKoE6pXB52wVtvvfXuu++WK3W/YMXdSa9/sby0QZDTvRjPplKpwv7BaHNrDSBbQ711Zc22SbFiNOZ9KROMioVC8ejo3DZjLXWWJ6VSgXP26tduAwAO9k/a88vRNLo4G1VLIJ6K6Si+feOl7//Jf7G///zTzz56+eUlBfIw6q9tLNUa5snZk3KtjCne239GKWW5JpjmaQ4gf/ONtTsvXfvZ+3+bpLljNdM4yDK2vLa6s3108+a1/uCCpanrOqenHQhJszF/0el7ZYMxVnDh8dF+oWS15grz8604Emdn+37BdEHhs8/2CDbOz7s8ixeWmqWy/+3vvF4oOHt7uzs7O5ZbXF/fzER22jkrlkqvf/Pr42DWlmJj61JneFFB3nQcDs9H//xP/vTuzU0TxlhHEJEog0Fq3N/+mKt0eWmtVKghqkkYhwpKoZUWkmCCDKKU5kpeDPqdQc+yLM9xSsWi57jENAHUSkkAAQIaGQRi6Nlmlua2RfJcJWnCpRBCJmmWpDnjOs3ynKc8y4QQSgqtBVSJRaSNwjtXGt+99drt1a3Tfmfn7FClQazSi+5RwasW/aZjF6ERplkWhoxAmEXp/hG4sbmmAAQvCD5YSyUJzBlHLwJapREmQMiMUAIh1CA1KAhThhVUIlecIQgNTFiacqUBQggjkxpEAUIs27ddx7dM13MLxWKBGti0iIMpxgAThRAnWEEIk5RdWvc2N5w8g3kusiRLozHn+XQy1UBDiIntFo3567V6GM0oCH2/4tvNH/7wp2kuOqcnlXrx7ks3BsNeGAbPnu+Px7MoTk3D0ogABZTWUiuCEcFEUSw0KBRKnc6FYTsIEYgQAFAoASlFBBsQQi4451LJFzGtlPJF/KyUIhgLwaVktgVyBQnUkivDQQljQighANAW0BJCUwItmJBIa2BJBcbTyMYCOjk0HMWkaRhaSQkRpVhJriEQImOKx3LWPz55/OTLmE/by43zizMu0cH5rjIxwTSXEmOspKAEROHML/oLi81+rzceT3gmhNAGhp9+9OGNGzcLBV8IDjTHWCaRTqJpNItsg9iWOxxM1ta3+v3g9LTvuguu73m+JhANxvsybWxdXjrtdMNwCqBVa85lDE3GYcn3v7r3YHl+2TBNoQQ1cZKHOzuHQTAqF900yeMw0yLnqfz52XvvfOd7Vy5fBxBJKaQUUoKSDaWGCqj/BDLWWkgt1XQ0rhRLnuNW5xdr1WrRdw2DCMl4xoGGUgFqG0nI++F0eNibjAPOuVIKE0JcS2uNAQQICCmQzBCyMoKllgIqBSEXWmMYCE4tLzXLXIHckhkTCikNAIJQMaYUAClTEEFCsGaZynPDClPtL7XnvNVXX3nnoj+k0aN/+/O//mfff2N14SqAUmkmdW4YxLSs0XB8etz5F3889+Mf/bQ7Pio5/ueff/jtd75er/mdZydxIEp++U//7F+1GvNQw3//7k8X1+ZyHf3q858KmBou4Cq1LLPTjaNZImU212wChjChncNz17Ecy8yj1LNsjEAwi2fDXkKMQW8AAbRtB2Nk25aGEgBl2zZCmlCDCmA6hlRQKkQIMoAtBOsPJo5pW44jUlksF/OcE0Q0VyYyJrOZBBBiDCGGkOY5m40m5Up5NhtAqC2LQqi1khYBBdcBKPZ8XwGNkCYE16pFB6PvffublUI7zI1J59xD7qs3bgdhO046rov5dDyaDLQwjYoULCsUfCZk56JXKzVZpoTOgnBapXUIwWg0cl03jtI4ynZ2du+88lYQpRgaP/iPP5hrNjZWWudHR/eefFGp1y5fuaaBStNEy/+fpvd61ixL6/SW3f7bnzfHu8yTPqvSle1yXU13tYOGGAZQI0aBAk1Ig7hThLiTQreSZkbSREhBxMwERIgZoKEbKKCh6e7q6rKZWekzj3efOZ832++9nC4S/QvvunnXb/3W8/Q3zmxAAjOeUCqKRa036P7jj97fXD+7urChJJ9MBna+wHgUJ74Cyc2XzmhGyFV8cLSjhOEUihNv5M+mTZZtPX3y6ivvbj19dP03XhOcabohOFQSUWpqVF9cWBiMp8+2tyWES4tzCGCWxEBJwVmSRoVcseIWKgXn2otXCuX82soitohORL2Sm6/m85Y+V1964/UvBTPszWIAIz8+HE52j0/utTvHuqZJs94d7U7iaq6a743bdx58RDXTMkpbTw96rVZ/3AtTBqWdJfAb3/xWxIZBrx3sjecXqqZpDCZ7d580Nd2JEwB0lCVTCbxpuMcJX1lFLzWu1et6IYfTyfD6lZdr7vmTQ1gqXEO4QQ0VyzRTcatzu3nU/Oa3fymfKwVhLFELUWBqlqnbvW6vXLIBDsMgopRGQUgp8cKAUPps68nNmy8dNlsKciVTw6DGjAKFMcn5Ids9PhlOpxJIDS/PJrJccgGAht64eP6tWkMbTTpJloahyBLBWJrJIVFyNJ6kUaJhroRKk8gqlk7bh3Zeq5aXX3rlDShzrdYpQfba6krO0QkmAAiEECaa69J8vkAIVQBkWfro8dNf//XfTNNUShX6fpYlhGAh+NSbRd0BpHqxVC1gMhxPIMCCA8PUx5OBN5uG8eik/WQ8Q1HITN0oFqv12rw/A+fPvrq4tPaDv/7DJ1s/sQuxRHmM7JWVFcMi/V6kmWapVqBIX1xZyOXTUTQRsKPITNcQImjQ8iMfvnj14m/82r88OAo3f/sWpfF0/CbPQj+MCTEMLQeArgRREiZJyhj/9NPbjCUQ60ISAAUlIIrCXre7cWYj55hTb/Do0d0wnObrTq3cgJn+5itfnkYzAEEqEqwBBSQAIM3ANJzGLASQsSSDkHAGMNSEENiUDIYCxmnKMIaYECBVkkkINClhkkLHIc9293ePusTIaQInGadEEaIQSCxdhoFnIDwOgsE4dS1rNO1FfrKydOn8K1eWFl8qVc7GmdBld3/3iaFLz5vOpr5luMvrGzsHO51uc3PzTL6oYbJUrZZ7vT5E8uCgZdlaxpLZNFhYXM3nC/t7ve4w9MOQeGOu2MWrG/3RIA4zhByN6KN+jADJ0mh5tWZaYn//4ORoYJkFIfBs1kUIVOq5J8++qNQKmgYNg868iWPnpQAPHjyJI9npThdWz1ar1cPDXY2SvGN4swEXwHZt09JHk4kfqPF4ShDRNI0xgTF5+mSv0XARggCqucbm1tZWEie27pQKjQ8+uJPPF/7xpz+7/sK1XreTd0uUoNnU29w8k8vrUTJJ0+jJ49NSsTGdRIToscdWltc///Th8krlyosbDx7eBcp07bI3ywaDdn1uwfMYBPbeTjPJvNW1hel41G4PS8UcxiDn6v2el8Qy0lIENdt0HdvudIaRz5REup7z/eCVVy4bprm0tLy5uTkYdfq97q3Va48e3UcYNeqL9YX58dTXNHDh6iXEScjSx08efvzpJ2+99cbKmfXtj1o45TcuvW7i4sFOD4OZrqcxiwXWn+13D467iPCrl29goP/Od18kURxFWawTyoXMkhgjRDEBBBGCM8aiLBIs7XY7nPNCodSo1mq1ihAijOM0iTjn01EnTfnMj+OIJynjnCsIKDUxMdKUK4IkkVJKoDCEVAFqGzYQOhI8GjMQ+2VJ5+fPf+mF61uD4/c/+cCEIvB6w2Ffd3LQAoCFMgyJZZiO6I32vKjv6pU0E5wJ3dJ1ipQUEEr0HFkAFUIoywCEQkopBVCKh4FnQDtLEwilYDIIooX6/ML8wtLSkqZprpXXDYIQgBAiiFgqlHyOB5JKCZ3YGUsUyyDSWcaVkoBrMuOcAwCJbVqOQyHAkis+XwMStdttz/OiKDYMvV6YlyINo0Rm4Ftf/2UFVH/U8aNBFE19yifpJPQmk3EQxQlCBCGcZZmmaUIpBSFAUAgJEOaAY41iSiUAQgKM0XOXBBAcYQiZBEpApSRQnEuEkFJCcoaeR7wYYKQETJjKpuE05xqTycjzPN2wKbXTdIQQlSxFikKaZllGkJamiUJyYa2aBSmkTpJkqYqE4EKIkAmhJGNpnKVRFJ0Mjrrd1ud3P2rMV7zRLGMijvk0CIMsXVxeNcxCkkkgJFeo3et6k3615kbh1NDRaetoPJ4qUqAUzbxT02DT2YBnEcHKNMzZpAtEVipU7n/xpFKbO9jtWob7xhurcTz4y7/6WwxZo2GfWVuuFQtM8jAJp15sGMWyXlxcWC444bNnTzFSYTAhMrEcO2PxcNC5e/szSompO93OMAyylcX1V26+/s1v/NILV28QomdZ9k8jx5QxIbiCBnoeqEgpJZeCc4MYxXzBoIaGoZJAsowlKcQKIsykJIa2e3D08MnD0aRPKESQIg1hTAGASkopBJIQUSSgkApxoCQEFINEpQpASGTCuIaARi3IDAqdDHgMY0AoF0oBACmBEBKNKqUkRSwU5eLiZBLF0D3TuLS2cM0BDRwxC1T/zf/2HyqNCvcFhApCalDbtZw//uM/7vdG3/7Gt4u52q0XvnTSnXcc6xfe/Have7LYqK4UL1qO6RYKvcF4pxkEYUxNsXd4dxY3g+AAEFQqzY3GyWg8Xl/ZZDNuOVr74Mi2jHA8XFlehEAYFOXLlSxNMIIl1zUMk2dscaEUeCHGVKPmdDrlgmBMMSSxGDu2poAM08APIs6F6+YRgvlCWadakkwgjItFQ0EoJIgCnyiSpCmhSNOokAnAzPcjrNEoCdiADYdDy7Jc1/VmE9s2l+eWvSnqj3qmOR5Ne7mcIQR3zUIpv7C1e9exDuvFKoT21pOTVqtbLuXfeeXS5Uvn280u4CaU5jjsHDWb3dGkP/FcAB5//vHLN1+luuqFo94By1dKnlKXL1xEEGKFivmS5CBn5XnKX7x8DUEYR4NerxVGsWnlF5fX/+AP/uDSmWtXLl9Hul60q61Oe2Wp0esd//Dvf9BpHvM4qJeq1dKSS00/iblMpKBCJGcvrJYraZT2H+98aFlrX/v6lz748eeP7j2xbQeC7C9/8L5tlh89ulMpdY+P2xtnLmJkMA6iKHV0gClZWVsVCPhhCLIYAljI5cIoBAhMJtMzq8sv37pJEDjY3dt5tuWUXS6jkqufXbh1/coL02k2G4axb2BsY6q++OQ20gaMBcWCWyk3Hh32huP+X/7dnzcqVs7Vtvb3tNx8FvM0GNTqeStnH5z0SpWSaaHDk8eXry52To9++OO/qldLUkpdM53aZhhEiqIkiZHm+/5+uZKe9rYxmp1dO8dZdP/Tx//Vr/+3NlxI/OKZjZejzEqUSsEIkeDZzuea7l29do3QfLV6Zm3DiHiapP6t6zctWiQSx3FiOEQpOJlM/uzP/qRWL3GeJnEEIRFQebMxEzMnZ4XT2HVzXJAo9prt0dj3FVKZTHV05CdJ2BGNaqF53Dl7tkGN4sJSI/DTnLXMYylkkIjpNBhuZ1uDcHRmaW19Y25n/3Gu6ECcpEKcdpvrq5PZ2AOq2Bs1TQsa5qIfBLmcnWWZTnUuZJRwTUMY48nUcwvlYrlu6Ybvh9oSpBQLzpSSUmKMDaIbVg5+/sWhHzHNsNlAQpyWKoro0aK79s7XftMLTnjGZ5OAYGppq43qjcX5s1Ey2d7/KEiPCMFLi+sHB83h4HTajDmH4+H4/AbJFecwdsslfHKKTctKFSuUimLGuin/5lf/+UsvvdHtRTuPTyqVlRs3Li/VN5ACDE4QIpRYQBEICMEaQhgicP/+3eWVBaEIQJrgKWNJkkRB4CVJ3O40bcsqFPNUA5125/RkqJF8lmnVci1JEjunp1mECFJKjUb+yvL69s6Tbv8kl3Nct9ioraSCEYKCeNIbNieDo4WFhYwJwIjkSHAqBcHIqFarP/v5R08PD4CBgRJOQRv0+gAAhKKUjRCI03Bs27kw1RQwEdWdAqIqHY9Hr95aqVbzUeSZuHzaOeDpzLFwyjLf9weDyUe3P9NtHVPR67bW1i/vH+0qwIUUlmH5vjcajUzTQJAgBPIFZ2OztHfUE0ptbJ4JwjCJs1a7myUQqfF0Es5GQb1SiKLJmbPniZa1W90okCKTWZYMRoeLy9XRyKvV5opFy7LMjKWXL1/OUplzSv6MS+5fuXrRS+Lt/cdn1jcCbzboNikSaysLQcA6nbEEisVRHIWVSqXRaDDGjo8PTd3QdXLnzt0XXry89bQ5HIRffNF94XLpw91PCDWLpSql2ocff1zKOZ43i3l87vzq+Qtnjk52+oMeZ+DFF1752Qd3Tw7HlpV77ZXre3s71FAQ4XZ3v96o5fK1ySja339m2rhcybc7gyiKLZteuLC+s/PA8+KlpRpC9Phkv94o6VrOGw+9ceI4RhxynSLbKG09fOh5UbcXfu29y2c3zh4cNk3D3d7ezuXpXKW0v7f3xRcHm2eXHjxoXrspd/aPJTAWFucdPb+3e1i084rCRPLEj2WgiUiwyDbw/ObGRrezs3l+vjs5+Yu/+ytg6IHK5oql9qBPsaUZJhGCR3HAqYbVP/VhOeeSK4ggQEBJqSA0bVNKlaTxUat5+/6952/QUgkAgE4YRjSJOQAYU6KwggAqwBmPCdEkBgpIhBSASiqhJA4zjqkZZEYC7GLJyWeCqdTvzpbc2m/9wi95abrXPt1ttgPJQpGxJD6zUhVAIEootoktFGIOdXgmmEgAgkpJLoTiSikghOBcQAiBAnESE0yChA3GXT1zEikgxFmcgkwt31gsuMXYj6QmUIalrWsaRggiSBDAQkgJ5POv+3E2QggBAAQHCGIEiQQMAomIhJALFQoOMEQIIt3AQMLNzXXFZcZ4lvEojoKU5QogCiPGsiQLCm4u7+JS5Zxh6mmWtk+nndOpqRuWaUoppeAQKU3HQog0y6SUlKIsSxQQjKcQUwChVEpJBaRUSiAINA0DgDMulBRSCgWfq64UJZgLAYAiGlIqjrNYM+DPP/+g2TomSLec4sbaBawDySFRLgBEME9BwGKRc7Tdk8ePtg9vvnDDtOaTOGFZFoVpHCdKQS4kFwJhwoUcTHrTcFIoF4IoZBnXdRsAKRSO4iiMfEJNBA2EkMiS5fn5ytWzJyc7x8eHGNPR0J+bm9NsLYoSfzblLM3SII4m+byZpWHKoiDyHz18WszPKUGnk8jO2Z3WcH6xtLqyMNdwNE0aBu2c9gf9kWnkglCORrMsIUqRfC6fd23OY8NKi1WSJhMIqEmspcYZJeHq8sZ3/9n1y5deXF89Y1JbcAgAQYCGccwkR0ghJACAggMhUvj8gqQABEAnupKSICR4xiRWUmKIiEaZ4NPJdOL5o6nnhaHC2HILEnCllAKAKwCVhAhCRJRS2KQSqAxxDQHCgOICIKUQEFIiiiVkGAAKgQ6REhrgmCvCFRAIZ0oAnUQ8qy41euN+opl70zRR5rnzt7Tq+uLGFS/itcZisVIxbI0HISKk2TwhFK+uLP+7f/d/ffbpp9devP697/1JvTF3duOcN41CPzGIubZ8sdU6fvTo0d7B/nd/678slufGnVNds3L5E45EprLlRllJMxlzk5s6QSoOCxZSip9dXZKKW6ZGCEjTLPDDLA0Mw2RZput6miZCCMPQueIIKM2y16urcSIRot3+QCO5SRCGcawQNi0HA8iAMIg1nnpZmmlIxOEkX6ohYiKo2aYzHUxMK5/XccQiqtmpSDKOEKLVqkN1c3nl/HTmQaCq1eU4jpg0lJDHzRFniQJM12PDoFM8aranW+SgWCgTHlGaM/UCsU1Bokfbo4PjO65TcvSSY5ddkt26tNwdFx492RZ8dmW9ZvDx+c2V9YoWJ8kkiTMAp4Oj69dvfOOrX9rZO3n0xUf5QiWOE8eyGrVKEvs6ksVciSmoMvTtr3/TNXJhOKHQxRg7tp3GIVAMATmbjmeDqQHcr32tAThMs7TfPyVakYfZ48dNwxxqJhMctZpH/+e//X9EQhbnNvr97swfLc0vhcFIyMnB8enRUWs0PV5YWJ95mUYtFgqg6bMkoYZuUZqj+NKZDc/zNF3PYTScjj6/c/ujD3+KgVxaXlw7d05RyHhULTqzUfbph/fc4jqQsFiolKuFII2YjPzZIGVcStzuTpfmFgaDoYfhNJoZNhrOoqB7oFOqOwRAv96oAmS1mj3XsY+aj3ePaq3Wbn+4a1jLnXY/8OOVtbhUqgRRmKWRYfEwOlFABN4ojZJPPvzcdXMAuD/+6V2H9t598zdSiJClqcxPwl6n+SSfS2YBHI9jJLJZ3jsd7P/kp3/96iuvx1GKtZgLzAUPfUmJ7k/TjbXNt955XcgYQJmlXEm4tLQCFGM8xRRwKQE0v7i3B7W8ndP7o46CQtEDiKAEaK/ZBDA96PZOfS/LRo5Z5nG5Yr00X98EuBBMQcF+sXIGhkH3yYN9gNVp0KcwpwAYjgc/+P4PVlcuWkaB+gYXPSuXOlbBCxhQKowkpkSjWpD4mqafDpq2q0mQBEkiIeeAQAUVEghATDDGOIqTe49Pnm5tYQ25uWK5UD/t7w0me0k6CprHuVZEdH+uVq1XF05PZktL724s3so4/89/+kdxygfDrOiWW+MkCemwHwpMmYBLS2fX1q8W9M2SW2RRzzaqaTb50Y9/3B+nG43Cv/wv/tcrF79857Nnn3z+QNNKYXKcMe+lWy8qprhShEBFBQIQIsAzISSnhCgpCm4+zYSCGACslIZRAcLF4WhYLVcWFmrvsa9CJHgmFSBSUst0Hz98YhgUKDGZTABGCOGZFyjFt7e2//aHP4AAVCtz1669EgSx78+EDH/0o/fbnWdLS0sIIUqMW7deL7h1yyhWq/N/+6P3Z7MZxAyqOIkG7c6xbVlCZBkbQTjLUk9yJP0kYzFgMgmjgKYEGSoeR1mcMI/LdDQOpoN+tZpP2bDXPVEgc12bEKpRnWgISFWvN7hKWSYd22w2W2+9+YaUPE6CKAqfPnvGWZaxEkK8VCy1m50giAr5kkgUlrCYc4anQ9tSXI1eunEJYel74f5+c2Ptcuizhw8PF5aNjY21KPYQBK1WyzDss2c3IUTd09Z0EmycWb15s3bn/gOUhptnFp49ebqxtlyaWxh227NRoCAQCVCQKJAuLMyVSpUwDIMgYGlaKbm2ba2trVJKZAJN0/md3/7G7s72ysr63nE75Vm+WKw26t5gaGhGIlixWGm3+kkkDg68UtH+4Kef9k6D11/7UhyxH//0o0rFXliozS8WLBvGcSRZznWrN2+aXtRTKClVbSPQisVcxuP1jaUXXrg66I5zTvHgcLtUtPe2t0zLUBJWqnnHsTwvSIKQErtYJKYtBVcffvgJRhSTWafdeWn5apqmjGfnNle9KWudgAvnmKVZUQomo2luIV+bqyZBnEp25+H9Uqk0mp46thukg87oZDjpHB3tfPaQNlbL0yiIw75TQgLi41bb1Aun3R4BEMxmk7nqHFSAIpxlqVQKIAgghgoAJZiQEgCEMKKYEJ0poSQACBCqK6UyJTCAgmCRSSlSLlJKCUEEIqAUExmiGlWAAyglghJgBfWAMYzydw8n83V73cnl7EIWKjCd6UgtGfn18/PvXH11u3v0o88+3NnbBmmSKzkIUIzB4elOzVlOfCBiLlWsaVBwTSkFFHrOOqBU45w/b5RKqhhnqUiTUEhCgQJQQd/zppPZfHU+CpNpMJvKIE0jBUQuZ1Wr9WqpShBRQArBpVQYQSE4ggQjJAUTQGIMiMbTJEQIahrlqSaBxBgRDWOMEcQKUih0mTJEFQ5Vu3067A/yrtuolyvVPGcRY3zUnyGorcxvvvbycqfTjv1A0ygCAipFMJEKcC4RxkJkEEKMYZLGCHGi6UhBKQWCQENIYC4RABgrRqAAWAGE0HOCLISSQEkNLWUxxGx376GCyXFrF1MSRN7e4U6uUJhbWhBcMMEEZwyGAALDcGfJlIlJsYZOBg80vB9FSZpwjAyMdJZBTbcApISYEEjdpAgh0zSn0zgO0jRBLFOG5XDJvcmsmHMtHTKWZSxSiO/tnhyfHGycOd89HdQbBcspcpW5bmE0CHlmxAnwA1GplIbDTqNev3D+Shikx4e9wdDLF8rj8fTWyze//t7XHj744nDrhFJFtQyRNIpVkrKcU5UiXltbb7U6h4c783OV2TQK42PDqetGLvKNV15641989/cWF85YhhMGsWRK1w2WRbphPdeJEV1DEgMglVJKQUIgVBQCCBUUQgAJFHye1koMEVASYZAwcXx4MJlOMiEw0RHWCNUBoEk8owYVSmCEEAYAAKSAUkoIrjQohBRQCigxBBIogIiCiEPKkISEh4ZIXDWe9IqGlVIQSZkRjSEETWsUeRkRGUwejobIICubF9eqqyvL59fXzoWcCwKlyGxTF0noGHSUxd/7/vcePXr0nV/8pasvXJcSrq+vX7lyBUK4u7s7GvZrtdrE85bX1q9ceyVfXdg5+vd/8/5PvvWtb8kEerNwOtOSDK+sn9WISAJo6iUp+XDcTphn2yZjaRiFlOqaQSQQUmau68ZJ0u1OAYAry3NAKQSZH4ZUg4KIo9Y+pjpAZP+gmXNcw3WjOOaKQyIEigaDYaVcSTMx7A1PjppL9WqpUNjdPg1jTpA5V19YX17jIhqMO9NgBLG08hXGoGmbSnDTtKferFQpahQALp5cAAAgAElEQVQznqZCIF21Bl3q6OEwUcKcjpN6rRopJlGm6WGuWkI5ErDQExEGGvagkVIlpBIw9lPOQEUj1LCcYm00DqREIs3ylctOqbGw2jB0U1HKpWQZU0yWvnzpzS9d9gIuAT0+Ph70W3PV2sc/2xqcDrjUFNL7naFN6c7Wo6tXXvQZGw6HOdueJHGapa2T9mzsD7uz99751TjImt0mNIkQAsHk8eMHve7DSgVEsafrRhSpleWlEIb7u08rtepaZcXSjTQN/bDrzfwkHTbbk3fe/fKLL35pPPSpsjOMMgjjLPv4g59G00m/3x8Ox5X5xmSahCwq18sUlKGQEsJma/Df/d7vlkrFfvskC6YWQcSYBxBXG4WY9/ZbdyXxj48OTdMEUE8Z7+8+84JsZW3TYzzv1i2hKZj64+Fp6/T6SxfSTAjGz59bX1xcDKLxx5/+PaHi5ssv3P7s7ngUZil40UH7W59Wa7kg7Pshi4KJP0lff/Wt1kmTMdbpjp5uHz+zh4tzF7/9z/4bouMg8mM2HQ1PkWA8i5V0WUbCMNo9uH/7ix+Ovea//w/3vvnV3/j6u+9BnkIIkXSEEoPB6dLSQhT6EDGlpGHYLAVJzHREDE2XiOeKhQcP91KuQ6xZlrVg4OPmrk4cxhIrZ0RJADHL0CRO9vP5DFIPKt+L5t14lRq0VjunzxssCU478Kc/+b7hiLmFpWJ5frWy8vTB93f3t0/bbYlYzrUbtYXheG999TKUZqFgWjbSDD2Moq2tLQHU8uJKdb7kJy0llGmYDOB2+9SytFKxHEeSc+3hg53B2EMYBlGIsCjki8WCedhuPnn26WjclTKp1c1vvrcWTu21xWvLjbelMOK4+9nnX8TsdHltbXVpI5jwOAq/uPMJ1u2LV69ev/na/OISzFwIYJJGUTSN5KhaL3M4and6Zq78N+9/8HR7n+p6zHzD1B/vnKRsdm7jShJ6CEEIAaVU13WEoXiu2pE8iWMpJEZIAQmUEhAiRLMwc+0CVjpRgqcpURgAjKiBoKZrxqXz5yTnUioAiVAQIODY+tTrLzZqb731NssUJU4YJAkPw3gIIDtu7fzrf/2/M8bCIP3bv/ngrTe/Vi7NcaYsy47jiFAcZ5Mg7c1V8n/x/R9U63ndTC1bXL5yfm3x/Ecf3t9cPEtWqWlq3f5JFChF64yZg3GgUTCcjstuydRQHKVvvvny4f/7oNtrt9rp628sGSa5/8VWt9M/Omlyprqn40ZjfneneePG1W53cP7C5tWrV3d2dv7+h/ccy3zwsL28JFeXNw72D4nCgrPdrWeSs2KFLm9U5xfddrvJMt7tBBSd3LvXuXSpTKmYjmdBPDONnGHYC/PLg/5oPB5rmt7vn5ZKJSb869cvSHCeC9Q+bp8en1CIFqqVgpt7trWFqGY7eoYl4+lkMsoyLhjP5XKWZVYqFUrRvfuP9o4n9bKRBJM4jFdWV5zRsFSrHh032yetgmktr6zl5bhUym1tP908d3Z5Zb3T6UVJFgUS4jRlHiLczecWFxcKBY3xaW/Qbx8f5uzG3FL95s2bfjRgHDRP+uPh0HRczYD9QRsordfvBOFsfaP6jV98OYmFmyvFcTwaDu/dfTrus85pPDdXunb9AgBRpVLqnY6Pd5prG0snJ63BYNRo5IqFxslR5923rzK/r2KwurRATUsp2et3Yz9kMRdSAISKNaPdOaIavWoudYbTwrzRPDlI6MQtO4hJJ2/4Y14sFyrleQAlgQBMRuON5bXIi7hIEQAIYy6l4gwQrKRQECOIAQCMcwUQIiTLmJQKKCWEQBBmKYcQJ5wLLqiGhRJQAQwhhFAjpmQYKgGRAFBJgAFCyHDjGFUaNZA3dvxDMZ6WdF43DSNVJEz4OGM6PFutLX7rO7euXvv53bsZTNvdE4DMBw92Lp25laOlcr6EYcoTDkX5n9SrACKEhBBKASmBUhIhBRDUTD3IUoxIkjANapTSOEl8L+BMEEwUILadEyJNkuz4+KTd6mqEujnXdkzT1A0DPVdGKcUxgQQSAAGVho4BEyIKRZTGURQkaRSGYcZZEMdhxjIBmAJCKEMwiokCcBZyKyQaphqxiwXXpAveLImD6MG9h4ylm5tnwtjXKJVKCCEIQEQzGOMQKAikkiJNYk0DQEEIgBQCQwUQklBwyBVUmEJEiVBQAYUBQUABBaBOFJAmJkxlhMpnu09H09NKtTqczkq12nDU1Ww751SU0BRSGBsZT+Ik0aiiJpYohRR7waFt5eyciQHiAiCgMw6iMGYcSIgIwkmcxGHCEiAYBFJp2JyOPM3UaRUPe60smWZZBoBaWJinFGeMDQYTJmiUKETwZDqolBdqlfVyaa7eqK+s1B88/Lhcqo+G3U5v5NrmwlKxXC3eu7edy5dPjrtQuf/1b/2PSRRH4azfP/3ozh9x1gNAO9g/cXKFvb2DMAgcx0ySwLJpuUwgGjHJck69VKjtbbWf3O9BhTDCgjEIgUKJrlsEG6btjCcjITkhCBMMFcKYYEQhhAghjDGlFGOMIISSU0LjMJzNZl4qABCarmlUUworAFkmMaKUmpJlACkhhcIIPedpQMCBUgRJqISSKeKEIKVgBpTERFE9AmmMmCri4ktrRoBFlAKFAy+MBfRjzlSY2Cpfz7M8vvjlzfmlRYPYNs+1Dh/mNXs8CgUxkziddns3Ll5gvv/De7dTjpaWzypoapr7K7/yXZZlnAsF1eLyerFQ+vz27SdbT+rLi7FSAtNf/Y3vnuwfPn20BThnacbwkkBhmnqFgtQpcu18FMUAVwcjGYRZztaBCZhIpRB+FLhuDkCs626p4gZB4uTm5+sLQTg+PtmazvpcRYZFAVJJxuaWiphSz8e2W/aiqePaUon6/ByQQNN1ANHS0tLX3vnKs8dP/RDaEClBHz3c2Vw/v7X92MkTzSBpFnjRCADAwlRIrossX6Kp7CCEkcHLplQQXaisPn24u73duXHl5tF+fzgAU9/HWqZZ9IWb9VRPMj9ACAIEJZQpT5hMbcdSOkj8oKu4pjktz5eE6sQ0XPKgfe9J6x5Ps3wu7xi6TYimaZViVXCkGflma3jc6q2trb10c71Wgt/5pfeCBPY83h3EWZym3uib732l1eoEs3DYGRqGCWVaLBlfefero/7AQE7OLBzsn8wtLUtDtfrtdm8rTmf5fDkOvGr1PIJ01D/+5OOHq8vzG2fnqWalGTIM89LlC9PxJGMpIWQ4jHe2T8rFUaW0CEQGMJEQLNbrtuPs7u9W8zkuRLPVkjq9dPUCixMDIqyQppluqfr3P/xgbW19vlouuYsWJbq7qOkqTPv/+PM/G3hbs/j0xstX799/gjH14giqsN6oHzVbm5eujnwuBB0MOo3qXBKz7ulM18jRQctxbELB4lJVqnRr+1nnNNdudyU3KuVFGc1ah1uvvvoV0y4eHh01VeTmlo/2evv7zSuXL0XJTOCCpK6i5Ecf/cPS4gXXqd6/e7eS15fnquNBynkBA2PmjTPefLLzYcI8W5tvtw/TZBZ47bzrcu7ruj0ZNc9vvhIEE8cxpJKhHyJoEmwAzjhjSZJ98fDj5ukkiEg+XzZMBJSslQsnJ4+ZiL0IdIe9JA1anccAdl+8eub1my97U2dp/gbCOQChoZtpkhBKOZgVG3ww3mVIleuNxcrF73zb/PT2T+49+hnUfIDdkZd8dme4s3PgTdR02syXRZYxPwyiJEUIraysxmGUz7nj0eTL77wzGPuPH9/Pu/b5cxeaJwNTL5/ZfMGw8uPpOFdwonCgYabrPOeKzfONNGmwVG6eXZqN+dmlc6sLrysAEM40k/1P/8v/8MMf/bEEfr9/FPtJvzugujAdfTTutk8PXHfLIazsOPVaRoxZvYgrK+ck1HiQPNm6s7ry5pfefidMU64gl5wS1Tk51bRcIedACBjLAJCYQADUdOoLwUej4elpBwiOgEQYPUcEAUU8P8kizlOuoJSKYQGwRgXMAIAUA5bE6P/HvQNEJQB+FqZxplMrizgltkiAY+ZNpbk2lSDOuPy1f/7bN27c8PyAYkvXXQx1xmSapkpJmXGp/LPn55Am04j9zd/9NdFjpwBbzdH1F9befGvJUiJJGML6tctfQ6j45FFPydr77/9EAbZxZm2uVs7S0HXdduuoP2inbPritRJEam9n//XXXkgTDhTa2e5cuXyeEN33vZ2dIyVhvzf83ve+t7y89MrLt7744kGtZFqa02kOACOQMwrh2Qsb5zaXLrywfO/Jp+NJ9/S0v7y0Vq+XqEZ/4ReuTKaD119/FQAx3h0pkdZrc65bnE59hAhCYG1t2Q8mndMmY1Cnrh8mOTO3evYS5NkLF849e/bQMohpG14w03KObduj4XQ6DV3HSBJRKNoHBwedzqnt6G+/c/1ob6dcyfc5A4BhAj/9/IulpQXXzVGA0jQtNrRn2/d13dnZ2er2hmtrq1QjFy4th1E/E0Gxoq2uLS0trh4db8XxxDTMWt2k1D0+OjppPb1yfd0tOPmCPp0I3UCLi/XReBx7XpZK2zZn3rjWKCLCo7Q9nU7cQmF5tUpRAAGu1pxyyR4MZ2EYD4ejYrFMCCEIX726cXo6PNhvztdXeAappEgSngihYqJRyzJZnBCHapqWpFl/HAKqScqf7N0bj4ZpmM3G8cvuS5Bg16ljhCAc9Qenw8Ewinz4yf3b/+n9P/nGV95OwxlFWHAoFZWKIqRhACFQSmYKPCedQwTpLMomMw8QmMoEYEmwCRQUGecJi8KIUiqB0jDRMKYA6AhBqKRCTEAAKEAEIurYNgSg4OaWl5d0JDRdQ4ApmSIZKeal4ZAnE5X5GDCXYNc2p6l/Egw/eHz37t4z5Di1+SWCzTQUlVK1BFcIIQIATLCQQiMUSImkJBBBpZDmNHvj4WyqdE0gzDgQmVyZW3n95qsszAgkUIaEEABhmnFCCMRISaiUEkpxwSkECEFCMMAy5WkUx0mW+mEw9b2UcQAAgxA/R5cBRCnlnGOMpVRKPk9MCwQJgqOZtxeFTdewVhrXGsVzSiKEhASMC5FEaaFQ5lkGkRIyU1BIpRQAAGCmEgWglKo/GGmGCSFWz7dVCJVSEDIIOcIIIiSEfE71hxA95x5ACAGACmTN1k5/1Nzbf9Y+Pak35vr9SZZKKXGxfP7KlWv5fEkBLiWjVMdQkyIWqpcvzxQaRuHQtg3T0jFWuk5Nw0ljwVMAlSYF7A7J3t5B4KfHh+3pZFbIF30/1DSDUEcJ4roVIRkks9qcqVFjrrbSbvdms8nx8aFluaGfEYPVy+vf/c7vnd+4IaFIxHD78M6nd/7h5GRfcK5rOoDIcQpHB80klpQ4peLCu1/+juNUG3MruVzxk4/+7yfP7rQ6B0EQlopzQFFERJpFjl0ZD5N337larygIzWJ+5dzmdc/jUhAhFX9+MBBoIgcwh1QRHc5CL8k4gEQpgBESgkGBpZRSiecTBUrpWM+ZVs5yaqWq4CKBAAFJMIQKZokACKcs8yJv7A8BklJqAEiIBAACACUlRJh4vp+yRAFeLNYBwJgohJTgAgAMpGIsMOzopP0F0SKIE9/zuOT9fs+yLduxAUK1al3+U6sWQImGbTBqwUpuo3MyAQq89vrLw/HktDO4dPkq4tGTx4/v3Ll786Vbb775Jsa0VC5jQhhjGBOl4UF/MJv5xyfN0WhcKJYkAIxzwzCSJFEAjKZRo6oROL557fyf/8kPum1/Mo6AjBcW7N///d/1Ao/LzPcn7c5JpVrJGMuYiiI5V1/POaWd7eMgDu8//NHVa3OlKlQwUgiMp37GpWZYCGOfQcYyqptxnBBClBS2aUDFszQiCCoM/Si1tRKSVmu/w+JUp3Cu7riuFnhjTScRYoyLJGUQE4WAael+NNN1DUICALIcmmZCw8Wnj/elAFkKgbB2tlu1avnV165imnLLK5XyaRY5jpuEmZQQKo6QBJBLyWFSjaIp0YRpUiWBYMQbR/mco1EhhMelAIhAIKIwprgYeSqMwrnFIiLJZDYihFKVI8RA2JxNQwgJIaRUyN+8fh0DRBCxHVcwgaFmaDlvxg4Ou2Ei4jiNI0+yaL5emnnR8vJSda72V+9/fzwZJDxKmL+4Ol+tFSq18pMHu1uP99bXlt/7+i/s7my3Wr07d57OL5z9tV//HcuuZZmSAgHMJRKmVfjgJ5+PxrPz59dKRTuXK/zpf/7ryay1UKxdXT937dK5St3ujvqI5i19DkLbcWzT0WbRsR8Np97JQfvew8efYCKLxRLgcOvZcRiEkOiCi8Xl5YPDI8ty5ubnfC9Motif+EkcL9YXcrnc4+0HL7160XH1p48flwul5kmnPr9sOq4fRnsHO7aJb107WyjYUcTv3N1iwsgSnsvplklMxxxOvPnG6mm7n8tZX3rjerGkMTZLkxRI6ubKPFvRDc3zJh9/8jOIxfHJQaGY03RcKOXTJFlqbIZTcf7cppDZ8vLiysrKgwcPAACj4RhhfOnS5TMb69NJdnQ4gbCQJiLjPIr8eqNq6mYSZ+3+3/FMCQZ7/Var+0yi8blL8+fOX/WmxsrCq7pcni9v6qSaJJkCx73BTwfD28+e3h4Okq985dcuXn7t0wfBay+/ur64QAHwZ2Mhk4wlEGCeCpHJhLGYB0nq/cNP3j9q7jk5Wwg+HI2SOMQUKiXjEEynQ0hBmgmgrLff/NaLV28F3mQyOyoWkVtYkIpOZwc3rl4u5auMJbph9PtQyYVcfhlhnYAw5WKWHH7w2R8eNu/1uyPXKcxmHZ2QbnOWr1IdbN668ctXLr+qRGF+bjFkj7ZO/sgqnErpAZVSVTk9yP/qN3+/ZJ+RQhKauEUKELn9+XaW6bV6zbaxZiioFARE17X7j2//+MO/RTpcWdlEAJgaTrMQE4yRBqTlTbNSvpxzNQUDAGOCHIwRJtI09Hb7dHX5DFYakAhKACEQEiiEpRRHRweXL1+SSgIpNapBiKUUGOPecDgcjm/deIkzRhDSdJxlKYRQAUyppRkwFZxLzQuDP/vBn078gw8++tP6HPrquzdtE49HQxAD01G6CVjaKOV+cWnxFaQFD28/NZTNs0GuhvUsa+To2rn6H//9f/qHOz+DGnWw1jraNwva1ZfPJVkynUQUmO1WjxBtNvM0w9QNs9lsK4DK9XKlUEtDdufjJ7ZJ6o3lVnNkWVqpDF/9UkXP8SiTtlEPIxEncbPZts0qEnYUelevNTLW830bAFAqlAfdvmFY44mfMeV5sWHnjo9bQcxKlbrrugRBFkWr8/PVYj5LwozFrW7LC/x8uYiQFobpwvxiu9nc3z5aWa5DgmMeS4T7RwPTolLxF6+vHjf7gyHDpOLNAoSzapEUC5pp6gCqbn9Sqti5nGNYtjf1To67uVy+mHfPXqyGYcwycHLcNk0njmLHcRHCaSKyVJRr7uJKdTIdrq4uRnG4s70tpYqiqFItu65tmlSqMPBCoFC5Ujs4PFxeWSkXa6PuOPP45HRqWGQWT7yQF0vVfKmgUTXsnwJJb9/ZLpdrCNH2cHjlyhkoped5QCLLdIUElJCZPxYyMzWnWitkPFAg5ZxlGXBzxbxbkIpnWdgfnM4CKWV64eL5f/Xr/zNhzGuePNDp2wmDEiAppVQpQEzK+Pl2hAmAAACoAEBCSarBJAl0x6FUT1mSiQwjjAFkUiqlfN9XSumaliGsQQwN3TL1crFSKlXcYs2yHNM0LctCEEAAMAQUgiyTCEMoWRyOFXcLuTqBPA2nwWwcJp4fpobp1Aqlf/HtF97oHP7JX/5Z2unrlVK/17r9xY/PnX3j4vlLBtaxokgolUmMNIItJhWmOodKdzXuMwAQFwxDokAWeX3EfANIomCiAGdSSqkgEEIoziFEmFCKEIZQSQ4hjON4/2jXytmE4oxzLgUlmoJIQUAweY5ZUAo+3yOf9wQUUgAoDU85S8NkalhpY6E0nfYeHfzwifrMNBzD1FmSEWSZumMVLlHTSJMMIKmAVFCK5ystAoTgOE0BZLrhZBnHBEMIhRAQAASRkEiI530LABEBCHIhuJBpmjLGwjBmLEwyljEQxmm52hhPPE0zw8CHgAB9LPEkYTiOOQQUQUAwNjQTEXc4GNfmSsV8YzweNI+Hy6s132cIhfVaVdMxSziEaLw9Cvx4rrFcLNSPD04OD4913ZhNQ8OglGCNaoVisVybi5JBEET3799fX99USjhOLst4pVorlu3D3e6P/vHH5zauffjhT4K092Dr55CEAKqVpSUm5HDiMS7PbJ7/+Od3SsXC8XH7P/7HP3Tc+quvvDGZ+tPR7cOTZ0zGc3PznElKQZplVNdPe6e/8p3f/M63vxkGw9POsN0ap8zRNRKFqWAMAkAgAOC5K5QTAv8JZwklBBIgCKFCCCgJiUYAwEJJAACBWNc0TdOJRhVSEigAEcYYIQgkwBRyKTPGFFAIY4CgUgIigCFUAAqpAJAASE3DXEiuJMQZhEjKjAsGAVEc6pqJEeEZa9QW42wYZce5vIkxXFqqR3FsWubh4WHgjwajiW3bGrJZrIk4x1L08cPb337vl7e3npwcH1+4ePHr730dIAKy+NXXXv1X//3vep6Xci6l3N3dn5ufLxZLp6fdg2bbNM2Dg4OPP/50NvPfeuedRqNBCN8/2OOc27YdB6xy9uJHH9x58Mm9arGWs6mG3dPWSTG3lLdXqxWzVqs+b5sggoUQOcuNefbw4dN/+2/+DydnhPEQqOwv/vwf3n53s1pzR9OpkKBUrvf7k1zeIdQQEnXbHcMyoWGkaTwZDyCUGsGmrispFVferL9QX97caDQPD7LEe/fttzudk9yZ+dlk6oksiVmz0wFSmJbpj6cIydl0WCiUpYCng+7C8uqo379y/qwQqtcdTcdZzqL7z04nk1OAwAuvljS4bJrmpDdACCkBAMCmaRCKsaYTqmNqEiotyyRYV1z/u/f/9M03XnXcfJJkSMkwYjq1TLO4u909Pug6OWtlYz3l/x9P7xWra3bf56369q/X3evZ+/Qyc6YdzlAsQ0ukItOWIEWCFAVRoARSrAixYhuOAwSBASMwgiAXyU0uYsCJZUGJYpJDjjUSSY3IGXLmcMrp5+xev17f7+2r5mJLfq/W/QssrPVfv9/z+G7O5ExbrpCCM8bKzTwAkGVJf3L47XefU0SCWYQxFVw1KrU0SVbXtp4824tiISWslirLi3MvvfYa1hbnvFQu/6M/+sM4icMo7A17SRYPR8NW6zxvzc3X0bAz+T//j3/r2sTN5+++fKtWX3r06Ce2V7asXKGco1jtvHgeh2IWaIDtk7MXjrMFMrVamr+1NX9pbUvGWcrYcKgts1IsLUtpF0p5YCSj2fGjJz/aP3i+c/Bwaa385MmTRqPGMpXGrFwuFwvlS5cvtVrtvYP9IJg6jtvtdF03RwgFEAClm3NzvV5bK3D//ieLS9XTUz/nuNVqdTAYtJ7ueYU8JU6WJgf7p6apNcBBECud1WqNTrtfLhumY+3uDiUnSZQVSzkIoWPbj/Yfel6u0xpubVINz4rVea/gNY7ze7sHCFGCvFK+uvN0P+fle6cfAxk+ffp+LpdjjLmu6zhWr9dxXKtarXz08bfnGjeFNK5fuVcs0YwrhKGXM9I0QFDOgqBZX/HcfBhG21c38sWf02iCzezBwxeulW+3jx0j3LpcjYOZV8sdHj7/yf3v23aYZuQL937p7ivf+Hff+oFd2Xzy5Fnecg0IbYtwBk3LZowXy2WRSldpRGoKiHa780f/8L/L53MIkIxnnHMEteBZFIVhEgolx7OZ59UIzX/44f3m0mp7cJoOYtONmZwFcevgBITVBUJRvTa/vLIN1GoUOtQiURp5RfPxp7v3f/ZBuWaxTKIczVu5frvbrCwcnh85Rggh8XKGY7sAByILGGdiqnlKeabyLs4SzLlIs8ggNF/Ip9kkSUUUJb4fSSULBbM5XzCpCTQEACRJbFmEAxYEE6B1YmiMtWJcCJgl8OSoW8yXvZzB2AjAVKRthGGhVOz1x6VSA5LUIHnBsWXmlIKU2pQYWqpMgDBhhJAkYQgICBCEkFIaJpHv+2EUKqm0lIQAhKDWABMTAJpkDFMcptl3vvu9nFeIstwvf/M/+fTzv/jwRw/n5grbW+sccQ2ThHGM3ZSBVACMwOblKzW38ejhXykVh4lfv7T98MmDs9aJl3NHvp+x2eb2Rsgmju1++zs/efurr/mjkFLDMExCyEVy7K233oqTNOai3+r5oxAjJTja2dm9c/e6lMHdVzZu39743nvvrG2uI0AGw3ah6GCSmZY6eLGbpcoPztIkuH33DoRwFkyCOOj3h6fnHcaQZTlnj3YvXVp3PDwYDZRkUggT4Z2dnQ9b50qqYjk38qPmXAEALaWQknc67Zk/XVmuFYveR/eflOteZxiWbLKxsfrk6YuV5bXT88FgMFteKc4vlpNoNJ1NlpaWcrlcJjI9SKq1ZQXAyenJdOoDBU5OIrgq2y0QRfHa6kahUEzTLAh9AGW/P6TELpdq3W5X6iyMfM5ZGPqGYSBElEJZyqcqkNJjCT87GSwvr54cDmv1tek0jeJ+67TVKDSay4tA65NHHbeQ7w171LY+uf9kfW3t/KxfruTqc+XnL3aLpcrm1sLu86deDnDGbU+NBrM4RkIqpXDERMaGjE+9HM0X3IWFSpZyakDfDx3XaDSruQyUSqWZH8xmMbFskcsFo+GRR+eyEGigEZEQMQg1RBgDrCiEAAAIgFYAaIowRJzzhDPApYRQKi4NTMvlytbmJUKpY7ueY9um5RqWa5sYIYwpQlRooJSGACnOpJIQagG0RKaSSjFFMBHKkRILoLBWiBZy1WULpUEy5lmc+SM81Ou5S//kt/9he9Y+Hp0aRC7Ol87DyV/f/97a3OpCZaHsVrFGQmTIsJnSWmhIhGlRqQQChhQSE0QwSKNpmvoOooJLBTwIFQDAwERpDcaWpYQAACAASURBVCCUWgmeAQi0BhgBpQA1sGGYEELGBSIYQwCwAlJppS90qRea2QuLjxBKaw0hJIQoGSGkPdeJ01Fv1LY9Jp1Bu7sf9yRCqFmrIYZ4ipc2SkR7EFGlNLygLiAAITQQ0UBSCkwLaZVBohAGAEKtuNYKIANAygXnGcuyLElTIUSaZCm7sOFyySWhAGHR7g8wdQAUCJtJnBXL1ThiEkYHxzv1qjBpUQqhQQJUaJkYwtn+0VP5YJxzSlprw8SOAwzTAkCOh70wnNWqFd+fnp0n4/EsCA4EA/lc8c23Np48eZZluFxq/N1f+pWvf/0X4mTw3T//4/PHO74fuE55MpkIwaq12v7eCUunk4lfKsxdvnyl22vtH7yYxudSpVBxreXh4b6TK01mEUU875GNzavLC1tvvfl2PjfHmOZCj8fTk9N2psLhqM2YQIjGCQNAx/5sa+vKxsZmfyQEr9YaK7aTQJRL4xgBiBQASiIMCaGCcAARwgpABSEASmkktYICCq2V0gpprIFWSmGEJABcMEFNDbXQSmghJAQACAmgBlJqDZCCQEHAOJeAa8EQggghCAGAWGsNtCAYACAMAqBiWZZ1OmeVSsmgJlBUZFxJnrG00z1ncuoWtGFQhNBsGBeK+WiqS+5KFvGi5fnjWWs4XahfubZ5l26UX7qcJmFy7do1oTINRJyEnEsgGYAAQkwoZVxoCBtzc/3R+LTVGQ6HQSwJiRC2F5fXo52dNGXtdrdSKVFCXMeu1aqD7mnn9OArb37p+//+u71299btO//oH//jLGVREGqptDKigEwm/sHB43fffbdcKf3ar/2KVOx7f/6t//oPfu/F7mfn7WdNX127XndypFDKO04tSYVhO02az1i6s3OYy3nVYiXOYp5mjmnXKpUkThCAURg6xBl0O57jnu48Kxac11/aXJivAu43ywXOxVy9WYcQQHRtYxshlLCUiwRhmCRxFGVJwriuDcfTuUKFp4lkSclFC7WF1bmGaZqzqG9YwswTKCCfMYtgCJjlugTm4lgQiLVIMj1FUCGEWJYqjCSH7Q6YzuJL2+secMJ44hYwglRk9PnOz/qdtFCOwyQuVPIpY5gSDlqWZ6tUMDADWirM8xUoOaYIF8tFzhQE0KAJseLB9LPmslkqNyGwoMYy9b///p/mDDeXK0ihiGFHUZqmmZcvCKk4541CPreU+9qXX7FMQyvJBR+PZ63OkEs09dmg24KQPHw6if1BzkBvvfGmW6ie9HuQAgTPXFL67V++Z+Vrk+ksSTmAwDQszy5hkKeUxGx6cHb/pPvg6Wcf7x/slqvFMJxc2txqtTqT8SkCBEPfNK12rwWRRgjncjkAFaVGHMdZzIRQcZw9e/Z0aaEBgN7e2ihX881GHWnkT+MsmxrUdD3HIvnppDs3t+g4kHF++eqtTz7bvXZte2Vl7icffrqy5i4vFQr5gmWwy5e3zs6OpwEWQuzt7Tp24ax14hZGdByfn3cR1hDp0I/uvfKVWzdeUcn7tuVd2miwZKg1pNRSGgyHQ6VFKb9CDTQadwnKO55zsN/+nH2ysclyXpEY0PUsAMHEn0GENUCVWqU5XyWUQRydnp9F42kSxf74GOPZ0dH3oX0mmVUuV0eDo0d7P8ZKv3H3a/NLt/7kT34AkFeg9mA4/uSzBzevXWZcHJ/vh+Hs6tXrsyjAilJqaCkY4wR6s2GW+EAIRYiBAcQYa22bEFpeERKyvlI87/T/4oc/0lBzqevz60fHezt7rUbN6nanTx49j5Pg6vWVZrMpsuprL//HtrEolCORTuSsN9mrzeeAEpVSTaQyHIcsFNVm/Ru/9ztXtt5yrQUJlEFcrSFlXq20AUFdmDiLlZTDUqGaJEmzQm3THI36CQtzubLjOGEYTabjOFZ+0M25rmm4mKCzs5PBoEMcKBSjpqGChFDAeQYAtoy86TErl0Ga2bY+b50VrRPLtrv9XTtX3j0+2D/bWd+4o3UOQYdxRQBnyYxzLjifZidKKq0QJQYlFoJYa8BSJqUejIZaKCmFFAwjiDGh1DbMiFB4cHz8fGdPY2N4NrLcXOj75cLG+++/c3p83uuOlWbE4Ddv3cKAVIpVjUyAFDVBfzrkWiGdSpA+O3xMbBFGQRQGo2F/bXExV3AtgPb2D7/41i3BlWN7nlsOgnBtrdiYb06nwXvvvV+tFSuNBQBIPleKXECQmfL20ppruYjr8WefJibNx5EQPLh69cr+wbOvvv3lF09PpMqyTNiOub21tb6x9MMfvC8YajZrEkjTNPxZDADYWF+0bIMxoUVSyDd6nd5k6jdKZa2J51GD0krRadSbUvEwCvu9UbVSH/YnQHLHNF575caTZzuuSW/c3hoOeqWS9YPv/2Q0TW7fXt8/6tYbuYXlokly62uLGReWU5tbaGZcuJ43GI5G4/HVKyuvvDbHMnF4sFepVD/66eNqNVdv1CCUhBKty7lcWXBNlZ3zqoyJdqt37drlNMtms6BUrIZhxJlunQ00E836ahbjd9/dXd1sv/Hm6zs7uxjCdjrZHZ+Wc+VKcSlTqT8dUaMPofuTD144jkctEZ+0Ni8vu47TOjvO5U0AZJZqDVLG0ywBUtFKuTHojcUsrtRyy8tzhgmUFnHiS5UuLCyEoT8YdIUygdKem7ctkzgOWFwmZ2ePb12qU89DGGiYSRApLaDSCIBUc6X1BdhfKa2xNQtGAlBErThlGmQ8ZXeu3d7a2DKpVa3WDdMCWotMYqWBAkLrjKUQ8It0IgAagothmJRKQsggxlJLyRFAmCloUgdgKpXOOBeAmgVbxvF8fUMlQRKMJrN2DjVurFSa9YWdo53xs0+biw2KxXlnV88zrYxCvi61FgAT6iClCCImMKQkGBIhtJZAcuZHoVmoSqQwQFprhJDWWiuJMIRKXiijIAJZlmKDaqWkFhQaAECptVRA64smEYQQAgAuYgJKSaXURSkNACAERwBrRRTTWhf3Dj6x8z4yMwaj+vJ8nHAGhwsLpdmEhdm5Z86lCfScIoQIQgWh1hBoCaVWFGPXseKUAUy4YFwKxhhjLMlElPI4jhljQoiLPtzFlFgppZRCFGeSGQQUK9X9o91SKdcbjGzbiacTDI1wBiuFvG3lWZZJlQbhMEvjKAyDYJRl43LV8kXEGBNcH+31PM8rFotezm00FrLUaJ33p9PAMCzXLUzGwdl5xzQ8lslKuaE4Oj3q/D9/8qeHRw8QDU3DqJSru7un9brw/UmtUd/Y3NzfbakMh5Pet7717b80/3Jja7FWKz58/sz2gFZqfX3z8PicMWHnTISMvOvce/1LLJbXX7uhJNAa9PuDOP50MpmZpruxfikMeK87Gk8n9Wbl4ODkn//zf8GyfL2xee3KlXql/KUvvmkQorQgFCguMEQEQX2hooBKKam14pwjogFAAAEANcZAQam1hgggAiHQWmsNlARSSqGURBBJLiFQEGKplNIIXHAWMxanEUYJ0BAAeMEKgRACKDWQ08nQNA2ogEmdhfqCZRoPHjz6vf/iDwzqcqY++/QnP/7+j6mB/sX/9M8QQhe/NWNMKHn/40/ap4f7+we/8zv/+dHh2elJt02Derl0/eotz7M+//x+uzMI43BldRUAQAzKONdKGZgkWXTW6kZRzLiMokgpALFlWLaGGUTYcVwhBKUYYV2vlLnIEJCOnfa7Z/tP7v+zf/pP7t17dexPEWYZS/MlV3GEKOVcnLda/UEvX/Deffed/+1//5fNuZLU0Xt/+X+9fu8WE9N8wTWpgRAdjULOtWE7ccqjOOn2uwb0NlcvayQvX9lECBCKHcc5OjyeTWYn0dnwvHf0rPO1t+/d+/mXy0VHiNA0kBRCCqgVJdj0Ck4UxhhjCCHjqdQ8yxJvYZUxqRUOkxhTdzoNhWaECiFErzfVRQthooC7d/DYBoVhN9QK58tmlPaYZRdzpggVZBe98CRJYoAhpRZQqUkLX//G9dWV5ZSlQTw2bcX4rFJujnozjSQyQK5QuH77yshvpZOwUMorUcpSVijmXc+5eJD1RwOkjdFgYmDLNK1quRyGo0aziLAqlkpMoiTmSZwUvfx0OC4UiWXNWq1esznvusZ4GkfRUGsQJ0kUR4ylnufs7e27bn6uuag19fL1OJWTiU8tr1Kpb1xZunrpC9c2lpGGsyC7hZvdfi/v5HOiDCfM740yrmkuxzXIFytUGmmYRXzw+OjDTvzpQetjxbJyjRRLVr8/3NjcPjsbQICjMMWIG4ZJMHe8/GQarq0t+7MYAhpHsUHtRGS25V69cmVpodYbndi2MRoOwzCI/Hh5bZOa1nK9wJVuHffyOUMJ0DpvF8u1g8Od9fUmNcCjR0+vX199+c7L/iw9PDhkjE+mvdffuKYUgUh5OXs8GiEEB36nP+zGkbRpwaCUJfzhZ49zZj1nFzA2/+gf/I9YIsYEoQa+KDqYOE3jhAWe5+zv7/2rP/1fozSuNejh0d7q+hrlIMo00ApoCDQeTnut/m69lgujvmVLiMT9+x85bkEKNBzuMJnsHRqEOD/88f6Xv/Tar/7611lEv/Dy3/3//uxj251jHBNCoQX39/fLBadac+9/+tGHH37w+7//X5ULNRPZaRKZFLXaHUpJEicZEggRmSmCKYIQAUhNg1IXIvrs8cmDZ0+FBGEcuIV8odTYNgu99sMoPA+jkR+NRpPOTWex2PT8LtRaK6kBRlzwF88+fvriw7POC6yM5eb1cW94eta/urH28OHjbiLLv3ltZWmVUgy0Kbg0sLe2epngBGobA0eDYfsksW2zXHZZJkulchlXZkFSKpVqtUVqmggyJgKotVaYi+zylUvD2f446iiA4zQgBuh02keH+6ViaXlxPYpT28kG44nlgGnYauTl8fEzhYiVs6dB33JJLHxMoNIcUkKQZYAiQCmhPBMZxghikakkYxPGWBRFLLQl1y/deXllY53FsdZKCIYB5goAjYIglEJduXo5jNM51Tw5PxXMqBZXa5X54eg45fsJBwCCOIMLc6WCx7kaIZRYhKaTCcLQNkmYqvd/+v7v/v5/en14o/PhBwalvX7n8pX1KINsMjk9OXj11XsmtpIkM00rCGaTyQRCcv36pVa7pzVwXM+PIsEB1+zmne3qnJXwkZK0WV/3w+Tk5HTmR0+f72ACB/2fJBFfWVmmxOp0D16+eytT0de/8TXTdCzqHh2eP3j4dHklv7y0PvHD+/d/JpWq1awo7L3++o2FxkL39DxneYf7e/1Bf31jdTgaccyF1Fprf+pPJ6liYF8fCaW40tQszC/WIFRxmM8S2WwsxSLxZ/H1m40rl9cKOQcIMZ75rdZZdzC4ceO2YZqGady5s27bdqfbWV1dvXXz5e9+94e1mgtAvt/vMZbEk4gzOT+3QonT7U3OTru2QwzqjUb+7u5OuVQrly3B4WwWlMtlaEa9Tm9+fu3SZiVfqvzso6e1Zt21HB5nCOrWyXj70obpOnNV/tnnBwgAJdDXvvq149bu4dl+f9DeWr8uVTrzfQBUzs7704ynWgrToHmDFNOk43rW3Nx8GPoLpUqv1y9X3cnY39l9gjFuNBpCmI7jHR+dYUzxH/63vz1KHlrU9hxXSs5kGmfRLJwFYRBHcRRFfhgGQRiFcZKkaZZmIp1MJ34QZEIIqRhLhOAFzysXS4P+YDAY9Hr9YBZIJigihFw0xCC6oAArobWSkmMEAFAQaIxSCLljUQCk1EIBoSFkkgutNIYaKIohNWwOsDQco1C1i3Vk5LU0CTOXKxsvbc85GookBkgSE42C/mjWI4ayLCCyKQEaKzSbxRmDiBhcKi6VUrpUbuQKVQ1MKJWUAgAtBYNAay20lhcLwRnGgAsGEUrSNONMKCkv9Hyccy6EEBLoC3bpBeTrPxxnEUIYIyEhwS6CtlTCMCU143wBLC/OKSnr1erifDHvQdfOiQyVC3MGdiW7eKPWWmolJItlmmZJwoej6WAwHk/8Xm/Q6w1Go0m/PxyMJ0EYJWnKGLsAe0mllFZMciGFAloqLlQKkLQsMhh0292W57qO4/7tQFlLAaMg7naOx5Oj6eyY8ylLkpyb96wShR6LqQGLjlFvVC81KpfWl68vz283GyuDnj8eRUqzLGOmYV/YNkzTLhZKGBn+JH7w+ZM09g1LChlnaexPw0Z9oVwuR3HIGHPsguuUGvV1xyzk3XytUqKmhoRpyPN5D2k0GU0nY59gA2sKBGaJjqfJXH3h/R+8/4O//It+t+3aphJhNJtNhmMgSTzjBrGBBJSY5UKtUphbX76yNLdaLRdNClaX6hgxpRKtM4QUQgpAKQGSSmigAIRxHMdxojWUSkollVYYaQgUhBpjCCFAECKtEQREA4NSAJTWgLNESKGk4JxrpTPGlFazYBbHEQCpUkopIITmQnDBGU+VEpPJWGsFGEl9ee/VN0Uiv/ftf98+7Recsj+cHe2dzNWXtjevYeVN+hmPSexryJ3O6SwYy/bx+Oqlu994+1c9p1IrzzfrS/VK06BUCp7LuULy3b29NBOel0syJiSY+uHnDx4dnZz5fpRkPIxSYtgZF5jS3b3dublGu92eTEeeZ1cqBaCF4Ml0Muz2WkEwRFp/4+f/zuuv3v3OO+8MRuNcsSwVRNg4a50Px4P/+X/5l//6//5XUeLfunMJG4mCQX3eevsXXoMkqdTd1c0FgLWEKojiwXhy3umcnJ/Nwlm5WlJaFArVyXhy68bV4aATzSajXq91cHi0s9c7bS/W5rfW13/jV//e1e1tDGASRpZpUUIlBxgaBFtxzJNkRhDJkpRnmUGITamWUmSSINO18x++/6hRWjjaPfvpjz+79+qtQs47OTr/83d+8uu/+vcW5xpXL1/69KOnP//lb5a8OQLBYrNQKefLucbR3rlrO4W8oSWDUiCpodQUYi0VBnBn53g8GTsOGE96EMgsCwiFywvNMJRf+cpdxqPxuBsl0yj2tYAzP1QSHB8chb4vsgQq7VrO8vxKwStVCiUgZTHnKsFsw47CeDYNg1kMhfRMs1mvTCZ9QlBzrs5EbFqYUmXaOl+kzbn8wmJpeXm+XCqtr63Mz9UoBRqkmGRCTwCZGVaAjUka9fr958cnj168+KzXPk6mg6VKec4tZ1M9GyKFbCNfEVbRK1WhklhEWdjJRO/F0QdhdjQY7yMFCsVCFKecw15vUq8vZKkIgrTTjggRtkM4l7blDoaTxcUVlukoSBAk25cudzs9y8SeR6u1YrGcGwx7SumcV0DImE7D4WRWKJWm44lBYaVs9/vtpZW5yXSGMfH9WZbqWzduPHr85Lw1UjpbWm5Uq26+aA5HrWvXt5eXFhGCr732mmEVe90xz0Ac8UFvjKGBAFZS1qqVK9uXLq1eDkaxFJyxJE79MPZHw74CQmnw8cefvvPdPx8HrW5vRIj18t1XqIEm026cTqWI+4PzTvf80dMf7h8+ODx5VKlSy9H9fjvLssl4Yjs2Y8Ha2noY8JPT04yFlbJXLBYalRV/BGyzgbANqQbIiOOQEjDot4J4/OnDjzORlCqlYqEw9X2IOEBsMh2VKkVsoDDyo9ifBUPGwiQJo2jqR3HG1eOne4+f72gEkyziIh2O+yY1bNON4/Ph+AmiwnTI+vbK3GJZa2zRlYXqXYfOhzNpOerZzl9p2A6CjhbYtgpCpoUimluYPz3rMKM9mUyvXLkBIYjDlGD4fO/Hj55+++j8425/tzvaGQ/HPFNXtm7m3ArPdJKwdrsXJxkhWEgOALZtUirlTcMwDCuXcxeWqmHaL9WcRrMyt9BIsmDnxVPGQgikY5NCwcrnDMNQuRytVLzUj9NER4mwnAI1vWp9IYpSzmWcBFHsszhJojSKg4ynnGWcZ1EUZRlP0kxKrTVMY7mwuPjaa28QRCmhlFLX9QilpmnblpPL5Rfm5xYW55ZXFre2t6ZTP0sTaujVtfrSSn7r8tLCil1v5j23qER9ZfHlKJI8y9Io7Jwf7Tz7PJi1uIzPewen3ZOTVvv49Hw0Gruu25irdrq9fL60traJIN7d2Z9O/b29PdOkUinOVZqyq9duxGn24tmLJORQo1a7+8ZbW4UKPjnZDwMeh3pvb3dtYyUK2eXt20oY4Uxev37bdexKxbVdnsuTKEmfPHlyft4uliqj8bRaacz8YDKd9vp9Ssn29vzWpflr17e2t9cno95kNCiXvOGwWyrnlRJcMQ2x5xVcN+dYdq2UW1mq1iqNJM5u3LgjhNo53p35IUGuyFC73UVE331tc+vyKudJ4M/a7W6cxKbtVauNJGFn5535+aW1tQ0l1erqKtCaZxIAmc/nFhYW8vn8/Py8Qe1SqYGA/dFPH/R749PTVq1WmZtrdDqdMIgJsaIwTVOZRCyOM9PmUirGdT5XlhK12/0kSC1iGwq3Ds7G3el0NMjn8+12f35uXnJgUXs46ORyttZpo1njCRyPfMfMsRjGIRgPU6gdJYnjetVa9dLlxVqz2Buc2i5MUv/O3euNZrXb64xGM4iIZTmffroTR0m7NXr7zV8ihBpSZwqOHu//FVRFoF2lHa0w0tjABAKgILlgHVyoB6Dmubw1DnwtoQaUUJhx0Wq1Lm9sUYJN09QAxXE0HY5OJfBctzHXyOVyBiGEkIxxhCDGWEqhtUQIEaSVkhpwShFAECCstEaICKUZF4irLOKzJJvGySQKkiSJZlMkMhlOHCCQFF9+xV29die4dv3BwbOHhzv1ojua+tPxEUVprzNYXdiybGq4ivuZkpzaJshkFqUTf7rcVEogqFINtNIIIshF9rcGXU0phVALKSCEACBMMZAcIqQxAlJrDaXWXApMEMH44iCLIJZSaiAvgrVSKgEzrSBSBiaYUjzXaMbZHlXxfMnRSsI0UwQDAV3bNZGVcky1IbhinHHOpeSuUwQCRnEaTLPW+UBoIJRkUlzcEASQAF80wEAmBEJIQ3UxJAZaCykBFgjIOEykhSqV0nDQJYSE/owQSinO2IzHloSGiUEQhkJlUcoNWKk58wZ1V1fXqrXl1dX1xeZSIV8AQCmdUEt/+50/3t85nkyHxEogQNPpNJ8rKqX39neb9flaZf7Zgz2oDEqIQRETYDoNBdf5AhZc9vv9crk6mwUmKW9vXH/7K1/LW06p4CVs/Gff+TdChtjQu0/341lsmvZwMPAcjkFskjxdRJsrK6PO4Ief3H/x+PO9S5fmF4v3Xv7i6vzKyck5cqyUCZ2pcX/Q3Fz8rd/8L4v5JtCEizQIR0k08TxbawaQTtIUIwwlkEBrLRBVkgnOhZIKQJXyDBNETcxEZlkWQkgpbloWZ0xLoCCQGGvJTUrDKBEssR0jiVMJEEQUaKWVMikhEEkpNQBAI4gRQkBKprRQXGFMBJNhlPzcq/fmSouPP3l8dePa3//Fb9brTZGJzeVlITjjaZalQjDOORKKZbzslirb1bvX74ZhNGoPFuqLSgF/Gpyfnz548GBzc+2111+9eeulO3dfe/d77+3uHDr5ou04H3zwwQcf/KQ5N//6G/csw6ZQ9XoDpTS1QtPCUjLDgAQrJVOtssFgEgTTNI38ybjZXBWKIWwxof/4j/9sGqT/9L//H0bTySef3i+VCgZSxyc7zflcu//kz77z4K0vvrq0+Wq7fYpo+nNffl0A5kfjiKWmafmDYJYEwFBzzfrC0sLS8oIQS7MxwwRIHSOQ9lqnaRRN+2ObWr/7G7997eqNwXjwyWcfn562rl25gQDKEiWlQgARg4RBmGa8VPH86TQKItOgp2cjrUWhUDQNz/Gcw4PTaqk27iY3L9/97Gef5O1KkgU3t248f3AqY6mohBjfvvzSamOrYCRhUuToTOioWV39q/cenR5++If/ze+EUQAhNAzD92dhlBLDyRhnyWQ4afF03iHO6e5ZrkAKhYIWuZV5LxgH5ydDwxVODhk2HneHQgidiMXq3NrKPIZSckYxBhIBJaFSMsssK2fbZUKpSbRNZAhTglDoT5LpCJv2cOJnAlBK+8ORZVkZY4BrLnkchxgZQCOllEmMQsGs1jwJFSCeRioTGcRQjwrjsD+NAp5lQXenStxCEi1eN83C3MlRd3np6jAF+cpyFPse5a2DBwWPATSCsC3Z1IZIY4NLoBVOUzE/t5JlfH1ja3sb/vWPflCvl2/cvPbo8ZPBYCIk/ORnD5OEN6pzds7jTEwm0zPExuOjXNEu1nKcs35/8upLr/QGfhwnhJqcS8siw+GUrRTW1taV1FpLpZVpOlHET07aSZoIObl69dLy8jw1FEB8MGLUJO+8+916pRHH0XDoe16ZJb4GGgIchtMk4tVSBePFn33ywRde+ULOzEWziVegXIWj6aDV7Vy7dufsbLCzezyadCeJnyRpLp//8CcffP3rfyeMMRMcImVY4vmLp5kalMvevTdvhbNhtzvTkj59sre2emkyDnL5gj9NDg8Gxyen25cbTx69KNiluuNxbl67emfiJ8NpfzITHEmtJJfJg4dPh+OuBOK9v/jubDJlsSZYl8reaOxfM43+ZGAYhPO4dX7+yp2XDWpDjTLhPHl44PspJDRKIyFTpTLbwL3W6XxjYff5/oOHn1seUShrLhV39p/8yt//Nc8slKrVeJqUKpSzKBi0gknXgJBplWYzCaPqYtFPJ+s3V+Y36NX16/mC4Zguo5YGimX+xD+uzGWmxw0jZGEcREmxbA+Hg2CiOFeIGAgpDaSGgnPa642KzDGpKYXGBEKDS8WKJcdybEyMboesrSwNB2RlaeHalSumQX1/KpVxdnZMDSR1LkwmGnpSGkpkvXZnOI5KxfrS8mqWZZaZGlRNpzMEacxhJk0MLcWJUohgi3ORBPKLX/wt27Js05OMC85NkyqltEKmaQqulNbE1KlILceYTDpxPPEKigO2tNYslVGSeZjocOK49KXlxXkIywRhyLPnyWR1/hXLDE/azyIef/LkgW0XtMQyA4Tivf39Qr6I074CrgAAIABJREFUoVkq1dI0Mw2bsezOnTtxHPaGgzBMfT8i1K41a5VK5WSvTRHeuOyWqyZjolzYmIz8fn9YKJZ7HZ8STwj06OH+zI+yVDQb3tpGzTD1ZNKLBS3XqpaZ/+67f84ZXFvdLJQraZK9eL4jpTJI0GiuZpmWunh8vrO2ssLCoN4sFoql0WSciEByZzqeZRmzKL28eWm52RSMD/uD05PTO3dfT2jXH0afffzUtYuWbQMNCQaT0fDp0ye1UvPspL24Om9w+Oz5Q4M6jeZCmqj79z+bn2t89tnnhKAoiNfXNzgX1DJHo1GS8XZ30utOkliHM5GkWaFIbdsJgjiKUtcpmIZrW1673Ymi2LatamM+dvhskv7s/iOgYa1WhkqsNGoL1frdzUsmJlKLH/z1T/NWedIPSl7+2bOTre1S9/xoaW05CELHRkDCeCbjEGBkjAYT1yXYQBqFp63PfvGlr12+vPntd/rUlHdeuk0pHI/Hi4tzBnW3t64PB5OrV2gcpbn1CuecSAVSxg0UWXkCVKAVZBlUwkSASCUxgloJpQAEBCIMIBCCuZ6FsFSaAQBSrjAGU38UxaFtOJxnGiCtgeXaSIGMZ0fHhxgT13EK+XypWIQAI3xhXECYYq0RFzzNWMpYkmb+LAyiOE7SKM0YF4oBJSDXWkAkIZRAm4RSjJGLBBA8jbO4byPbhurVta0rS4u9wP/06bOT3mAKyGA0yJXzo2SQGbQz7aZccZZipfzeNOyc3FpZtpHLNQNaCaERgAihNEsI+RtOGcaYEAAR0libJg4SCRFWQAMEIf4butOFWUprDcB/iB9AAIAUSiklaaw0gFJQkLm2ZcCQGgUDYQwsIUGUQA4tKL0o0z6MKSpallMu5nL5XC6fdxzbsnNRHMdpxhVIGE8ZzxgLovDim8XTIJ6GYZgkCWNZxrIs4xnLtFKMsSRNknScZkkY+hjrarXUqDSzNHNMN4oSAAAChKc6FqJSbqxfvpov5OZqS/XKarO+XC4Uy5ViGCWCyyxms5GPkFQ6DdNBFE5cC41EFIVZpVJFyJjNglarI7gYjQykSKVcVoI4tk2pGo7D2SRQmlIccDlcXFhIU+Y5ubxXM6l7dtJabjaP9neVjoJJeHrc3d19YZmmgXOemb/39pduXL996/rd5YW1Qr4azOKXb978vd/9z5SSKUuhBlwEAEmECOckmIVCJhkLZ0Ey31zNu0WeMX+myt48JBAbWAKlFYjTLM1YGEVaJABKpRQhxLYsfxZKmVm2IYCQStgUYqyk4pjgNAuRRhhhAIRWnPM4SzRCBGguBEBEAw0QRkqDlDPGmFZS4b8NVSup/6YexrWWSsm8W1moLL700s3RePjmF77wtbe/kiUJywIlJY8VpRhj7bqm1gaEACEItL5gVigFyEIjihIIZbPZkEKE4czNWT98/69XNza1BuOpv7C03uv1R52hbdnE9FbWLwkhEabHJ6c3b97c3dlZXVuL03HOM6fTfj5veZ6pVPbixeNCwYOAOxbdeOnm+XkqeMY4s2waxv7cwnK72+YqOzx9cf7TA5lF/+APfncW9KezVmdwdNz9pNmsNpbtaq3cGZ12ep3BaAQgcrwcNWhzueF6pue5mCB/NqTU9KOhkvxofyBZ0iwXS7XSvds3i14umvXf+97/Szwz4rPne09uv3SLpyLMYhGmnMecMcuxESbDcaa1douuazt2ztRAIUSSVB2cnD34/AULkUer5GXjm9/85d3d/UqtOJ3O5uqNTz95cGl7uVL16uXmydH5eBTevLM+S7JUDMfDzvpq/trV13maYqYwISAVHjELFRcbxjScvXL7apiuhUm4uLD2xktvpNno+fPHuXwhHPHe+ZkfRYUKAUrWq6vzxdLK0qrreINun0exUNwgyMBEKl1w3CSN/eEQcl7M57UGBjHSLKmXalpzZVLB40gpCmEY+5wrw6Ap4wDAJE1t15YSc+EDnVFiAOjIFKDEkEozIbiSGgGAUBkA10Pay6dxWrNyb126dX1+I46Br7S0ykHCgVEY+7FiST/Y84zp1qX8v/7We93R2enZeblQak1C24HDgW+aBcbE8fFpPu+ZBpmfX7h8eVtJeHnr2vFp6+DwlBLHKRWklN1uJ+/YholffuW2afP+qNPr90zLuHnzqhAiCWPTsDMh2+ftYt6DQIxHMcV5xzVm07TX78w1GxDI46Nzy8HFgpfLm5YDpWT5grO1tTKd+Jc2t5OEPXzyxJ+Jra2rhNDTow5XQghBTWc8nU6m09def4OJZMJjAOPjdu/o9JlCYjaLWoMTgxZToYXmSnHDxFJyKcXu3k7GhpajEBKWzV59fUuoGqFwc/3Sxx8P93cOBDfSiEruSMG67WBzY1Gw3trKqmvbZycnp9XhGzfWLt156/s/+Oz6zTvXb92GUCVpBlSGMXv3vT+bxh1skIXGwuuvv9qoLCZx+qMPPiA0//zFERepBlmnc9zrtcb+sOjVtIKZtim1U6ZKpWq+6I7HoWUaCMpCzhiPzjDmiytzhbI1i0aMB1rRk8P+Kzca/kRhZQqlWDKMo8lsPCXIatRKEsC17fXT86MZY5abP9gJ5KxzddXKkHItB+qUEloqlbL07Oy0AyGCkuWMa53uuYyqKnMRIlnGABIpixBBQEOg5WAwMImJkAGg5MPRO9/9Tix7TGSlUo2lwrWpZ9uVYuHp48+r5WKcxBCCNA6jUDGmGFTlatHNO1GWpUnIkujpydna4sLtWze4UlzIpQUZJxHLMgQRY9lFokwrztJsfen25a1txQGGSGpoWZbWilIqpZZKK6UvIn4Eo9Ozgzge9QYHiYBPdz8YTc+XVrxfePteMJtCVSp4NS0EMSRPBeSJTbWJgImp1JJ6pvTB/sGxYriQK9Vqda9kGtjp9YZ+ELRbfZMQL+eenZ0kSby6sTEcTi0rjwB58ew5Z6xeLwmevn5vtd09wMQTzIhmqF4tTiazJITtdndvrwuAfuONV07OXmxsbre7h5sba3GQjIa9l1+6++L5XpoJnhlxzAyqO52OkPLmzWulEqRYD4ddruSDR/vRbLa5uvHyqy8NhoMgCXrDLtA1TEi5VCrkvFarFU0GaZJMZ3FvGHnFF8pNtED5QiGYzsIE5gGIIw8iwzRzlulurG8Pp13bwasrl4AmtcbccDiIo6zVam9uroWRj7GmBphOZ4NBv9GYG4+n9z86rVYtBF2DGrZjY8IQApPJJAwSCNF4FLmuhzGhlFar1cEg67T6pXw1icHSUqFS9ngaVUtGrUxfvnZTC3B02v6tX/+NmOOM8x++/+4rLy0ZFmx1ZnvPD0ulimnGjmN020MEHKAhJZixoJA33by698Wb2Ih/+rPvWy5YWl7AFD1++nAy8dfXLl+7vnx02Pv+X35azLmrq8thGDu2TYTQWmEJeMpCJQNCMoESCW0KPXixZSITag001BpCDQAApkkwgRf5AY0QJFgqlqSJ57gi5QARACEXGUGYWkQLbRCioDw9Pz08PrJtu1wuW5YdRtFoNNKJYCzTWgkhpBIYkThLhVAAY0wogJaEBEBIETYgBEgDqBFSioJAZwnGzCxQYsyGfQKFQ/CN8trVt7f3ep3Hx6dZrP1pH9o6jNTKRq3fHziOLZJopV7lk4jqqUxCholhGBhCpRQixKLkwkhIKVVKSZkBoLjgGqog8g3HExpkGWMZv4BkKYU55xeEA601hEjrvyEeaA2wZSmGoIRKY5bBaBKXCzkNqWXk8rZb9XLl6mKjupL3mjm7bpl5A9tSyAuRsFI6iVmaCMYUQNgktmMXNND1qqaUGoahoZSacc6E4FmWhdFs6vudTrvdbrVarfF4rNJQiMzUZhxEnXAgpTRNq1KpmFAWCiWMDEoKzeb2W1/46tWr17I0SyKuBYSanZ3tP3vWLdftfK6UdwtKIi3kyO//+IP3xtMWoaDeKBPTisK40+lFYQyULhaKjVqtUW7+R1/9ZSXIgycfnbefHR2fUIMWSyWgsUFNzjIIwMnRiWtnOiv+9Mcf/s5v/eat69fGfg9C1Wn35mtrb37hrZdu3v7qV96u16oIkjTKgEJKQQwAkFxIYRhGwfOURIxDiAQAWCBcaJYU4BplGJmUeDwVTsVYWpyDGBu2RW0rjJPxZDqcTOUsgCkCMjBNqqEkBhYKuLapERRQWQa1LIpUeni4WygW0zRFCC3MLWZpSjFCVGcicW0HSKggglQRiLnUGUsmQSyk5IonPEVIAQ0BglJzliUAZxgJIYTtWvl8/tqN6/1pH2MkpIqy1DSxxopixDOmgFJKUepBpaUUQiqtJQCaIAQBkgoapsUYdwpepVq1PXfr8pWUf+vB42fFYiVjfDScmKYJiSE09PLFYrnS7XQYZ0pxKbJ83sVYCp64rtNqnSIAgBZJFNiOJTmzLDoej+aaDcsBFJrTWffjn/3QD077k+PHOz8qVPMTv3v5ymb79PTzx+9pkEoQW54uV/PzC5XRZPLi4OGgPyaWQwyDGEatUecyzRUMIdOMC0Pb42FScMuSq3arM18rb994aaFeS4MwmPoWAVJkpuWlUhQqzVt37h4en9RrVc5jJTMnRz1saq3Pzk6pVTEw0aHEGFVLRYxxkKb5fL317ESbzmK9tvt49/On/LU3boezeDBijpuvNWo//vGHq+uNLCPFSvH9H376rX/3ve3Lq9/8lTc3tuofffRxlk5r1YXW2dnWyuYFe9gwiGUbGgIExNNHj1rd4SxOzS/kXv3Fm8fH/PHn+wsLwat331xdX2UqHo5b+wd7zVq1QA2iWO/0pNceyoyXS8Ug9L/0pS8fHh51z/sQ6bnGQrGQp5QEQYA1ggBlKTMoqpSrSTSTYqQ1VAr9/zS9R9Ot53We+eQ3vzt/e385nxxwDgASBEiCpECRFAVSEk0Fy7JVZQ+6B11d5UlPe9iTLpe7ujRoVbks2lTblkzbMiVKopkEEoFIByefL+edw5vDk3pw2D9gze+11l3XVRS6KPMkKZTWEGOZKKEkMwgmGBEDIANRQDCDAuRlojXwHN8wjHS0pw2SJdJmnoHIUm0BFcynraMuMvwtwCxiGlnJmS76x0/vXNKEBsDIcpm1mgvbS5f2u2+H4RgjQ0r58OF9So0kgZT6reZ8Vqgyj8/PLrqDoe/WbcefTqee5ysOIeK+Sy5dXj84erS+tbaiFnd3dwghWZRjjLtnU9OlzXbLtr08Kbc2bsRR0D2PXGdufbNdFuLy5TpB7P0P3vvmt74sZHpyctDuNJJEua7v2P7T0VGeca3jKEv6g57n1E3LzvKUmobWoFZrKQCPjk4Mgmt1w/FJnA0e774/mPTXN7ayKSgKsjC/WWsb3acRF1mRx5Zl7uw8TbPzSXDMeVqvIUIMy6KMsds3Xrh++dNFZL3/y4fnZ/z6db/fPzNs68c/fWuutWCaFucgTWCjsTa/cPnPvvOfhfAwO1lTK66lKp4DAbjonsdJEEVBqzOHMeZCzs/PTyep781/8fWXK/VKkk7CePi9//rd3YNnhLKbL7yoOBkGget6Sc5feOHFo+MTQnG/d1bw3DZAosPrt1fvOLV604Wo4CIl2D47gFVng8E5AaRQSZCe7Ox+cjE6I4Zx64WN1c2F4ezsvD8oSwhQzPh8HKKnT04Naty45ikZpvnYdUmpzLzQCJiMTTAHc602qixa1EkzBRBXgJ93uwiTRmNRyVwBXuZcSahU2awv1qq1Jx+/2+40izLHmO7u71kEzsZ916JRMEAIjseTLCsUQJICIcsGrY6DYZqnmOJa3Uvi1HOtTrtZcpZm0LIN33eieAaBkLIseZZlaVFmWZZ96srneJYLDgkESimuJQC6LCVACAIBFcIIKamUlnEUQFgAlGVlmWRRGKX376eLreN2u2Fi12EdoLDNqEZGUsRa5hhCJZWUMipjCVWSpovNNdc3CYHMJEBognC1Wn308NnSQsc0DQAIAGp/f1crurl11TL9vf2Dw/3BjSvL62sLN29uHZ8dcW49vH/KC24ysvOsu7q6Nh5H1AS1Wi0vYkyUAqVW6uH9o8HFjPrwz7/7FwiZ1erc9Zdu5Xl576N7jx/3lxYcXubNxvL9B++sbW/1B9H6ZocQczCaLS3lO3tHrbk5SJguVBKGDKMYSS6i3aNhMAYaAGwABfNGs7n7bNer2nE8/sLnXrx8fXMwuTjrnjVrVYTQNAxsy47itFpxRuPg4YNnXIpG3TMNjxnY4GR7e1VrdHgYIGienV7Uas3NrbpWmGCnyFVnodJZ8PM8K4qCUmaZXpaWUgDXNR3HrFSdg+MLi9Ucq84YaHfmZrPBndtXz3vHyax/cbQnSyilef32yxCBoswnk2GnU11dXZBCU8MN47wskmqlGZj08cNuvW5atpWV8Rtf/uxwtre4YnS7Yc5niMjhaDgY9Q+PTu/efVEJ+PNfvAu1vbDQKNIiTVMpC8c1SZYkvYsuJdikFGJYlANIQghNrmyL+kpgTEwtDS1tqE2gIMA6z3NKseQQQgggLHlJGJ4Fk3qlqoECWmgNnnMDtJQAgpznRGDLsYCCEKGDo+PxZEYYgxBRCKUUjBBKsUUNXnKiCcIAIAQgklABLJCGCCgtlRYaE6wkkBABbDHbuH8WL7edmrfpIJGHw2k3UhgsVhq1q7Xb61c+3v3wZHhS9xuTJOXJ2PCq65daeVjay7UUzDy/xQAmCCglkVIAQS64lirPhdZAKSVkCSDkGuZSz4IZSFIFYCmUUvo5zUwjrLVGiCCEAEAIIqU0QphShhDmKWbYlhwiStr1bUIa17bXFueWHKtimiZGBGGmFVYcawXzvMxkIaQEkCBIpYIQAoIRxkhrILUssgQiorUSRZnDREkJgMaYIERMiCzf7tQXrm5cfU4TgxDmRZDlWRxFURzNptMwik3TmpvrHB4er62tU6eSZ6DZWMwz1e9PLNMrCwI1gpBjCokpJ7Pe2fmRLDWBjFK6uDR/69aNt97pD8/G49lgeXGlzGUcpoSwxlw9iROocdWvbm1u3b728vbl5f/2d/9vmATBLNQSDcfjZquaZ6kG2rOrjuV6jh2Zxt98//uHuztr68u377702qtftEyz2Wg6hl3kRRYVGGleAEKwUhIADTHSEgit0zQ1sIkxRhhAyLSGGLOyyBjFUoiyjAmhmc5lqYpCzE7iNC/SLC+FkEBTxphBMykgRRgqQpBpYtsmueSYoNPuMaEYQ5GUcf+wv7KyMplOwiSab3UIQYZmiGCFNYC64IXmuuA8TrIgyqO0dGyXQwkoEopjDAEUEGlkyKwIz4728rhsVpZODvtRkEuuCDYMZhFMIASMYsYwJRRCyAjFxGeMIgQRAowSBCGlmFF6cdFdXVnTEJRBUq014vOLpzsHqxuXozAbTGKMkek6WqtSqrPuabXi52UhJU+zsFp1gmBgWyCY9PIsGg96GGNMiZaSC+U5tlKKEqNea+7tHUAibUa1bN+6fvU//Pmfhtn44Gzn0bNHSbYSReHiwrVGw4LQtP1FTGEpiotu9HTnAGHqVJr1Wl1KValWqUEBLJNs1qh5wTQY9qOj/Z7FqhBVb9783MrCIgZgcJGbrM2ltX8SdNptwihCGHBS9e211fkw6CtUMgaFyAmx0iTzvblcCQE40LrI0pMsbnc6xLS+/7d/e3w6HY3zu7fAK1+4bjBLkWRhozUeDyQsLJ86VXbWPzzpZ57TYnbxm9/8wnA0yLKy1xtUKm616jcbba0hYwxBCJSQXHGoSyWWF5ZESfZ3xgDTUT9QQp4cDaIAjEi5ubkBaZplw4veTrfbv+jmPspbjQXHqsqMMFKhupJJ8sF7u7btdM/iWrNeqbaePHl66dJaUSrFM0SNnCvBYTCemJQhy9QaEoINlyitq1WlAYySWGlJFOASS2EICeI0txi1LUFM6FIsFEAkLWVC7FYiMkIIzNnNzevN2pyKObTwIOyDzmaWpb5fLUVGi8gSUbvSfvTw/SATsURlXD58vO+51Xq9cXZ+3u60wnDq+aZWIImzk6PzMpN5HhMKqvVGWRYlHwOoMVHNRoUZot40vIqxsLIwDcdHJwdexWOM9WYjguyl+SYyaBAkSvgMtwZdPhnHk9mg2nI1mB0enl29uhmH4zRVjx8/bs75WutGoxFFwd7OkevWu+cBY4YQanVzFSE2Hce8VJRSIAEEKEwmdVkpVXpw8Yk8H2ooNORH3d25zlyh4ihLbadW6O76pfm9QwVAOQ2GEFi1mru0sgFRrVIFhJVFHsYhcmyv3x20WysEW1qrpdVKUUbD6YUnfcs19o+OKTVs27XtxrVbn/7Fux8wy2bAOzw7QQ66vr6QxRlGYtAbzM/NX96+9PDxo05j+fGDJ1vL17NEOKa7tLiECapVrcfPLggBhEDf91/9zBdESbQWAAFmGsNpcH5+UavNuX45GB7Hs+F4drr//r286Lfm7C996W7FN8o0btbWbMMuRQZwLNHgH3751+3lZqaDNJEHB+dOlYRJuLJ4aTbLR5NBZ7H1uc995tO374iiRDBVKiEsVDh2mHYrDtQmhshQC2lSUsWj2Ywy5VYMx3WiuHp83Idw0qh7ECjbZhiaQuaVCuh05re3Nm3XPO+ORsOpbRrENLyaV2ShS1iep9Nwsr5+qdcf9UbB/MLcyfmQUqw1BEopidqL7Q8ffPDhJ7+sNCxIOUZ0aWlFCdBqzAsOELQqfoOyBkG6Wa0zxCjDWiJCKUSglBxhqiHgQhqIKi4xpZMwnk1nCOnV1TZkZbX5OkAqy7L5WpuLxGKrEDSBNksusGZSCWYgQoBr20WZKiRKXRCC6pXq8monJ6M4m016UTgtnuw+lUJDCBgjaVZooMIwXlhYHw7GplVarH7tqlf1GaPw0YNHOS/OLsYaMAjwz9966rrGdNZ/7bO3j8/OpMD3Pn567foqLwAA7OOP9l+4fgs6Rb8b1prNWmVuf//k7PTCde3t7RrDbGlp4eHDnZ3deGXDHgyGRS564XB1cfmje0+Hw2A4SceTQia8OedTA7gu3bxxkxFdpKkEOC31LEz3Tg78qvmVL71+crTz4os3sjJdWr+2MJh79+33C8HjeOYTf21lJYzKOE6EkPV6tdH0Wi2/3zsPo0m7c+vJ4x0pZRjHlmkKwW/dvm6azqMHTwAUJQ+CsBBCSsnbc504ziHEQpTd7sX2pdUwGjuWyUseR7NPvXK3UnVzkR+e9iq2MxpOp72RZ3hKwf3zQXO+M5qM682GBugnP36vFDKITgnD65ebcZBFUVytIgAAZZpZVl7EK6vLk8mk159VKrXT04uK3/jl+7/c2FiFgNTrLdvqSsE6ndqo152Mh4tLLQAEsW2z3ZrTHFqGpREvVSJhCnSGdcEQ0pAAxAEQQGOgMABEKSUKYRjWJJgy5kktMIRSqel0TDa2uRBKSQ0BQRgAXfASIYwg0ggoJYWQhFmm46IoxYalNdCEa64FFFKXvABAAy65UlorBAAEGACElAIAEgQxxAhBBCHVQmuBGEIF2Rym9ODoyCfp5mLV9/w0HusoNYFsuO6V196Itdo76733+OHSzVYoR2E0ygqJXG+sommsDW4IITjnUkqogFIaYwwU/BW1AAgFoEREI8pFmSYpZAbQECGknr8/IJJSYUwRwgBAgplSGiGoFEdQMwPlOQcCbSytbm7WpZghCHt9hEBqWdJkzGDAMixKMaUEQYUMzAAVEkqBtAQEwrJUEAgNMdSAIACAFFIAADAhBBItoFJAQwAhAVApDiDSAEIAFISQaceyfd9owhakl5iUEmKGEH75hS8qDWZiFoZJr3veHwwGgyFUdr2yurZ82XVttwIBnqPELguRRsmw3w9mkyAQw1Hc7U+PTnumRfZ2DqUEFnWYaUsJMKLNemN1ZX06mv3w73+Y6+Djj+/NgnBtbX1z/cpoNNk/fCIEd2zHZI7i8uOPPxr3B//0D/7gN772dds2uRThJO1n47OjgUUNCJDj+kpxKQVEuiwLxpjrVwAmUkNqOkBJiGHBS0aJBghg4PqO1BkzGVDmSfd0OOtPJgEvFaOW7XoQIMwI1AphqYGgBsBEAq1KXkopsiJUEGVF9otf/AwS/Xu//+2D04NS8A/uf1Dk/M7tO2eDC4uOb127JaFMyzxPi+7gQgGe5HmcFsRwoyjFloEYSXkOVOq6NCmS0XhwcrbbHx4m6bRVbcdBublyM0xSralWJS9LyTUAkJcZIagsS6W0FlJoCaEGUAMgodZaCyml73rT6VRKySjzHE8q1Rv0N7evMMPz/SaSZZql3d7p2toqMY0gDGzHwARqKMJwOt9uzmaDYDaJ4yiO48WFxSiIXKtmUMo5R4hQQsIgiuMYAOCaGCo87kX/5//xf/3RH//mztHHnzx71604rg0vbd46Ox/u7+9HYbq0utntDpxKhZnmQuelRqsexoHgoWVoRslkPEjS2fLq3NnxYe98sL12+4++/VWT1sdj9+Kie/SsbDfbp6enaTqLs7QUeZALv2YzaJZxaVrVD395OJsdv/75WwAlvEgJYsTxgc2AU6RpigC0DCblc7GFfryzd+9eVgrwmVevmlUxGp5Oc71stCXKuJCGg//gD397ODoljFLDoDaqVea7ZwO/WoEwrzeqg0H/5PSw1VgSjCKEJOdClJZlYoNNp+FnX/v8o0fnx2fZb37t22mcn59kWUALw/2r//qT5U3mN1UQhP1+LnIBa6VNRbPSIBX04q1XBRec8zAMa/W6FNWty9txFmhpKF1W6+ZgMnRMBwncqHQIMNIwgzAlJpFSTGaTi/6Z7ZqGRZTWrutiCqdxoqC0LZNAxgjEACilEARIQM4FhNjwLRQJm5g6kguNxTQugIBHuwdxadVMr8LMWTi2DDobHW8vzhkaPLi/OwjzqMSSKwPj6WxiWgYz0Wh8Uak7C53OaBhAwBr1zsHBkedSx3W5EkIqDUCaJkKmnruQFUrDbDzrJ2n9x+XYAAAgAElEQVQSp1EQBSZjw+HQMAzPqbWai0nOC8n/xb/435u1Zv/krCii//Lf/tNHD95VEEEoLy7OJReeR7UGs2nYma+Mx9MsS123dv+TZ0CTxfnldnt+HPRPz7txlLtWdXFxOUuLYBoWMoryEQzS1mInyrI4irmQK+tbYRT1hxOIiIWKZ/v3Hj77QGv08su3d3e6o1FQr2+2mlXEtOfxas0zrRZFTcHx9/7yB+25tbPT3tb26uWrm5Bopw4oo6NRcnL2GGDTq86F09m/+td/8rvf/GdudSmMSt937z/9mObx9WtXptPZ4f7hex/9tD/rNZqts5MLk8Snh+cQ4vm5uuJZo978D3/xH4/OHp2f7kuRpWlydHjcaa0biBom/eTBJ/cePgojYZiNRnORmOS8l3b3e/1pl9K41mzU6wbUZaO9HI+rGDCEaKFT2xaD+Fgbmjn+g8dPDZO0l6zpbFDmbl6Qa1s31ze2250WIViWUAgFgbYs2/Pq2MCCG4LjeFY06y2gjSwrbNOuNx1m6qPj4ydPzvOUETbLsqBW9zGgSgpCQBhmaZrt7u1tbq8WPJcYxHnSma+neWoYWEIBiG51WjdfuBm89V4cJGquWhQzxuwsTxXQCAEgyyCdKSWnOUBYM8ZOz7vD/jDPy/bcUlko16lKrra2tr/28j/mZckLbTA7KzlEAFGYFzkiWANQ8lyVGkuaJ+XB/qHr2BtLVyVKLdtRABJsEGlSpg2wVabLSisFINSwyAsAJEQwjbI0DRFRECnLMrrnp4vLjcHwAjnSdpjvNlbYyvHx8fx8Z2NzDSF4fn52fHrmONbHHz2FkNa8tc3Nju+JZ08+0kBvXVmt1wrTtExa953m/QcPNrbXGg03zur7u4MsgR+8fcQosh0436l7XuVsdPjSi6/cu/f4gw/fr9f8a1e2RqN+mqbTLGOMNBrtN79+Y//4WCtTaeI47vsfPm03GwghZqpKtek1iWEwroo0DaixWPGs3BDn/SEkVqEiymC1bnkV1Jij733ww2s3r+8fXgwGMwi1ZdNPv3J3b//w3Xc/Ho3LuZb38qfunpwcKcWjeHbl6prjLEOINjY3eheTDz946rmu1tpxjCAYU0MeHF1cuTpv2W4wy+uN6mwaIGhoDfI83760AWCJsMYga7YbwSzVAD3ZeYooHU7iPi7b1YW1S9eJFK4Fnao5S8ZRPrm6fSOcptVqMZyMNORZKYe9rFqlkiMIVZbxm7e2xsHoB3/z1te/+crRSVdBTJDZqHfOTgcba5eTOLLMSjALKWXHh6eUutF0zEUWRtD3HaK0NmxTlLpUwiAUS1rkKUKAkjIXQyUA53WkBVASgQJoChCBmBjY4mmPQhMBpKTgvJjFASBEqRJDpTRXEiiNDWYCrZUGXHKtNcaYi9SyGcSCy0wBCIpCSYUgQAAiCJRSBS+lVARTTCmDgAAOEYRQaQWVJkIrhKBGWCuoAE6EsdzaZKwh08nhZOKQtOG3Wj6S+bQIppqXxLCv1BcXX+s82H/aT+HBJJmMR2DRPr7/d55fb4B5g1h1twYUoYBBBQHAAEFsMC65SU3FOUYYYmIxM83jX6GYpAIAQgCVlgAArZUQWmugFQAASimlxARLKQGCUguQZBEv62WKhNZalwqAWZxoxTHQBFMInzNooWkalBkYUUJNw7BNQoVW8FcABaQ0wJgQg0outQaIEESwkhJCDYAGGiigIQD/P3sBYkQwwpgYGgCplFAoy5IwjifT6XQ2C/gsy0qpAIQAMXi0v//++5+YpFqtVObnK9evb1S8hkmtqg3rW/MAFxqr9nRVaKoUhih5tvfYMCwhRKda4VxM43TQ600XBq+++Koo0Tjo3b1xJ4rjhw+eNL1o/+kOwlqXwG/U2q21K9t3LLOaZ9mNa9fzMo/SWCoFn/+DeChKDiGSXGCMTdOcm2s2GjVq0IIXEGGlEEIoF4VjmgSDQqqU58God35xQhgSUmqNkjSVQCJIDMvBiEj9fDlRUgqlIIRQapCLLE2yOMiyMi95WXBFLNlqu4SZb7/3Lhc8z3LbcYpyMp4N4yBaW1wfT6dQEYxIlASzcAYREEKWgk/D3ng81UD6lYoQWZYPj052zru9vMhMB1o2hJBBpKbhxHSc04uBFPTK5WtA44P9o7m5ObfiQwB2nj3dWN8wTSsrQiUVYwQAxTmfjod+xUYa1Or10WjUaLbTrGCWXWvCbn90+4WV4+NjwzCOjg5rjWqSZTalXJaUUiml41hZFp2eRYSgsswrvjcZDrWUQgildFlyKUVRZFLwarWaZcXGxuZgfEEQlcR6/atvPj3o+/WV1aWMEIgAbvrtd352+KMfHHABXv5U6ytf/TZhBsREAYUIdEgGkaBUnl3sPnpwVK0ji8HNtc0vffYrDDayiJ2eTsrUjAOIkHl4NNXKbbWXzDjs9i+ePR6+9tlLWZwqThijo+HgvBv2B1GjoSAqZ0lcZLjbm/kt+OjB46pX//U3fi2YTplBJND//J/+8Z/B71Nmv3DztsFSQg3ToABwpJSBVa1uF/kUE8C55jJznYrSZa3ha6WBtF23Yi3WCGaG4eTZWCkd5TmGmgBe5CljDkHgytbmyfEnf/J//2mURq3GHMJGfzCqNkh7sYNlNZlO4lEsMjAu9NWN1dc+9ZWa13HNejANqrXqsD8wLGtr7QXMsOGgUt+66D89vdhHUeK4yy/ffeO9tx8g4hGqkZFprSoVB7MAkMW8iMJoBDGNNaAGwgBYhqRIUER4mQulSg4ItgCAQiQQFg6rO7Ypg3zFb3dc0wEgV97FTPj120j5AgothUozWgbbG9Wcn83Pz//w2V4Q5TLOcz7EBiMEV/zqZDKteJVBf5olJSXA83zXtpY2awhig9qD4TQKIoaZKmUaZaN4Oh6nb7317sLq/MnpMYI0Sbhv1wy30j0bxfFIAUAY+S/f+97rn//8XLO2de36W7+cq5w3Ll/aunHzH0Xh9N99588Q1Mvzc5jBaTiZzsLHj06uX9mo+Q3T9LKs2Ds4KHkCNaxWqlJAxthoNHE9CyNt23p3/+P5lbvTcGxZnpQyS/h4GCKCsyw7Pr5wPQ8hvLS8VvFaxScnruWN+qP+8CnX/ZVV5wuv3xWlCqeKYLq+dOXRoyfrW5s7u08qA8ureiXnk1lwctqvt5x2c+no4BhBhkF0fH66uuiVEiWTnGHz4e4zTZXtIIml5dmr1bWiKKfT8epS1ayjySCgkAXRMCkHiGQXF3vTWdf3jQf333/p9ms134+4s/PhXrd/nsbCoDicDJFqtmsdBILpZHlz3SE06nRcw6aUWGmCbXueYE9JYBoelLxSbz18dE9pvbzemZur23Zjb+/UoI7v2tPxeDTMTX1Nxu26t+gYlTg/ZVQg7YikkKU2mYttgjjJo7RZnWeMjIeDSTj13Nra6tqHHz08PgtM05hGSbVStUyDZ2HNpKPJqFGd650PuVIWQbXmQlGAaRh5DtKCLMw3XK+yu/MMIL28uoIwgdDMEpVk3LbNsihNw0JQCVlGMy4FqPh2URTN+gYmOkpmjWatzCVQ4PXPfCGYJVLEpQAQxkpLaqmMjz66/y5jZr2+sNhaqth1qdBwOrr34ONpclRtoWbbJZSZZsUwPI9or9J2jbZtAER1KYQBWVZMAcwBsIEjmnP189CaRhNZiqTM+5MxNqzF+TlVwN5537LJpa31WrWyt7c/HA0ajeaLL75k21Vm4NksrVpiOpyIHG5uXN09eHrRG82C0HUUhXT36elCZz5PYC8PwmmuuMSI3H31spJJkpTtTour1La909PzJMmaDW9+vt0bDBzLvHnzdpHGP/3xu6ZlxcmBYVNmWWkqJ6NptTIvJOIZp8zaWN/Iw34UB5ZN02wcxiMFkee5xIAAEJOaC/Nifr4VxOO0LFud1Z3dc0KM05M+QbS92HJc89LlVQg50OToaHhpe25h0Y2imQbFxfnJtWvbCqgsm61vLiCC9nfORuOg01k6PrkYDoedeavVrFNEJFeTMEgTQQmIozjNU8oMqZSWAiiUhGWWScQ5L3WnVVMClJmOk3yl40Nd2nUDUikSiDHt9bo1r3bp0vpLzo2j491ur3/lxtX7D+8TiKIIrK0317bW5grnlrkolS5TdxwexUHm2PVqpQUh2d8712qHc+G6tXpjzq/Uj/Np06kvLrQg0gQAQAwKsR72RllSYETTWBVZaTBV8asV3281ttZX1k3DT+MyDPI0VbMwydKEJyrmcSEFIgpAMJ5OozingKkyAbBgBstLKTmHQAutpQIIoZKXlGAIAUK81FxBihUEGkqlFYQAAAVQLnVZcoQk00ohZGGEMXreTYVAYASlzgEkGmENRSoVtlwiqNAO8xZncXc4uLi3c3B1rb61fC2LhnkWaY18Zr5++XoOrz44nt/pH0WkHNKZUxVATI9PnwVJa7GxTkkFI1MKqQACQAOChFZSQ6w1hsikFGr93D+rAUQQIwARFFpDoCHnQimttUIIa62hglIhg/oawpxn0yBQkgBhAMA1EJAAQDQCEGsIoNIACKGgxkWcShlL8Vz1AAkwhNRFWQKCGDVN2zIM0zId0zQdywYAKqUtQiDUZZ6XXGCMIUKMUEjw8ytymqajyXgynQZhOByPhFZcCKU1RBBSphRk1BRC2bY5nvTffe8XjDjL8yuT8YLB4OYaAJJQTG0PUEsjyrzK4urazezv/ypOe07Fqfi1LClsyz7qHSVB1K63ENCjyWCutaingmi6vXI9HioLeWsLqxCVvX5XFahdm99a3a5WfERwwSWgSAiJ6fP4rxSQkADXMZYXNhYXl23LIwRjAieTcT5OCEGMkKLILd8cjEaDwWAaBmmaEkrHkxE1WJZljUaDGMzADGNclpxgiDAEWiuppNRaa4zJeJqNpvtFLjS3AJZZlnh+PctiKYsbl+7ef/KAc0kISdPc8/xmq77z9Jlr+fNzKyeHpzW/VaL4rNtrVGsIIYta9U59rlabTKYHvQsp5dODd/K8dJ2KyaAqCoL1XL0RhbxRbwKIJ5Og3w1u3bwTRVEQjec6dYAQgPDBo08WlzqWw6Io2X2285nPfAYTpETaqM0ZBnvrZz+7ffsWBJiZ9s/f+9AwDM/zWnNzJS/SLLSd1vUbV3u9npbKIHBjdTlLIs+xglkvSUvPtZAEAAAuFMZIa1Wr1aSQlNAsS5SyNJRCCkzoaDTVkAmIAp5u3Lj+Z//2nT/6w9/9mx/84n/7l/+rLHPHNnnaMuBcECZff/O3wijzvbpUmjKmtMQu4pJ4fuXdX+xdnJS/+61/0miyPM/2ng0tAzPUKkorDtMwiCvVKpf64ODAurBu3Lhxozb3zjvvDM5G9UZDE8Ql6g54ry/OLgKv4mEqmE0EpsS1n+w8PO0ODw9mr736JSFxGWWmacoyvXN9/Z137v/lf/yLF1+6vL6xASH0bJc4/njYQ7Koup5pmv/2O//+W9/+50qhYBoTbEEFZGlAZTm2hTUe9SbMtIuSm858XgYKgSKP0ixq1Jbe+NLL125cOe0NkixpNttPnz749a98/vUvfsqywU9+9KOaWQt6O4qXYqbab15Gqq6l994vH/79D/721q3rf/D7v8c5z/MS0NLz6M5R/9333+NaI+C/9OKb//pf/buav2Qx6DhOwtPJZPL222+/+NLder1iWxUEvfW1eYDKIBiLcjw6OWnPtXMpICryMobIxNSDEEqupIqyABWZcoS92lolpQyiaUKMacbWNtapbWEHKCV12HNxCUFIaHnr9o3mJ49PBsfb68tU5o8Oe/fvP+Qc3bx51XXr+7sPHMuTophMDhAuK01vMpydHvYUh1gRILFjUJ6Vtuk5S75lVU5O+kWuEYJI6laldnE+OT+fQgiDYOq4Vu/87/7hx983PVqv+3EcLy4uMkR+/uO3tjZXTUyIwdNkQqVR5Hxjc9OgXrPaPD48ffb0cRDpT33mhVbLz/P89PSCYGs0Grius7m+vr668PDBh6986gYhutFsHuyfXJz2DWZgQm/fuX10fLo9vzwYjqezaBye3/vkI0Itx0JxPFVoatrFjVu3XIdZJpHBOtCaFxdeZW4yDWqNFsLm8VF/OJz0B5NKtdJqVCjBjCCMkdKCmCLMT4FiWlOeA0bNn777Y8NUBwePKFWT0diyHQBUkA/f+eQnIHfvXP2shnQ47l30BiXXCJhVvyk46V4Mrl8DP//og8kosC3bcGyCBAC6SGbSJL7pfPHzn7NtnMYZYaoU4zxXRVLxqptcUARKpPjJ/tnRyXma5kUZ5DKEzD09ucgSIGhcrXgYawRdXsrpdEL1nOHTJB3bTtlurxl0BWhBoZ/ycHZhGpSIMpmMwslsury6SYh10T0yLamI1e0PRhNaqc78ikFoBgwjSSItkSwBBLIoy+Zasz8Ym4Y/m/VXl9Z5UUyKgVC4yBK3avd7J5bp9HrDWs0vssg0WR5PtYYGps2OJ1SmuDSYYVuUMG24VZlryfFq++qrd75uigYXQkGoETEdhlj83b/8zsHJw+7FcGv9heuX7rxw7SXPb4Zn4/tPPni6/1GlIb/06y89fPho1C88x/3y5y/duPbVPBy22xFB2qQVXWitc9dnItHcCJmJOl7rwdkjDahh28yx2oud8/OjyWgSB/k3f+vmk529JI55KaSC01nYmZ8/PT8FSF25uk4EPb842Fxf7vWnxCCr62tnb39wenJx61oDaun7xnB0VhT87Kx46cXVs7Ozag1MJuXJ4Vm73drfe7K2Oee4Hia4WqtlWdLv92pVf3GxfTEKyhJ0e4PFxTnB5XTWq1bqnldZW90ajcZczCbTIEriqkeyXJi2jbHFpQaIpkU+CcIwGBYZWLtSG/ROEJCO13j08Fm93rLtWhof+z5VCjBmhHGwuNAa9nuNuvj5z//m9S/+mmn59+59vNCZO9g5QCatVCpLK/NLyyu+Vy9L+vTREcGebWU3bmx1z88oJpPhxGCObZpBGGdZZjmG7/nDUToYTOpeYzSMpMa2g6qVyu6zh1qCtaWFmm0gncZZhDIruJgIUTJmX7t2lWg1HY5bVfulG9+0TPPh3qNoNppFcZYVEGlEVff8QIFkc/3GydEU0GR5cePibAikMRwHrlM/OR5EUXb5qpUWWdPEW5eXZrPJee9ECEmARNOLGCPLZ8tN259rrHjOXM2bq/gtx/Yt08YmoISlcZ6lJUIGFzovhYZ48tlpxosoiWfROAimSZhnidAQEoA0AApKKLEUHCGpNYIQEoi41oqXCkKGcZlzRDRAGgINNARQAwgxwogjVSohleJAIyI1phpQDDBECECgFFQFQ5JoCCGKuBoOTy3TM6p2waWGi0593mquHwcXF4/ihgMXqr5JYBJPYDZhFru10Lq22jkfj58eHR7unIq56VyNcj4ap6pXEs9u+m4dCowBxgoVAiCEldIacMtiGAMJJYQQQPQcO6uEgghqoCFWhCANtAYSQgiA5pJrnlNKpOZ5kQlZAqR4UUrNEYAAAgQwVM+dCAgCiCAWQiAACUPPYzECVGZZUYoy5RBlajKBEAP9HHaLMcGYYEqJaRiGQQ2DmZZRlLws+WQ6zfI8ikMpZZrnSilEsGYAA4RMprQGAEhZYkwR0gRpBPjmRmt7880rl7aatZZjegYzlUrKRIlCa02n00ITjZheWFt56bWXj0/B8WHftqpJOAlmWae1XN2sSCGyXD17drS31+20m59//cuf3Hvy+3/4x2trK3//w//e6x8vLK0qhbNCcgXzIrk47GqItrcvCV5CQC3D9D2vXqs06w3HcSBEQCIIoFKqzAXECFFSShFHyWg0Gs1GRVlIKSH6VaWFGlRpSSimBoUAQiCkks+nhVAQIgCQkFIrIBVMEx6FiWmYAnCo9XPlumEZ1Upz1I98r0oo+/ijexvrG1evXNNSfOWNNz96/6NgGlNkMGokUdRwm57hmqapSmlT28bOpB9Oe8HG+sY3v/6tOEqjMI2iaDC8yIug4bc2FlsU16tO7c7NJrpl8iwbDwZxEAy63c78PMR4cXmZK1UIQQgJ46goi6pdOT873d/fnY3HlmmOJyPP80bjUZbnaZqGYdjptLWSvu9ynrmu4fuWUnn/4rjbvahVGxRpVebUMGWZaQAYM6BSncUFrhTPU62BgoALoYDWABZF8VzrUIiSEJxl6f/8P/0vJ8f748HQNs3vfvd7h3u73/qd35prL1aq9a+/+Tu2V+GnPQCwkEIVAgAFGETQfvKkG0zwYvvO3/zVJ5cvL2GMHKujQCsuzCSR165c3dra6vb7nlupVCo//elPR6PRpe1Lt2/f3j/Ydf260hhANJ0VlFafPDuvNZYBnhHTePDoUAHzqBtq5EtUvvXuhxsrHagKmkJK2c0bG2urS9TEChcSSl4I02SGYc/PrysB4rQsS3337uvjoa0kANoWXFNqDPuj3//9b1y9fPlHP/rhw0fHFd8h1KImHU2Sa9cXEASOLfYOdlqdxcYcbS4uIwQVN1++e9tA9ONffvjOe2+/+Y3P8QJ85asv1CtLceScdid+5Wx+Hi2ubnztm2+WZfJw98HVq5cthuJ8+j9+8rPdw4PV9e3+MHnxzhfffutxp7XBqHWwt59lySuvfXHUL774uW9+4xvfePTwQZbFVRd850+/S4j+rd9+U5SNT9/96srK4nf+/Z9cvrrSbApKTUarGBslj7lMqImlKFxIF5Y3igIC5p2dZc32MjGEVGmZGQbFR93ddVdpWQqp3r/34Xg4yIswzyuMEb/iWC6zbYcyNJn2yzIFWrVaTQ2Ibdqy4ASiiuNRZIaTaGll6eu/8caHH/7i+s1LlmWkBf/xP7xNraoo1VxtPplldb9qrBjBLEQclXkGVWwzbGpdBiOmde/g2fTsKI2TYtq7urZCXa0kiOPUcZzhaJAkMQE6CAPTMm3frlQq41F/MpkQYgAN8jxvtxcuXdqmRG9f3ip52J6b++TRfYM5y4trSoEgCh/cf+r6/mg0PT46zwpeayw0W/XNlY0sSRSwEGu4nuFYc/1z6Zis2ViFSL/y2frDRx/94u2fBPHs+GRomqwoyk5zIYgyxYsZz23Lj+O0UfOKIuVlbhouUFQrVHAQpj0VZcxUwXQgVY4wy/NsNMjOPNPEzZ/94n8YJvGq5jQMw6SgljecRRS6h2fn3/ur70ccMmrKNIEwt2xMEFGaTZNewYebHZ8R7M01AACMXdLS1LxO8QIG7iwcM5DtHjw0zXxtvY5R1TBplpYJKpuNWpqU52cXlmX9zrf+yd3rX6x6G3nACKAgLaazYZrmeTZzbRMqBzIhQlCtVgl0TcvpLCwKCWdhYtvm5tZ6pbpQFIWUEmOlQBrGF++9/VbFM+u1zYPDnZ29g/ZisyhTTGAchRXfE5Kfnx3XGw2pCcKIUeFYAIJ8vu17nlWtuYYBpeTD4ViKUsEyS1LHrMymkyjREINGqxEEhcvm23NLrlPnMwSQQlhF2eToonf/8bvD8fmDBx9Op6FpOGkUR0HQai+cnB4VYnLrzvI3v/2FNJtkxazmZ1JCAOBsFi22PQgwI8zANjEplLBISxM5MY/6/VPK5OUri3kO63OLtkvDcHJ4uFevtV559c7x6UkQhHk2Ni2Hc55mmef7nU7n8uXrCFLP9JcXf5sg/fd/99c416fHpwji27cv988HszB1g9OVTXdhYfValCLEbHelM98UQgBNIWD1mrOxuXx23s+ysts7eeON18aTIUI4z7NKtbKzc84MtH15bW//NIqyko8MRo6OnqVpZhgMQAEBvrgIq34lTTAAlWBGISIFnzkVLy3LRqfOmOH7CCH6+NHeT3968ulPK0YtTO08Bw8e7iF4YJu+69A7tz8TRrNZHE0mQX842tq8ysssi+P9Z8OtbXZ++nYpBEGmwSr94YXnVuq11qAXaa01KKQugrDQkCAI/YpRrVWHo34URRCiIJ5dDAbNVouahuPQudbWqDfZXGmqVC80jO1rL/3orZ8SBBXkSqV7Ow+qrv/6q19Iw/LjDx/5Xq3Sqrz5lW8cnp6U/GfMQe2WdXAkK17j3ge750eRWQOM2BibGBPLNMIo9Fy2vNKazvpCZHE8MEn+a1/+7NHRoRCCtOtrv/cb/7JWa2tFDVpB0EbA1ILyUgNAEMRSRFoAwA0oSo2JQQmhADNcby0AAAaT2XQ6jOLZeDidDGMk5ULLBUClRUqZqzVQkkNMICBFXhIMMYBQcoOgSHJCCIdCQfWrjAegllBBBRBSQpS8FEiWihCMGSYmJhQiCjUjGKoCAAW1FhAPTh+7lcpcZwViSxEDWTVFGhA2hAgnee/0weN2w7m+vSmzEUVFGIwhgNtO7eqdxclq+A/TD/eOTwoFc4KjUr39yS/XljavLl+qWr4SQCkTQsCFkEBDBDSUUmkJIUQYaAQh0lABiCDCCEKM0XMBNIBAA6CUEDpVHHLFw0TlRWri5+EYSaEhxEpjqcmv3BMQSgkgNhBCQCOhFABAK0CZadsa8kI9LxNoDQAAGkgpuRZQQ1VIMS2VEgghQshoMoYYcy4IoYgBAAAyIcVMaAUBeD6MAQQAEA4QglBrBSHG0q+AJOk+fvbMNAyszVplbmN1qVFdJW5TKhOkpNpaKAH4wQ//MzVd02ke7H64vIi0xJXmXNWrXNre/u53v3vr+qfv3P4UxXaUTE3T+PIbm0Uuzk56z54eNFv+8srCpe2raaJEqR2TbW2unl/0MAJb66sLCwumaRqUAaihUkIKpSGCjFKCECAQh0n44MnjwXBQcmnaLsKKEIIZ0VpLLSAhSkupFMJISkEpAhoAoCkjWnOp5HMShXzueVMQIQBQKTWXAJqMCiUsu8pVXvH9QX/WXq5bprOxtr20sBaMs3aztTy/9Iztt2rzO92948npG2986Wj/4PT01F+qNtqNfrf/wp27//gf/TMAwHu/fO/Pv/f/LCwsXVm/JSBemRIAACAASURBVIQSIk+zME6C3Z3DLA3v3l6qej6AWEo1GQ831lcd14cAGIaxvr5uGEaWZVKKtbXVPM+iCGxtbVy7dhlImabJ7s7O8vISotby2hYAWivV611wnpsMlWV5cXYsleC8rFddUcRQOlmWMAQYgZ5jC17mWUYpSMqSUhbFSaPWTNNUSJmkqWVZheCTSWBbLqXGZDINgtl43Hcd562ffzAbDy1GXr579+nOxadfW3/l1c8neXlyvm+5PmWWadMkiRmjRZFRRt75xT2Ka5/97K/NtZ2vfe1Lf/Gf/lOWlEmIklg9e3p4ZePS0uLi6dlZURSNev2VV17p9XoffPjBpUuX7rxwe+/geGPrSlFwQCAAiGsQ5ymxeMOt7J8cEtPIRTXP8mic/dVf//TNr33uhZubWiV5HFR9QhEGDH+yc/zw0RNK2Pry+o3LV13L1RwC6M4vLMeZ3T2vGIbFS4UQyXPdnl968iw8PL7/b/7N969fv0bJnAYqzfKj471u78lXfv2O7ci8PKjULAHg0eGOSY0yt1o1Xxa8NT//xc992jFMaeiXXr6sJRtMzLKQf/cP/x9R7/mk2Zme9z3x5PPm0P3223G6Z3piDwYYxAWwWGAX6wV3ySJZMqk1VSRtflSVimXLoUyp/A9YJVtmrWiFNW2VJUoMXpOrDdgFFos0A2ByT+7c/fab08lP9IcG5ef7OXXq/nDq99zXfV/XD0zinDq11pipGqa+8eDBMN6mBn7w4FaaBhsbr9TqZ258/qPu8RcAGLlciWJ6Z/NuznMmg8ELzz4Xx+l//w//O9d133nnnZuf31qYOzsNRttPBmunT3/967/953/xp3PNJjHj0fQpF1wwEyhKKbYdGoZxvliuzS/YOQdGBDJvlO4sXp6J5ARINA0gNOLJcHfmVNO2FE/M5597+QfXr7sWXlxa3Hn0ZHGxKbS0LLvXG6Zp3JirCybCaGQYeHVtgSsx7U8pRGmUsCQ9Pmz97N2fjCetxeXSaJxCYhKkgDYMwy4XquPReG62VioWLcP56mvfaB+1j44Ou722ZVNioul0KrhKkySf83rd9unTp9ySsdN+mgk+iSbt7jFEamtnv9loFES5Um20+/3jw7bneVGYcC6kAN1u98c//tHa6qKfI53OUad/PBxNtCJxkDSbCwogpRXBVhikjpPfuHymdRA0G43nNl4yDawBO2ofVat1xWl9rslSPbOy9C/+5T/vD47idECId+Xy2nvv/+LC+XNJmB3stdy8azhoOOjbthcGgayU9/d2ZuoNJRDUBkYmoAFAoVZpmo0JlQjjKOgyxhVAStQ1gZqycZwOIxkmgcRhd9qaTALPLu6089hRQrpSEYSFlIGEBsGmaeaEJlHWa3XGGnQxmkIIKS6LpOo7FxbnahkfATIhjvDL6Jy9EEaTp08eVctLWOMsUkpoHispYW803tlqrTQiCkIM81pnlo3UOGE84jLVkDAZw4xrxR3fkRmFBA36w0kQcq4klIZJxt1OuVymnmU7Rq+f9DrHjx5tDnrdl1+9/PTpfduGuZyPMWAssWwDAJnz8/ncutIAUbOqyXA8Hg8HFy9cCoLpeNCdm8k3FyqYyFdePh8EE0ScMNF5tzgYjIWU23u7k2lIiLm/e3R2SWqFTNs2MJBwen/nzvXPP33w5G7CerZLXL8eJ+PhcHjn3q3m/FK5ll87P/fMc8tSBYdHT8+sLc69fqpzPAJxCIFJoCVTpQ3MGI+TSGbcdQiBACPhusixfdNcuv9gm7Fx3rBGowEmwHXt/mA4GncM6nq+BSHudDrFUokQcnh4eHjYNg17bfnKzRuPa+XqqK/a3bBUK5RyTS2dQe/Qc600hL0WKbh+pbS4ubmZz+evfXI7l/Off/6Za9e+eP75K6Vi6cmT/VIpd7Tfe/zoCQKo0xmkcZLz8q5LikXfd52cj9fWZtZW13/+3ofDQVgs5KDWuZx/cHCQBkSLdDJmXCS7u/uOr1ZWZ+rNwsKp5SxLeu3h6TPrSsHd3S/OrFvN+abShDEtpaTY7fVGSZiWC8ZCcykIYgmVEDJNebszwBp2jgeek48C9pOfPvnWr5wyLax1Uq25UkhCAOesPlM+d655985ms7k4HkcrK2fu3X3Q7fZ7vTYAwDAMz88HcVafrZaKnkGE7zhXL54uucV6YWGmtHTr/nYcJFLF41Ennzcdz57Gx0edp6+98LWNjfO3b97b3Lxh27lnX7x6fuN0qgbbR/fPrK2EkVI84gw0i14Sc4xovz/odtuYAMNGSpMk6aUpfvbZ00pGj5/ee+mlFxEGxHcaBPlAQK2BUijjAiEmVQqhppQqAKREpmkirsJ0kmTpOJiGSTwOxlEScyHSxACQQ6wIpkQZJgRcc9sEikuIBAZAKoYQwAQDpCnBGGgABTURFzEgSCIhpFRKKw2U1FnGldJSKak00BBqlSmFOTKgZFgaCJkI2QZGgGOoINC2lKW8U8zFw9Y1BXOmuwAAhMq0jTy0HIk9a7baj7vXH/YqHi371HItkabjUQZAbBr+C6e/s9IYH436u/2OVKO5OZCm7LhzHNGJbzq2Nw8AohRDRBDFhkE5F+hLBzMNtJRCAqA1AFLLk3FYrTUiGJ3E6eqJAhARNJyMR8Ggnq9JTaHGGkClIQQaQagh0Aqc0DDGGOgv89UAAAgCDaEEkvMMQABORokhxARrfVIkAIACRBOAIEIAg1QkRb9EFFFKCyRPWskaKilOoiL+/4OJBloKwSDAjCXEyIqOQDjjbCQz46C9e3R8A0qToPz8wjnbK//0w70Hj3bn5uePjrZ3d7caleakFzRm5+dnFn79134dAfD2m2/P1OdYBhhTTdzUWqSpQJCMJ7nf/90/YDyYTEYsFUhTrcTDhw8LhcLX3nijXK56ns+5wBgrKbVWGCEIkUGpVnAwnHS73Yynw3FvMB4S28QWIAbVigGigdYKKISQkNywaJIkUgkNJYBIa40wFIIBACFEQEutgNIaQgQRNCzm+hmhAkFDqQArlbGJxkLqdDIJNRZXn3vxxmizoweD3qjlds8sno8n/Pv/4k/H/fFbb37jZz9+L4mT7adbB1uHOd9/8823/tk/+d/2dncXV5Y9zw/SeGJEtbziXEJoeEbVoXnrTDkMMgMZu1tbu7t7q6urZ0+vjsZjz7ULxbJpmmma1mo1w7S1SLPb6fKppZznDfq9dvtYcBYGU9uxut3OzNwiQth1HcEzQtBw0KUEx3Hw8P7m/HxTQ5XGIA7DzPOU4IJnnJMkSQTngiuWxaMkLBYrUuk4SeIkFUpCCNM01VoHQYAg6XS6nU4bY+Q6PsuYyNJf/bXfeu7KZS2klPLG7ftnTp9BGccBs23/o08+pYZBKTVNkyAo9XB5ZRYjFQSx1uLf/psfZAzZVtE0MMEcYvjDH/7wmWeuGNRkjFHTzOUKScpefe31WzdvaK1XVpf/44/+Skidy7tcsjiJTHvJ8eH+4WGx5HYHk26HioxrRh2LPHq4d+n8qSSOXdtkLM7lioe9/tbOrtQ4mvKbtx4nAT61uOq7Jc/N371z3O8niFpBKEzTEgpBiIKIPfno+r17d/1crlCeiZiWWlHLWlq5dOf2R3/273/+9jc2LLNw/8EjBSFBOhOZQZzpdJAk8tLGuXIlL3U8ng4jOTWo2Z0+LhXrK2e9JBDtwf3hFD9+sjW/kN87/iKXcw2cr9bOFUtn//c/+atqbRkgqoEaTvu+67/z7V+5d+f+Zzc/hITt7R20e7vGxPpf/vh/DsLgm998+2svvZkkybmNi7c37+8e7Bo2i5Kum2dJHDiujxGKonHCOUbmaBRf6+4+fXCrbs361vzRZLB1fS9i5qW1XzHpuWDYPr1SznuK88R2c+3dLa2lZeKHjzbHvWSSxZbr+L4/Gg2lhFJBw6Sul3dcI0mnwTSBAJqmOe4PsoxLpff3D6ghd3b2AOIa6ULZnI748VHfdV0ts9t3tywDtQ6nP/qbv8HQwpYbRSG1cLlcoNRgGedc+p7b73UmYdJcrvaDITZRp9edThNK1XyznsRprlA7ODjSiFiGTYkJQGaaVmmm4jiuZRqMpUmC1tZWx9MJNbytp7uTcYRRezwdX7h4cRKEUurJeHqw34pC7vurjGelYu3TT65Zrrf83EbRr1NlG8SBJj6/tnF9PH7m+XO7+w9q9eJisznqj/O5iuvkBWdaa8+zq5XiSy9dWltd1jozDMSzCUIkSzkklU43gFCNx30MxXQyqVWLcTKpVeu1ihUnoe0RQEQQRNNwoKGIkkgqZVg0TiONBM8GhBLDhJxPMyY5ov3BAaFGu7dz+347lxOOE54+N5PJVhrOuc4pJWGSCMOxOev3B927j24lcSyEODjoSI4OD/pZDKbTzLJcpVQWgeEgNGBQLuYg4NOwx0RgGMIwkZAZhERp6ft+FKfBmI1HgVAKaAQx1lIwziFCw2HPsk3OjFu3v7j/8LM4DhzPunbtGjHIwuKCl/N7vb6U2jItrbLd/eOFZh1imKay0+uxTLx49SWKrZ0nh9VqY6a++GDzbhwPrjx7qVwuHLQ6plW4du/TfK5ACJ2p12zH77Z2y6Xq6bV1hDCimunoky9+8uEnP8WUcDnVQMzPzx8dHlODeL5zKI63Dze1Mb9yeq7TP3q6fYcS7Zj5/d3PwoA/d/4iQnnTLmBoaQW54Gk2VjDlMkGYTYJuEA2kkqaJymV7fnlFQJAIs9GYmanVp5PAsl3DsLudAYC4WCzPztSHw6HresVi9WD/6P6Dh5Zh37m5GU6Cw8NBpzc6e/7Mwc6RVsj3rSRhg7Ye97dTdu/8+bWjw+54lI1GkyhOXnp5g1Kwufn04f1evV4olojIcL26MBoNS8VSt9vnnCSxVBI1ZpYGo+HTRzvLC6fub+5mCahXylKyNALFvF/M+4YJpSb5Ytl0YLnqS6GCKdvdO/IIiaP08Ojo0qWzCJsQkihOCXV7va5lAIhswbJeN/rkk0+XlmtMZcPJZBIkGNqLc0uuIy9srIRJ8F//N9/SUA6HAwDgxuU3Prv2RbfTLeaLb731YhB1n39pwzDsne0Dw5IQZUpnvmuFUSo4391t2ZYdhzHFutkoWwZWAmtpzc2uPbyz+/77H5q+1R/2HM+WIB2MW/VaUdPhLz7796V8qXl6vtl8lQmyd3CQqzkPd28NwmPHy29v7ff709Uz86fWS2nKhsMBpfTM+qqfM5vztSQNXnl5I8sypVKI1dqZU5BApSSB0ADKhwggDJjIFFRxFnGRJFkUxdMwDJJEcc5TxsbTIIwiAQEiVEMAEVJAY9NWQGqoIAWSM4WgxMgtGg6wBNecS6gUk0nCY86EYBnBGEGYSd0ZHlpOLlVCayClBgBqAJUCUmqlNdAIIQQgghBCgFNNECAYIANjAwPLJLZFKCY5yYLu/uWlU4uOkHzS7t4dtLe1NUP8gjSQpg6uNE1dQWw44dPxeFotebONasGyIISmYSpUWDPROBlnMEtUkulESD4aDFiSTiaTYS9WShNMhVCcA5nBKEy50gACk1IMsQYaQA2hlpIzwYUUGWNBECRJapimUCyYRmEQE00XZ5erl2e0xIRYGkANsAaZBgwCKIRCCCitoFJK6/9ExkJwSLAGmVCxBgBjrBCAWmkFEIQAAqUU0oBSBADQWhqUGAYRkgspAIQnYCeEAFpjhE/yHyCEEAKgtDx5CCsICYAIYT0KD0qVGJKgNtOsNHzbRCxjig+Cyc8O9nmScgSn8aiPYv7yhStnVtc2Lm0sLayUimUlJcFYKcmYEDIzEQVACQ1zngs08NwZjGekyjCBECCEqFIQ6YxS07FdhLDIpBQSGxRBiAlSSqdpPI0Gg/7k8KgNIa7Uysighm2mgiFMmOIISAigBloqASCEEFBKgoARSrMsQQhCgAQXAMCTfb0TJwoNtNYSAmzYmcECrvoSAIQBJLBWrVKT7u7EBGclr3L3i828Xaz4dQfkF+cX7t14uNJcffOVrz+4/2jz3v1mc25hfv70qTOzMzO+57333s/n5+evPn/19p07hwcHz714AWisGDi9clZK1em0D1v7Usp4Gms2qBXzFl3hgqXRdNDrbG9vvfnW25xlB/v7nPOlpWWt5c/fe7cxW6vXyqVy4Yc//H/brVYwGX3rW+8E07gxv3jz5s2Dg33TwBsbFyHQnMVRMD59egkC3en0HNucnZ3VGtieB/o0zoTt+ZJrJgXLJDUsIaRUgEudZazdahuUTCYjCHEURr1OXwNFCUYQ5nO5WrXanJt/+5vfVFKc+MEhBNq9MaWW55eOu729/cPxeHL27FkphgvNeSGiWt0cDodrZ870Ol0hFARoMpnk8nmuo6+8fqVg++9/8MGLL76cZExp6OXye4eHnf2O5XjUtCgxLWrvHO3PzcyvriyvrhTXlotJ1vrxD2/t7k+FRlE3IBhRiPrtaclytTBzbl3JLIyiOA0ct1LINSeTbpaw3e3esL+DdbPZsHrdFBHf92sKINcxpVTD8bBYKCGMl0/NNZrl/YN9JkIuASYwy1LPdcIYiIz96Ecf/eZvvdbpP3Vdj2U6jkLg8lPnanHMgrR/59qDo6Po8pXlYslNecazsW1UsdY0R5RnGCY5bzUm465p29W6bxrzFy+83TqM3nr7dzS0leYKJhBzIJFj5s+cfYmnQ9fzLLeyfv7KbKPBGAcQAgg0gM183nBrP/h/fgCBVXRnAUpMCpBlSo4NYmc4RhhQkzNlE8O2Ke4Mdrfa28xEUcQJWsh5Rar14ejg7JrBkm4Qsomc3r6/mc8bnShdP7vRLgRHrYPBYKCkzuWKjKlgGi0sLNRq5W6vNR52pmGmBFJcV2ozXHSUFFwqwdRnN5+ePbtcmfHH4ZArhQxy0G4RzF1bXbxyIVc8uv7RU6jgMFSeb3m+9fmduydXd8s0hACFnLF7tPvR5+nVF9bH4cgvOpyleS9frVQ/++yOAvZkHEQptwkxhM7SdGFh2TDM6XRamJ/L5e0sHR0cHrba3cPDLiGk2Zz/+OPHz7+wHCdRHEdcAMexx+Oxm9MfX//rp4+vGdQMgyRO1bXrH05HkWd6nuNV7eWNy+evnF6/c/vTMB1uP7pdyHuTaTQY9SVQnl9kCXv5ha/93u/9HksTxiLB0zSNoIaEmNNxsNs6cExLCuna/sHeY4Sy9TMbcVSgFG09/jyIRtVGpVioF0sFjcg0wqfJbBjG5XLJQEqIbt61NYiTYKhBJqWGyDSIiyk1jfDJ08cP72alkjvXnCcUIOi5ZkOkRQw0RUl3ePj0yR7jUkhIqJckejwaJVmWMokNrID4+jff+tbX//N6dY2nQsjUcS0mIoAkRIpQzFlKsAk0VEAfd9rhlFqWp4VQWmspEcEaKEwxFyJMw8E07o+6qUgTnkbpNIyHXs5BCG1v7dVm5g4Pj7M0Q1pNRkIJnLFEIzIYjwSXCHnjUTINlFBR7yfXiwVbQzcIqONY7Vb04NHtLE5r9arWoLm0wCVSGrz5ta8iIr//p//8O9/+9Umy+5P3/sNReyvNuOsVBsPB1vZuvTb77DMX3/vgXcvDWMuD4x1i8YxNEXDbrXBhJrf95KhcnHm6P33hyhI2cyxjlCAho0myS7yYWNx2NGxLgHjKokzLQtHe3X1UnpnhLIqiyXji9bqD2UZ9MolK5QomhlLqsHU0GsWOO7l39xEh1tIp17Ct2myhmPOq5cJMozIO+y++sNHtttqto9E4BEA7rnXm9EK/v9fpji5eWtFAMJFqnd69u+u4dSVBMI1Zoh3LTWMGFLx//4ljWwBgJdFHH3w8DVNC4WyjEQSTaq3gWg5nvN0+ti3UbOB8XgkVI8xrDRtCEEbDfLGxt9/eeTz+1V95SXA1HEwRSS3H04COhlMMrbm5+ThicZxoFC6ulE6vVrd3N+cW515/9uXPPrtr0cKwHzx93EJ25+LFS0LGe3sHg+Eon8/Pzc2Uq0ZjboES9NnNDwjRSkKEaBxlSknHM5aXm43ZhUePnvT7o5ztVqrlJA0t09h8sKW5PNjvVvLlny8+ZjGSUITdXcMgrU5/YXEm5qNYcoZi21UH452pepB2C4XC4uUXX7p+89NWr7v55MnpM6dn5xfrzZVi0YNQ9npbjblqGEaMBwjj/b2npXLONPLBNLFMG9t2rz949Hj77K/+JgFIxzwcTcYnJ0pjxjKAFAAaYYgQAFgCDRQByMBAYEoMiAiXSmsEMNSCKcAAlgoBbBLO2WA6lkBPp33GlEEcDZTQEACstAZaaqUIIYiYcRZmQEpItNZKAnACVgB9qa9rCPWJVA4xMjTWEAAJSCokZApnyBGmaRpQm1SgNONy0iu4/lKtMAsLTzuTx1vbdrlars+4HqhVqiVvySIEag2UxBACqJWWidaWNpUUiAkTGga0Ex5DgxRmGhIBLqWFieASQaQlZFL1JuPhdNoZDLvd7uH+QevwsNM/3t3dCaMpMTBCqFQpQwjjNMsy5nm5UqlZK9SXGg5UQDKMMUWGQlAoLbFBuMiU4ggiiLTSUimltDppVSqlIIQYaq00JsKyEJdCKUEQPimNBhpDgjA8WVYDQGkIJE+RVkALCIAUQikCAIAAag2U1uhvcVZrLaWUFAKgtNZAKYykRiSXz2MzJhaK2IgiQHOQSqW4sm3TduhSs/zON9bm6+u1wlrRm+MaKAkEU5wxBIFUAgCtFIdQISSlUhAqpRhCCAClNSAEA6C0lowJrTXBhmTcdjHAlGW8UMgBCOJEHB0edzptrrhGGkGDUBNAwDjHhAKEMMYAQagVAEBqqbUGECglAQBKi4ylAOo01aZhnaSBnKRgAIBO6vllPK2GCGKMQa7sGRgbhmEaNkSmgmptdQVkouA1t5/uRaPJmatrjx8+uXr5ymfXr4/6w29/69vhNFmYX0pZlCZJJtIHj+6///77jx89+rvf/e7sXGP19FrKMs8iMzNzg/5oa2un1x3s7Oz4ObdWq9TKlV6vd+Pz6y+8/Ipt23c371++dPEHf/3DMJwWiuXRYHB8dFSpVMp5NxiN2p3WlWc29nd3ZmoV2yCtFmJZkvPc46ODo8O9rccPAUtrlWK9VlJKsDR2rBzBcLZeD1Oey+WHg7GQOmXCMexJGMdxaltudbbW6uyNx5Neb1guVR7cvott+uTJE89z4iCm1MSICMlKlfrKykqtUu92u4uL8wghIYDWWmppWRZCUEoNMLpz516+UHQcVynVmGlsbW3niu5Re0wQ+eyza6vLa0EUOI4zHI5G41F/1L9x4wsbe3GavPLaG1hBoSTCNMt4pVabjMdhmLh27vrHn29cvvrV17/ePt6zSO7q5a/dvfPL/+EP/8k/++PvffjRp//HH//Tf/RH/3imOvPsc5frM7lK3h0MW9MoBtqNI6bHEYX5g50HYahNo/jKS9+8svHC48d7QOGUZYaJ06SLMdFac855miillFLFSknJ7P7mnfnF9XIulzKepKnj5lKQ1WdsKbmXs/ePDg/3JoLJcxebXI3Lszmog+ZS7eDodqfbbzQr4yi8cv7VIEjee/9n5VL98OjghReulCpOzq8pzQgRSTb55PNfJqFnGgtSWhpCLiLbQUookYWOU6jlZrJYHh/HC4uLSrsZj6XWEEKIyTQED3/xS8ujuzvtJEuqNY4xd23PckyMiYZsHHQxQI7nC4AHk0G9XCzUjBGL42E2W1sEwpmMtmwYeQTIKFWQHHa7x6Oe4RDPo5NgyBWilOZLRcMw8/nqvXsPslR02r1+vzuZ9ot5l3HOGTANGibh8e7ArdKindcIXrh4wTSN/nAQpyLNcBgLQiCCnBjGYBJV6vWvvO6GEzYeT/qDTq1uAQWwgX2vwLka9kZpnGoACAZHR7uOb3U702qlePbM+v3NR7ZpryyuxMkTy4aaMwCUVrp1fOi5edO0wigeDnth2I+iYa5QWF1ddhyPIvLss00NVBQFAOiFhcWt7T0u5N72yKRoqeF5rqW11IjPNetXn51PJjFBVLYFzMbnVuZ853IsJv1pZ2tve++wnzLt+cX+oJ/zSk8f7/2v//RPZquzpmE05+Ycy/WcnJsrL9R9bBgYEKxxPI0l13NLs0kcOC5gaQRgvDhfxiYa9A4WVlzLRt3uWCrZbNYqhQrPlImkTWJqsqEYt1r7UmAMXdPJFYp5xYIsmWZcOjmKiHTsIjVLhXweiFRL5jhotNWyDHDYD4BGlNrT6RRjpCHTiFm+S4i+vflxJffqKy9VbNM2KKEUKSBt22FszDkzDZSmke24URy9+967CJQAxIZhYERN0zJNA2FJiEkptVwLYGX7TpTFM/PNMLa79zs6ZhiCLFWcq3yupJUa9ro513Gd8mh0IEDWag2rMz6kSABVa8yMx+NKpYqRmJmdOzzqK2Act6dHB8Nnn9mYbdR3dne3to4azcVf+7Vfn/RTgNnCcvXH7/3Fcf8hU4EEAiJYqc1kTMRRmia8351mKZcoefxo76WXro7HYb/fS+L4wrmLP//ZjXCcbD8ZvfJ6ldKiYVmmA6SKCAqRPUYojsToaP+ovlDP2Ojg4H61UOx1J4V8cTScVGs12/HGI2Y7ztOdbUqsRiPvOn7G+ezs3JVnGknChqPwxhe39ve6Z05VDneP8lah357u7bQyMbVsZDu4UCyYdAyAUS6WeCoa9blqubS7vXVqdcnN+f3upFKyqWEuLthnTl/sdYftdjdN47m5huBWGDFMIEAKQJ6k+tL6nOflDg8HSidSqVq96uUaUTix3T41DYeSF198oXXcvvbZg7lGE2vIk+StN65KqW7dunNwGF24tAQ0JAQLIZiMBY8wJgDyV984HwXHAMcvvfpsuVp58GS70ahnCf78+p1zF8699rVmFLHDw8Hx0XQ4ioDyPvrl5zOzJdfB40nPsuxnLj97+/a96SREyNAaFvLFYrHiuX6vn+cidU0VhsdSpXPzCy++fOmHP/rx+qXl2PSLIgAAIABJREFUTz/ZQU5LK3NuLlcx81kqSOgPRrJcmptMknd/dvPChWa+YHQGE5fQJ4f3Yi0/u33zsHvcXFgYTuOVlYUsS6CRWoZ3+uzaaDTuDQaVmttszo5GnW63o7X65QdfvPXGa48f7vheznOLhmGQTndw/eZdKaXWGiAAkUUMChGQkgN40tdjCmgAIDIUSAUXgFCCIFIaaKEpBggAhTQAQimAoOr3++E0RYgR4iRpBrTWiAAMTtgNIySlQNSwbSvKMmxScCLiwxMzZgkAhBBooBSAWimgtdZKaQWRglBqgDSEUCmecJTJTBMHke1utlydD1hiGKZbKjy33DiPbUltgxomwkBCJSCUECKoIchUpqFEREMIuFBaKoAkYApoSJWpNdEYAYQAVClLKTKU1BhRrNRMuVmtgrVlACDQUgrGwng6noz6w1673TrudsaTsQYIAAggxphQ3LAdCxPs2IZrUSkEwQJhqVXGlVAaUGxImRmUKqWgVhBqoATUiiBICNZaagA0hpgAqTQiJ31JBbSGACrJtYYaaIxONs2g1pqeeIaBk7mFv50zgPCEYjHGUAOtFFBaSQoA01BAQDSkQmA7V8r5nFoOixEFrtAxS6Wpc0V/7cLqhVKxYREXS4NCNw0yQb5s2xmUAKgB0JggSCCXmdKQQkwh0vrL1CuIIIAQIaKUgFpBACRUhBgAQi5EFEed3mAymWigldYKImpaGkqtCRMcY4wI1lphjIQCSouTRTopJfzbIxWHEJ5gKwBAfRlNDLQGWmuthdbw5HMBAEJJLjAhrpJpyrjgMAw4z6Tt2UnkxAGazTvvfP2df/kv/vXm7XsmoUcHe45Fo3D6i/ffn19YOjo85kKYlqWVsh37O9/5zvFxK8uywbC/enoVIXSwu//FFze7vd50Mp0GgWmb1DA63T4hw9FoyAWPwunBwYFjmft7e199/TXJ2WQ8fOnFq0pDDHQUTf/BH/6DnO+zLG3M1Be/852c72kpbt26+eknn/z2d//eG2+8wTmfTkdC8Du3byZRVKlUMIRRHEynU01sg9ppxgyIIEJhFDXyDYTp3NxiHLPpeJrPF//ub/8XP/nxj7Fpuo4tFVFcUEJyrpcvFBtz1Wq12u12P7v+aZJkv/Ebv2EYRAOFKFFSawVN20IYPXjwMIrjc+fOFvL5brfLOVtZXkqyxLLMLMmSIAkmgWlYkuuF+aWd3R3Hym1cevbwsDONks1HjxnjtuMKIYIoMSkNo/jrb77lu/Y3vvkmJrQ/aIXR8OBw8I/+6H88e2ah02k7hteoNf/6z//qd/7Od9955zsAwTSbOh5mMtZQCw44g3EcpYK/8Ny3Prl2BwJr9dT6w4f7w0HouIUkk5lIKaIEGxnLLNPVQCOIueIyk6cWVx88uL+/1+71O9iQLOPt4wFSkevWkiRiIHJda2vn3lxjkZhe3rcA5IKLQsV959feCoNIARaFo9v7D7XSL7/4ymg0zuVor78LcQ5T4eccraLhKKGm7fn+0f6+5y4YZh4DyFOhlYAAdlrHP/zzv/yt3/4t13YePnywd7D36muv5kslrZEQUmnOBUuywDBBlsVRFGASYWhyHgnJIWFMZCaqxLFCBj06HtjYsm3FGMCg0qhtYOAOj99dmYFUScGBWyz5Enz+7+7km3imUUmZ7Pa7UIIkSfK5wtbWlhDScTzO+f7BUWOuDIBO0zTvl4DGgOrcLEEYEiob801q0GkYxgl33UosIsYhQsT13SRLP72+ibT0ba9Rn3v1+SVCVx3fEuqClJJSm6Wcc4mwzrI4SpK91vH88vyT7a1qKX/t008KudJkPOl0WgiduDHzXKEcx9H8wsJwNBmNRp1OO59zZ2ZKcRxrhXd3DxYXF+Ig6na71Xq1Uq30B8NOpy2ERAjPNZYgSDHRUgcSjBMW7uyl7faOiPmVjWf//t//fSayO5s3nm7dJjYyPWN1bWn1zGqr208zORqFc7OLWZoJNmm1RwCIh4/eQ1B7rk+J4Tk507I37z8iyJoGAcuESQ3GY8JgEIyA4lIYUQiULqwsPPfuex8eH6aUGljI+XL9mUvnoyiejG6wdCKyYRaP4xibBgyjjPGYmvhrr7+Rr7hcRhSW00ltbv6SlljLAGOmlM6SQZaOlhaXgUbFYq3b6XW6x5VSQUiGCW005tOEMca3trYRgLVq3V5uKqmiOHEcy7K84aCd86sQayaSMBlpyQHEUiugIIAYaCBkpjWUSmGMIFZchoNJH4RJkk1O/qIsY7VaLQiCJGUGMT0vn/fz21stSBCxzDNnzwo9phaERMTpJIqHQQDLlYJf8IaTfqvdtiznmctXHMf55JPPbNcrVWsHh+00vSVTpbjYfrIFier2dwplx3Hz29uHQu7l8m6hkCsVZ13bmW8uTJLu229/IwzjvF+IAjnoHt7f3BuPYtfyZ2cq40m0sLhCMGB8aNoqirv94OF0esCzyWTaxblzncFodm7RIYbvNYajpDPYHm0fCK2igCcZb843pQBS6v2DwzhObNth2SEldhJz3yumAh0ddgzqTMdhrVjv9kUwHUdBYJiIp2mp6B3sT0N74LvVfi/TMCbIzOLMNvKah0srq5uPtnK+O+geSa7Pnlne3t6dqRfmF2rXrt+IY/nyK1fmZmqf3bg+mY4yHiwsz9y71ykUjXb3Kcbgtde/YuKHgqu11XWMHGeUW19dFwqNh8Nq1RuO9tdWz9ZnqsNRBCFkjKXTKI4Dx3GbMzXLNDFGCMflinvu/CoTyZ27t4NIaJ2GU5Yv2MNR+/CA9roTLW2eGTJzhj127vxSvVYq5AzJoZdzN+/vhJEcDBLHwv1Oq1AosUxu9u91O+2MZZfOn+72Us+vrJ2eCePJ+rllTFy/XNh6esRYcDzoFXza64RRAE2KokmU883G3MWCN5uGPYi9qZhabt70yatf/cqDp49t3x5PJmE42dl7WqvlALDn5uY83/fzjp/P7+3vBsFQScW5OH921TAMSux7d/fOn19VChAICMF5grWUQqiT/yzGCCipEAJaK8ExIhgCQAmwTBWnLEuyE5t/DDCSQkrBRKwhMomLgMbQSJJAK2ZbJsEmxZQLqSQAGEJAANBCSISU7/rTuK+YPBHZNQCKc0KI0lIrKL8cKQVQQwC1BExJoTVA0ICAIEiEAljhUcrWNs75jVJhrpj3LEwtQCytqWZaI0oVQkwrpaAGGiophYYSIQkJAFBqLTg0INKQQiUQ0ABDoiBCACKtqUYCEKCxEkJpJYSEEoovZXuAAbKw5eSterG2trxKCNFQmaatNGRCC6FYxvtDJZXUQNy9d6vXPlB6XgMmRMpBqqGk1DSxKQQkBAgpITyJrpZCSK2BkhIAQAwqFBc8U0ohhIHWWqkvBfSTPScElJYQwBOFnRqUpRmmFAF00o49CenVWquT/DYATshPMQKQRIRBoLQEUBtIulB7/XYbKRJHEbWwAWxN8rZ/4WDH3d8KuehgoLAkJvIZiZTSCBJKDQNjCSTCEBEsFcbUpJRSignB1MAYEwIJJSamFANiYASRThMRhNPdvb0sToFGvp+DEEoNhRLUIAABCJGWEGEslU7izLAg1FCf0DzWWuuTdTqoAQAQYQIAIAhDDQTjWum/ZVl9gvRaSwDAiYOEUkpx2h+Oo2wHaDUcTG3LmZ1tRHHEspxBmtsPdz55/5pDrbWlpdFw8H//n99fWp6XKr1164v1s+cQAnu7++tn1gXnhMAoiiqVKoRgdmZ28+69KInnG8uPHm8ftfbz+dzGxuU4Sj788KPpdHpm/fTamdO3795xHOfXf+M3B4MhpsYf/eP/6YUXXyyVygdHLcuylpaWTcP46U9+cnp1tTFTFYz98oOPwsnEtsxcLlcqFY8O9nL5QpZlCIE4ji3DmE7EaJQAoIPJ1HVdRGi/14vipGKYWqkoCpvzjTu370ktGGeM8TRhWZaF08ByPAgVS5hjm7/67XfeeONNoAATCYIoiqJet1ut1ViWfe9738sXC9iglmVR4mCMPc/DGH31jdeG/cHW1lOeZqPhEGrw7HNXJ0EgkcZIRGFoFqlSEEHDc3NpyjAwbowe1hfmP/viJoRoNBojhJeXlnf3nm7ff/DpR9d+//d/p1DJa6CZDLb27y81y7v7jwwj6fd6vd4gnEwubfzWrVt3L1w8vnHrlmGg/+oPfvfWvS+2t3dWT53N5yomZq7nzVbPLy8+9/Off8gyWCk3Ll5s7O4dLiyf+unP34vHgyRJXn3tlSxOhBCU0nAa2KZDsVEp1dx8czRtrZ9fePJoWwsEoQGBoTXmXOdy1fPnr7bbo+9//z+++ML6xjPrtkWCNMiyoWWRSqnoOiv/+t0fSGn+wR9cmm2UFUgAzISKIZaU0ukknKkvXHnmbZZ6Z1acLHVMq5CmKc9ihIRNjYcPH+7vb1KS1uvu7v69D37xw6svnK+bhX5/iImRz5fiOKtUGwXfyZIdQlu5HERaUGIAYAiNHNfELAcpzCSr12eEEEA7LKazxY2ctZQMJ0S1FuunTTU1/WpmOLu9zZlTVeoxz/cs4XJ1XPR8gJCQzLKM0WjquTify1eqectGUTBZXVwOgjgKE8ZYPk/TLAkjppSXpEpIYVBDMgA0PLEXTVM1O1tJQtxuHWnJT63Om1bG2FhrB0EttMrSqWFYUqWWTT0fF7S7cvpyKsUk9KRMJE/2drfPra8HyTScDjUi9VLNMonr2XEUKSWLxeLu7q7vucNRKKQCABBCvvj80fxcqVyuCi663S4mxmAwTBJZrswU8iXBg7W1tdnZwo9+/DfNuSYA5Oqzz8/XZ9dWV6pzXhCp4492DA+1+8ckJpngTAgNSZykGEs3n0KUJiApl0rV0gylUGRspt5wLM80bNfNiSz56KPPM66ac3NCCIzsKJoKIYrFMhcKIiNN2Icf/TKMQsd3CKFcpNu7Twp+DijcOty1XBGzwPPc6TieDMfEMsMk8vNeyjVAxf/s7e8iXbTJchJSz6wMwpHvW9NBR6Si6BWP+rtPn+xE0Q1qmKZlxPHYtMi5ixfWV88Ph5OrV64uzK1TiqMgCYMoSZjj5qFOwiDChDLGIJRMxNTMJWnEOKeUKAAgMDDCBCmNMdZACGbapHvUA5DH8SSKxq5tW6aFLUdwPpyM84Vcvzs6c+p0HCTUMJMsgVTFQahAHEfJaDhoHU3W1mYHo2O/QKfBkGfJrRs3KtXaTK2BKcQEJWm2vbMXJYIx3D5s2QbpDg68PGn3W0yVu50dSl3PlUEwBCjb2rn/+OH26pnVnFe+9cVdAHCcZPPz81qSwWDi+7nRaJCx8PS5c45tjMe9rZ2PhQo3719fPuVzFW7v72iQzjFJbO/p9s6zFzccWtw/eJzzKy7MYpZMhu2zZ9c7w15jdj6ORJmYfiaOjzuCQ0rgw4dPPbdw6kyjtduqlJq/81/+7ivPPz+ZdL//f/1Ju7dnOmR7+8lLL2+k2cSynSCIETTu3N6cXWqurp7dOzh68/WvDAaj5gzvdvrBNJVc3dh+JEQK9FaxUoQaztQLraN26+jgqNWam280mvNZxqq1kgbKMPCp1aX5+YZIh47jAkSFBJhYTx7f8guVcTB89rmLe0dbSZbESbS+vlKu1ieTMMuGGAHfpabJq1W/XCoGSWQRxYQMg6RSnnVcSU3v4f2nfs68dP78aHgch1xwSIlDiTQNkzOuJDhujfK5+ngytp1cloarq5c+/uD2/fvdK1eyr7y6eH/znmWTU6vzQkWuRzq9Q89/ZXe/tbDY0MAIo+mVq6cRIR/87INwojCyi8UagfkkFNFU7iU9C9I4Ho7Hnbe//fxgNDpq74cxH0yCAgD37z/IWGhbpmRkdm5+d+dISF4qVlzX15psbT94/rnnZmdng3HEOT+3fsox6dxcczIKiAZaaQ4BxAQhRZRGSgsIAIIG1FoKfkJLCkmtpORM8hgDiJBSPFNKa4Yl5AACSgybOjnLLszNOiYrFl3OYBxyliaTMAqSVEomWMolk0pxLTzL11kXYIAQghBoCPWJlAwAgApoDQBUGuiTAIET6NVAaoY0RoCa2EaIui5uNGY6w+lg2BI8tT2LYGwZhmNYtmFRw7Qs2zRN07IwhBhAiKhWVJ1somkgEQAaSEQzmGqtMUFaK4g0VgJDjYiphCLYQABRDBUESCkAgEEplEoJCRCCWEspBRMKaJmlEFOgMcWWYTm4lnHBw2h6dn1xbsafToZEZ8WijzDOeIIR0UBgApTmCAEAgJT8y2GLv+2uSi6UkFoDCBBjHCF8ssWPIAZAQay/vAycIJwCAMEkS11KpZIIoROQ/fJtCKgTtwOCAIREUIBTiATQWgtCkBlNZMqmAGjfdYCBJBBxxINkNF8yIPQAIbZtCBEQaEgBqWkLoZRQTCkBpAZKScUTMRwGKRMIYYw0AEoDDQCAAEOAESIAasNASoksS23TrpZrruNxJqQWGBMIAKUEQJAJhjDSEhBCOBdCCKoJ0FoyDjFUSiKM/tOsBgCAEkNKTggBALA0U1LKk6wLCE/yL7Q+KZTSWislMcae73qFSrlUcu3CiXeERrzf1o/vHGRdQytFEHnv3Z/mcrbvWYzFWgkuAOdpc2Fea8gzDrWeTALPdbVSg0Hv6aMnGWemad6++Thf8N/5le+0O0d+3v/400/iNL24sXH7zi3DMjQAm5ubP333Z8vLK2fWz166cC5N4ig0oZK3bt4o5vNmrWybZr/XRQCWSoVKsfT+T39imOby0tL6mTOT8Wg6Hf/Zn/2ZUnptbfXc+fMnwcuWZeWL5OioVSoWMIB530NQK8FNg6RRlGVx6/Dg7u3NLOPddm/7ybaS0jCoZVurF5cq5eIbX/0qhghgSJRhEGrkjGqpwjlvtdvb2zsLS4vr58/FSXxy49rf319aWpiMxhBCz3WBbXuOs/V06y//8i9efuWVQj7vu3YUBxq4hkG5iB3H/OCXv3Bsz/H9lAvX8U3TQtTgGS9XKhuXNsbPvzQdj6dBGsZZyhNkGlLDh0+eSKWCIBRC2Y73xsbV7/2rP31wf+ff/LsfVKtNqeJ/+x/+3Ped/f39N7/69n/7D/8oCcYf/+La8698tXP0mGeKEo0xbHePmUw//vSXaRbkSwUUoK2d7Zl6PVcsaCnn5hqto5aUAmE0GnQGk+MPf7mdpVJLsPHMc5WSzdKukI6S5v27xwcHbcEKLtmw9Eo07NiWUcrJKJomYTKdxIvLa47jxmkYhiHGUENFiBXHzDK8cvnUqYWX//R7P6rW5tIMUNNFiBoGhUARjCQXBOE/+L3fno6PBGfPXl4/e/YPHccGkv+97/6dH/34AyY0UOT6tTuFnF5aNHI5V4gu0JwSF0FiEpeJhAkuMXN8SxJDBHESpZpXZiuXDFzshHuLc46p03A0JbYTY3HYa03TiWuhZJBJkayvr+UsaxyESZKOxn1CkNKcixQTogGJ4ikPYJKklmWXZkpKM0JAvuwqJbL/j6g3C7bkPMzD/rX3Pvtyzz1332afAYjBEABBgAQpkuIKihRFSSyXnIpiWXZUlZSrUnmIX5xU8qAq2xXbUaIwlGXLKomxKJIgCRELDYIgdszMnZk7671z97MvvXf//S95uKBy6jydqj790P3w/d+aM88baciNQu5Hnu3YhCrOE43KQrPkWJxi5RY4dUwd61RHuWCaolKiXIjhaLRYm280a2EwBirOM1mu6MOht7qycLA/qFQK2I8AUkfdDibNhw8fUF2XUipAgiDQNCOOsmKxQMt1KbmSmq4ba6uner2uaRcGwwHVgGnYnLMszYdir1JytrZuXf0g6XV9ogtNoy+/8tJSu/rqf0kMVJAKWJZhlc3V2mrGGNVoGEaHh0dxOC3XSr3ufhylk5EXeKWH23J5cbF73PXnw3p1VnBpmmJ1tRUGZ95979p4NGrNLmiUOnaZGRYCCGDUn/TjlO/3DgzLLZTLLA1du5DGg5+99oIU0LXCmVlTABFGac4xxLaUOIojidOhl+7tB5S0Hr34dBJMNGzPNOcLxZLkTOTqzMa5UpFE6Wp8hUVRLoQaDPvbu3dmZmrlciWbag13vVAoKCXjOAMQSQgpMTC1lJSmqWl6UQpsmODOzWkW4ziGEIFMQiUQUjqESAnJlbJtO4rCJAVZ5sXxVMg0SwNCsGAJxsS0zEq1BBE0TNrtdvJERGFkWBp1CqViEasiT5FkaHlx5sypM74/rFaLsR9AAJcWFxHBVpEeHe3qOtbtomYUshxOJ0GxXLBc47HHLx72H8wvzCqplUoGYzJlrL1QC+NRuVxII2Lo2rXNGwrgbndkWbbkaH5+0Q9Gc3ONO3cyy9ahSu/dvra0NL+z8/5xd7s/2D3uZpQaneOxpqGj4cvT0fHcTPGBfega6aee+/zO/sM33v4ZQKo92xqNRtVaZXd3T9ec0dCDkPheKGXkOpUwSJNonMDU0WzPn/6HP//On/3JnyRp0h8fLG80aKgGg1H3aBr40dQbSJlnqQDAfDgaXn//xTiVv3ztumEYEZPt2VbvKC04BZVnSZgGVPY7Hd3UIh/uRSMIuVT68ZHX7QYQItOylRIQ4V7fe/utq40KKhSEpieGIQaTcSq4pZhuOF4YFovlbvdofn4OAjKaTKdT3zZNQydz7YZpQSGi997f8kMw36ruPty3LAti2umNqG44jn3x/OnJaCiF1HSDUs3zRxAnFx85GyeTO7dvYIQ1atXq9SSW+7v9YS9tt+fDIBuNwp+98tozn7iS84DztF5fi5MQEvLCD1+cbc/bhg0APTrYPXP2rGlpX/3yZyf9YHf7GCpz2J8AgVbWVjQsKyX3+S8+99hHHtl6eOuHP/6u4cqcc8eysoRVS0WE3Znm7M797p3ooFQquAXNcTTHLRJqLS4uFMuuZeu9TqdarSeMFUsuYxnLFQGASxUjhBGiJwo/UFAJACSBCEguiSa4FAAoDIAQmRCJ5IJzDqWybadZW2zO1ueW2uVK3TSKREmD8jjqmTo+OhrghqHrBGKqIBKSJUnE0mgyGffH41zB/cNuJNWHhk4IFACcfxhDUVIKpQBACkCpuFISQnWC0iDQoAQ5k0xCTHgUTAkxk0xArMdcIcHjJAj4xMJUIpkCyQUjmFqWa5uOY5cds2TrJV3HmgaSE3MDkoqc5LK4UkKDAsMcAgmwmbPEQBqGGCMcM0YxRQgCJRUXGiZMASAlhRQRKAHQdCPP5XDk9fqjTqebiO408CFGhmG4tkMU0AwKAVVKIgQIQoIlmqaxnBFC4EnECQIJYJ7nLM9zwcMoyrngQqSMYUop0QEASkKCsYRSYUUw/lXaCyKEAEI55woCrqTKMoCRUAIDLNVJLYLCGCMElZIYQCklgDmEJ+tnyJtE4fHxzBzoB0OeYqdqmLotAVVIEA0xkXOcKcy5VBgTxgWECOv6h3hacYAgQgjpFAMEMVJKSKkAAAghhDUlkQQQACUQ4lIBCKhOEIZCCYQh46mGTYxxLnKAEcIfcvYIIcYYYxnRrDzP0zQlFHPOAUInJx+EEEJICJFzdpKT43mulBC/ujWEUAGpgAQKS6lO3JNK5qZJltfXTcM82h9IATABSuWra2tvvPpenjpRGCqlykU7DkMFc8EzhDAXWbfXqVQalVLl9tYtyzBt0z4+OtrZ2Zmbm9tY27hx64ZGaGN2NUnDar3x0qs/PXXm9NT3huORFwRxkj7Y3jYMU9O0b37ztznnrdm2VGo4GgvBheB3PvjgiStXGHMdx5l0O0qp8XA0nY7XNzY4Yxghz/NoHPUHPW88EgD2er3Lly9rlPZ6faftJnHqOq5pGHGcjIcDz/O6gw7VcBL7Ey+4s3UHU4NiHSLImSiVSuvra6aOa9VSa6ZBKWUZF4wTjbKMAQB4xhszjRde+HG7Pbe7u3d43Pn6N34TATIej4vF4mQyOT4+hhBcunBhMh7LHJ07dxYj9H/863/1pd94/tSpFduhk2nfsizHLg5HHQRlvVEVcfrYY4+tLK/aph2G8WQ4arfbN69vIoRt20lS2elGewc7r/zs5+sbs4d7W+GkXzCQZRqlYuXf/rvvsH+S+V50dNj/7nf/M4LqzOnV8+dOT0aTJx9/2puEFIL/+//89h//qz+JUlUs18Mktg2zWC0+fuVKkoZUxzGLi+VCmqY7e9v1as11nITFtm0KIQaDbq02d+rUKtazOJSnl+1bNzarlfpvfvNrbhlFEcrS9v/yP//xFz77NchbW9cmCnoLy9rB/gONqIJdyXPw9NOXdd0IgujiI5eLxXIYxEDRmzceIOB87Sv/+H/6H/7lxY1n+qO+Y4hcpYSwt99+60cvvPCFz33+qSc+lsTMNlyD2rqGpoGvOD842P/ChcvXr90ZDaaWWaxX6m7Rsq0Mo30v6LVmlRACI6FylbKUiYwI2GwWUh6H00nVLca+mKnPt2fWOSNp3qu29DT1qFB5JmWBPDzckxhMgomGqJRIU9k0i3OhpORKiiAIhVAszUxTK0hDSjHsT6UE7dYMoWBufml+sSEB6/Z7W3fu1usuT3CeZuWC3l5sGJYxGk8sExOkmo22ofOCi0dRBKCcKTQgwAbRwjgd9Seb93YjnloVh+iIJYlh6MuLs5RMoDImY7/XPwaQYCQXFmZHvYGQvOyUAcR+kOq6NZl4uq6Px5MkCTEBpVJ5ptkKgghCDBRsNJp37u4kKS9XmkEQLm0QxxZZmPh+2GzO9gZjIbJyxd3Z+0ApRrUZCCHPpeTcdd0ojFnGDMPgnNuGyZnMEyEEJJjkPLMt0u3dH3k9TfcRGdXrzTzDAMCV1TkI0dXNq0CqOEkJ0SqVqqFZCQMP9nphIgyrpFt2noM0k4IHM7XZL332k0nM3nvvb71w4riU5SLNICV6ludMqWjkhVGKCPv5W537u69Nhp5jFgpW+2tf/oOyvbz94E7Gu0SPsDKrbnOm4jRnWpTia5vvtudnDMMk2KxGhfV/AAAgAElEQVTWZjiqKUFs22KZUFKsra2P4/3pJAFAMMaAokLIjY3VzjGSUhuMB5ggKZDMJWecsZTq5mjUo5QyxjCWFMNatRKFQ4yArml+4MdJqNtW96hXr81YmgMsYJnWYNIncXzcO1pqrWGMOIORYME0rFRqN29cJQQjhHu9wemza++//+7c7NzG2fUklq35tZTBn/705XLBjaLg7u3rdglRXZuOszyHjl2SILx563q9YVUKdc+fjEfh4WHX0E0AoO8FR4dHxZLlFg2I+cJSHUJx9/YNnL9MPv0xglJ/epzGE9shszPzeYImwch1nPmFRzGPIaCcQ9N0X33ltST3GzOVJEkr1fJxr1OrNb1pwhjz/YnrlCDELGOXLz9+e+uBTksaMYtOg03CYWfi2NQ27Lu3HrbnGokP/uYvt6DEWZZCKCVUEJ/4KQEhoFY3dN0YTZLNqztAkoFKgAREp6N+Sg2SM5GyKdUwhNxyjTBKuBTFUnE0Hrq2aZi00zka9sbbCOkGKJbp2bOrtXpFt0CzVbccN4hCxy0apvSmYac3osScTqe2zX/zN7/65huvFosloMEnnzofhC5Pk36ve2Nzuz3XfvaZ567duNE53q/XigeHOyxRtlOCQJSrpp5IgOIHO7cEY6ZZoJi5bnl3f1cK7HsphvmpjXXL1n/26htxFNUahV7fExLfvbtr2/rO9jBN5KDr3bv30CmYR3t7eZ5WijPt5urx/qDb6Y1Hk9Wl1daMvb68eO7sWuAPv/+9vxqEua65SqWDQb9Ubum61W63AMj7nUEayMc/feWdt94yTS3wVRCM5uYrlmWFobe/txMFHCHQG07zHOTZ6BvP1eHuUf/ta3dPYBGGECIghVBSYowE50LILPdO1rB0TSOE6JpWKVeKxaJtWYZh2NQ4EXfzXEAEhOBKcQW5ApyxNGYZQORkxxUhjBFVECVZGoSxF4ZTzzua9jqdg9H4CMIcIggAFBwrRQAiSkGlciW4UhAjTSqVy5wQiBCUSmGsCSER8z759HOOVhApQBhBCCBWAAgNYQoJBApBgBA+IfAEP4HrBECECKVUM5BGqYYQAhAghE3TQhhTSk+8p0BmEAAlFQQfqvgQgpPaAQhRLniiEj8MoySZet40CP0wjNJEQZALiRCCGgcSQUAw0jSsEQg1rKplkyCOsSBYQCiE+HA3LEuZEDJLM5bzLM04FyHnAKoT56uUQkmJCdYogQAopSDUFdQgQgBCBJBGKME0l+Kw38WWQU0DSQ4AUEohCBGACEEpxcm1AAABKEAZhLlSCCgdqTzNDm135Lpxv3sgmRiByDFdHdUurHxeZXUCbQAkhDkAEAJ6Ygk5MbMigqSUmKKEsWngRUlCCAUSntzohCj9VS7tw08cDKrVWq06Q4mOIE2SzLFdACCXAiHIpJISI4DTOI+jSApmufpgfNwddk+ey8l028ku2oe2AiXiJEzTOGNJo9nUDUsKCADGGAvJNV0DEKVMEKJDiKl5kCeDgpk1ayZnYn9v3O/yOLRMo3T92k0Uim6/l2VJa25WNw2hBNV0KSRCqFmbORGsC4VSFCVSqmKhLITI8zzP8+9///tPPvnk7NIKpfTs2bO//OUvn3nmmffff+/FF39SrVbbs7Ot1sza6qmbN7YuP375By/84Ovf+Mb2w52p72c5o5pu2Y6QklDoWjbLs1Pra9PJhCBULhU1Qvd393/x+uuPPPrI6tqaFFxIMR4P7t272+l2pr5fLBXTlI1G4/mZJkLo4OBgf38/iWNMKSI4Y8x0bKkUhVajXm80m62ZFlDA96a+N/nW7/62YVIIlRQcQKKUwogghI+OOn/1V3+1urp27tz5XrevaZpTcJVSnLM0TQ3DuHljs3N8/ORTT1UqZcYyIdX9+9tvvvFGrV578oknNaq5rjszM3P37t3J2BuPx36UPvH00weD3ue++MXJeDIZjEq2s33nXr1a3d/be/ft18eT7kyj2azXx8Phpz/1iWajdvrUSqvVIBS7riNZVTMVE5M/+/P/6/bNO3/0h//dlcvPjsdThZVATEqQpYxS7aVXXr1583a9MbO1dQcgIqVy3KJbcOPEsyw7TZhSkuVpFE0dx/T9QAq4vn564k273Z6um/MLc5ZFFYgoTZsNazTYb8/WCa3dujW8tblNoVVwnccvn1tYKFuWdB2j6JaSKAuy+N69Bxunzm2snROCUGoSoisADMP4t//238RMGk5x2BseHXWWF5cb9cb+/v7lxy+vb6y+9vp/QRhZhvuXf/mfXNt87rlPsjwvVWq/9rnP/+BHL2LNhJiG0Yil2aAz8cf3F1ajxTURRBNCEEbA1Z0oSCUeMVEn2M3TIZJxkjinz/3D2ZnnkkGHBO882hbJNEIACdv42b2r//GlH+Sm0ilWXHp+kjDActWsN4DUR4NwOJhIKQjFtuPYtgMgmk6Hk0lYcAxTI6ZhzLVnAFBJGikobccedD0EaJQOq3VbAkGxiZHJsrTZdBaWbC6mWlYxbYz0DBCIicuY8d67W0EYlWvGpUfXy46S2URKabulbmcSBFJK68H2YDgOLdsVUlHhjyep5dQmU6YgBRDGsY+QcC0DAiVlrhBut+eVJP3+yDDtOInjNOQiq9WLuk6LJRcBORn1S47j+fEkiCzHqtZsxiYA5BqESZJjhBVApmFBhUOfJ7EsulDkIlN2kGIMJcQCwzwMJq2ZmhCCJVJKHEe8NoObjbqU1NDtO7dvO65RKpntdjVNQyC5F4GbWzv1GYeahqHVs0hPokwKn8D49771O1nK9h9ev3Xrru2WuMS+n5hWgQsAJDw+6vA8n11eWj6zfmNzUyk1GY4RxK1643e++Vt3tq5F4RhBblmKUh1IapmlwE8HQ18qYlquXShUKlVXe3J1daVYdMLIi2LPdnSiQYCFhBJAmbLsxrVfOm6hWCxhpPLYByIWPAZQJSzlCmT5VNM0qSTnajSeHneGtlu8cXNLN1EumUndPAGT6YjzFBNUqxXC0B+OfNvSdc3UdRNLxIUajiZCZI89flEz0WTaT1nsOPbW1s7iUgtTury8woUUAimFETRe+MHPG7V6FKauU3KssNWa7/cnD3b2ESLVagVj5PvhcBBSBDA14izSDayUkALq1IQQMxZ98hMffbBzq1DUtu/bj5x/9L/6vd+ZjHfevfbyKDjcP+zUas0k9mwTATy7f7DDedxuN+dm5wxs3761rVNj8/q1cqlYbRbG3qRWaw5HQZrmhm4KiaaTYH5xMc/5YDC0ys1SUacwMIxMycAwqWnbayvLwXQMFfcGUeQb/X748GE/TyFLIixVEql6vcK5Vq7MHB/sspxxnhNNy1gKsRISUB1JBTDBCgoFuFuw/DhRAGKKhcodS4NQWqZeqZQhVJajF8q6QkJIznhimeZ0HCkVrK8t+z6K4ng6mRaKdrVcPDo6PHd+dTIe16oNJWG3O8ilQShozFTj2F9YXtjb3Su6NccqbV67vb/XefpjZyaTiWEYAACMMWPs8PB4Y2MDQXR83IMUaaYZRxxDa9Cbbt8/ZGlSrZmFgra80ur2es0FK0/TWrVhms697V1M9UKpfPv2vUalOuxNykUzzziRbqO8dLzfcSxQa5rFmrF2amk4GVOqJTLUiROG/PCgMxgMCkUNE9Vutwf9KWfILOv37h5ZZt2yzMXlapj0puP+fHvuaO9gob1QLNFbd7dLpVIUx//8n36b8JylcUgIAVJJySGEGCIAlKJE13XDMFrNpVqtZlnWCUCBAMoP1+ElQiiK05MVKwkUUJBxgTDEmBCMc8UV50jTc8aCwDs+6g6H48nUy1iecU50DWPClWsZc53UJ5RnWaBpSAEFYC5EopQEACCMAMAKMowAxQrinPMYA+V5fpJko85ocXHhwvpFRBHLGNUokuAkViYRUFJBBCgGACOEECRQCIUwJYQyLkXOU6C4EIwxPwrDIOacQwh13bAc2zTNarlsm6ZpmgRDKSSAklKc5/kk8Dud436/Pw2mKctO/KQAQSHVSaTfpAQixAE8iSQBpaQUEoM4iwoKEKy4zBSAnHHG8iiK4zgWQqYJy7IcY8K5IITIXzGRJ08EI8IZT9IMY6hpWi6ZVBxTohCEUrEUYow1Q895AgUQueQSYYwQQgpCAQDCWAEglQBSQQghxFIiCYBUEgEJERCKZ1lcLqP5hRlKtBVs24Y96jOsiG44LIMQAQCggkDKk/wewBidGHMBUIwxoBRCCEEF5Ic1Ax/CWYQoxn/vaoUQnHR4cS4oBid/qqRSAAguJVKccykhBFRyriQXQgieKwXESQsEQgJkACAgoBBCCIkRETLPsiwIQiF4HDKeoSzjCiIApRCM8UwBQYmOEEGQStUNpscFXfpV93C/V3TaJmn4aeLHiUEtq0KCKIyzGCIEABC5wJBzLpIkEUxSQhDGAKD19VO+F45G44cPH46n/sLCwvqpM2NvynZ3W63W9vb2M888I4Q4d+787a1b3/rdb+3t7XU6nUqlsr2zffrMRpomSRIQDEaDrm6Zvj996acvfuITn6hWivu7D6Ig2FhecE1jPBy+/9abruPaprW8uDAeTJYXURznjGXTUUyJoxFXiQRDazgYAkDiJDEN4/j4OJhOEaU8SUzbBgDkWT4zO7s4t2pZVr1e9z1vNBodHxymaby5uYmwqtdrtmlS3TAMYxr6EMKtra2vf/3rlGoY4+0HO5ZlFUpFIbhlWbZtD/r98+cvOI7z/3z72//4D/+wVCpEUfzUk0+Ymva9733v1PrGb3zl+Xfeeed//Gf/7NJjj+mGkSTJuQuPLS3Mb927g4UwMPLHQ7/bvbO1mS0vv/6L12wLnjm1dOnixV63WynN/9Ef/UEYBo6l5Xl++97tN998I/QANtDz33j+X/yv/yZhIPHAQc8/3JvMtcsCCqohp1AyLcvzwk8896l33/2gUC47jhvF2UsvvfTY45fb7VaW5VTTlVRSSdsulivFer096A2BgvVmieXp5vUt07SeffbjP3zhrwEIv/U7X1poNxDillXHsDrpT0OP8Tx74403suyMY6MH9+/+wT/6p4WmZbPs1MZHICRCwDQV5Ur5Jz/5u5deeklCOTs7W6rWpcS9fveD9949e/p0ksTzC+17927/+Z9/mxras88+++orLy0vzh8eHhwdHbXb7W9+8xtvvv2uFLmtFbiCOVMEu5apSgtLlUo3jg4Isqul4njYzRRfnl+ZxnoSU8G57RhKWoTM1sorVKnu4OG5Wd0PjijGVNclBZNg0pxvTFggcg4EqNWquZRZKtMkUVKUCq5tWPfubQOZh0pkaYyJxhNLBwhyCglNIv7BB7fdkhWEwfLGHIv9XAko4cQPJUprjXp7cfHooE80XTMtu1CN4tywrFzGAOTNeoPi4vXru+PJeDTwIbDTMOEa0YgWRWGepbV6cX6+LJXd608ODoczrUqj0UBsevfu7tjrOVZp7A2arVqpDNbX2hBmM82Sgtov37qpWxMptfoM6fe7cZobhtGcWQpCL45Tt+AYhmHbtm3bABKiGUfdo+WVZrVSbTYLIks/NNsrnOcSKAQk0ogGARz2Rze2bkOZxQmQnECIC4WiobsACs6iOFNprgyrMBhHhmHt7R1AlHc6ozTSBJu26vXOcT9IoGWYhl60Tbc3CEN/TCm0DFGrGd3x7elkHKU+NHKky/5xf3HpNIR6FCU544ur80KIuaUlIUQYhq7rTjx/sb24f9j70z/994vz7TOnV5977tnhoNftdo+PjjyPJYmkmntj896trd0oyt1CBZN///nP//rS0sK1q+/dvHVNM7FbtGdma81Ww3IMyzK3H9w/c/Y8Ned0Qip1V2QAcM00TS6BAIglGELoum6csjMr+s1b9wjVK+apdz54q2Th+zvXFZxevHQuDP0LF8+9/PJLp0+ffqJ2aTgc50yORpPU46btGFGYpjmhBGMFkXrqqSeTJGm355M0mmnOTHw/CPz9/SPbLumaIwQbDvvt2XkhVLFYGY294+NuoVBK01QCcHpj48bmTYR5GLOGYyKNIJxXqu50MtY1rVQsEVgeDgfFQuWdd25HETp3ZnUy7f7t97+739lszJWXlpZ6vYFlWroBo1gM+qNS2SoWKtNJkKd+v9+PglAqMRqPm+1ivV4TIhuOO+252trq3O7eESL61OtBqOm6zkXCOGvPF3q9+5bBJ8EUEhnHfhD6rUaNYPzlrz13+/Z2lkNv6hkUesMBVnht7ZLva1xoPPh4FEWlauU73/nO4WFEECAGEEoCBBTiSgIFgBAISIQxBhJQRL0x0zQQe3zQiXQdcqEgBZgC3YSVqlN0IUb4Yx/73LWr76eSa5pWrZVnZpq1SoFQhTGeTCatmfbPf/724sJ8rV7c399LWWSa5g++9+NGY+aQT7xJdLg/tCxja+v2qVOnGo36cDjMsszzvPX11SxLrl69VyppG6cfebjXb7cXHKvwzls/DMJoablkGnJ1fSaKB81ZfPbceqPSCPzItkspkxLgBw/3MNLm51Yalcyk1s6Dg8ALXTNGiEVRvGCU6tVmFqml9pnJ1L93+3A8edBoVksVopluqVjWdesXr7+9tnLu4f5BhTvz7SUAnPsP7mMiT52Zq5TKWcRMoxz4QbU6Ox3D+3e2z5w5G4eSACkh5whCXdfKlZprO6ZpFlzLti1CKABAw4BzoYRSQOWcQwi5ECfeRM451jQA4EnyHGGElBKCeVM/jP3RZLB3dOynaZpmPM8RJIRQQAjRdAyAQlBKBTgGH4aimGHoEEohc6UEhELIjOWxBJznMstywTlCKmdxGPpSSpblQEEhweat985tnAYAE4KgUie1V1BhIDFECCOEMBYCSKkIIRgrKZXgAgGIMOaCKykVAlQjpmVIBU5Mw3GU+kF0fNTDCEEEKMEEo5yzjCVREjLOMMYQKZ0aum4qqISUXAiEhIaIUAKiE00fy1+J8kIKKblGmOf3R7kXhiOkdJZBnp/U8UqEqOASIUw0rV6pmKaZZzxOkjiOec4EAELJEyFd5iDjQiEFCWJZLpXECGMIlQAA8iScJiwkGpXEPhHlMUIIQk3TlJIYIiklBEBJpiAHUEGIhBI5SHRdr9UbTiHNGQcgp7mYTnsmLos0hCZDUAMQSAi4UhIIBJGSkpCTytscAIApkYJjoJA6yZqhD7ccTmor5IdU6slrIhTKcym4VBoUUp5wnFIpwTmAQPBcAQCAkBIoKYXMpcQQAiklF4JAKAE7WSeWEgghAFBSSkophIhSPWcSKgQURhgDyCUABEiCIUv84WgqJdARNzWz6JayYf7S964TsrO2ftEulCXIRZINEx8gpBREGOc5j+MkCELOeeCFSSE9d/Zcuz0fxcl3v/vdjfXTEKIsF61WazgaVqrVg4OD7mDcarVWV1c550qpbqdbKlYI0Q4Pj1988e8uX77y6KMXTVP/B9/6HYgBLzhZEiSRRzWtWjBZNGU6rDhWf39XsdQxzLkzp3/+yssT2KuUy+12e++gMxoOv/OdP8uybG5+7tKlS5SYkgMlVKNaf/Dgwah/GASBkrJQqkIIkySxLMclpN5oLK+sYKSPx+Ob3e54PJZCLC8ufvzpjxGC0izuHHeyNInibDwar6+vt2bbly5e0nW90+lyztfXV05mm1977Y1Go7G6stJoNHzfn5+f/8IXv/gXf/4fHrt8+fSpjcP93bnZmSuXP1IqOL7vB0Fg2rbveePd3fMXLnz2M8/duX/Xtek7b75aK1eeePTMB+++fff2e+trrd/67S954z6FMk2iwPPu3bv35i/fas22xghyzgRHZ88+KuD0wqMfdyprP3nj4cFB/+GDB7WCdnZtlkN688YH7bnFt9/f/OEPX/DDYGPjNKZ0dm7OMm3dzj/+iWe73a46QJzzubl5iBQhpusWh/1+oVgEELdm545HDyHBTz/zyV539OrLv8xidPPG7ffffmd5sRIG3he+8LkrVz5xZ+tatTKnYX1//yHBYjQ8/tIXvxQGQtcsjViBLzUN5xxUqjOvvfbmL99+b/XUWYQRJjBOMoTIpUuXFucXfvKTH//D3/u9O7fv3Li1OZ1O8jz/7v/7V8P++NOf/vTzzz8f+N6VK49PR6MH9+8hAOLI1y0rToI0HYkslLR35/77Tzy1BBTyPU8jBAh2fLynEEBCGYAnSZip1trpzzrWQjIeu2S6UDewnIn9yHFKIYvinDulqmXUZcZGnUGxWMHUoISFAesdj73JRAq1vlaXUkRxwvJM15AJtHES2KYlVU41VWkUiA6cWsWuaAmLcab8gWc5OtWJYZpTL1AQjcZjJpOxf4wpKxVD29FtBx/3x1k6jeIMI9113EZ19ua1e+22Oz9XZkwxEQouDT2jtCBEYug4S4LWzFmVwTBKEPGiOGu3Kq1ZFxLwuV//iGEwIfwwVn7cIMTs94L+oGc7jmVb5XJdCFUuFiGCLM/zLDOonqYpZzxJItvUsiSECg17x4YhKKVCKI3oGkEY0yzjhomlBLUZ69nGqU5nnyUFlhY2r2/rxLBtI4zH2OQgy4q1QncwgkCy/gCAxLXoxYszjarTnpkddEb1YqFQpm4mMwan44wl3PNHCHNj1lVYe2/zdU2XGBkzS5Wdh91RGKe7dzXN8LwEQWgaxvLy8mDa63bHjmPGcQgR2D84dGw7ytj97YNOZzSZsmIZHR7uaxQvLMw3dX1+fulTn302jpXnpYxJQysTgqMgPH/+0tLyUs7TMPa4zLJUjCe9OA4FjH7+5s9q1RoGgCpZLxfKBZtSTUEEMOGZoJRYlg0ALhaqpVKuVG479NqNPs+ZZaWWW3z88Ufffuct27JWlleefeZTtuXu7BzeunmbEndmpd7pdKIo+rXPfFKz0AdX39RN7eBwFwB49sz523e2uMhsy9jZediebd24cce2y2tr83fv7B0cHLiOW3Kqg+E4TYWmuG5Y49F488YN13WWzaW93f1cJpceXe32Dn79i08BxQMvqZZaL/30F34Q7+0eFRyH6rlmsP3Drf3DO7PzVcPR7z+4qxE7CsKN9cXJVGCk5SnodSfT8aRZn3n8o1e2bt1I0+mZMysZYwrih7s7Z843Pv7MExCCYhVtXn/Q60SUFKdeNIymF8+vYgIuXDxj6hJg1O0MwiQfj8PQS2Zaza3t21vbd9oLcykcUV2zGswx3eIsZJRniZxOvXE8XrswpxXEU8+dWVxceO+Dq53jPqYgzYBGkRJSiAwqIaQEEqS5atTc1ZUlCNTW7S0IINGEBABDUHUrC605KZRlGm/87P1Cwda0CEKglLx29eaTT1x68GDn8SsXkjTe23/oOOb8/FxvNJZSZCmSnO/v5izxhBChnxcKjmFYvh+ctErdv/+AMdFq1XVdBwCUy/bMTPXosHt0OE5iaeh6s1kzLFCtu088db7ZsDPmTaZ9TdfSNE7SdHPzTc0sWLZLsLm4MNvvTcf90agXKkFKrn10dDDbKH/x17/S63WymM215gnUkcwyFtQbhSjy4ogcHY4w4jlLpSwcH/cADhq1DZ5rg35s6K6hu6HPvWngTfzj/c7G2uzPXnmTGNVLFy8nMev3pqRRr37uM58sFm0pgVIAAwAASFOW8ywXHAAgITmpf0IIYUyEkhBiQjCEkEuhCEnTLI6TwWAwnU49b5rlSc4zCKUCfBQGghBi6LquKwUVBATTXKoTv6wEChshzyOjkB4f7kiZxHGU55xzwblgLMtVrGmAEh1CgiGiGg49TwqeJjnPVcEppSDbvncXKakkJJhiiCEiEAOsCFFYIQAw+vuk1Yk1VykAFCQYA6ggEhBBBBVQIstjxy7mOc9zCRHUCUG6pdQJbw0UgiljCcuJblDLkEpxkUNJlFJKSQyJpmscCM5zJRSQkiIEAJJAcSWllAoqDas8iw92H1KNQ8hETqG0ECJSSst0KpXq/NzS8vJKvd4sOeUojYJppGlECBH4/nQ6nUwmURRNJpMg8LMsFYIBzhSCAEEuuFASAgAhtHTdT2OlJMvwicSPEIIIQBhBCAkhSAGlFMEKE0UpPZGYEVZA0d5g7Ac+z8eEKC3vNGaaCMQ5HyPcVpmUCiukAEQAE6i4AkooAT8kXqXkOYSAIMzzXDMMBdGvSFkFwIds7skvSkkAIOOcC6mUkiLP84wx9P/3MEimpAJQKomkzDlnOceEYkppzjnnHNIPN30ROrFdnHwRAIpSwvNco4pLiaTCVGCsuMh2Hz6EEtTL1f29/cfOPxJMPcR0KMyS2dSNsmvV5ufnCkUdqNSPctd1hchTlkGEPG/sjf3j4+NHLj56au3UvXv3GGOj4UjkstfrrW2cAZ2eBGrqB1GaSKhM0/zggw+efPLJe/fulcvlzevXy+XqdOqnKRNCDgbD8+fPIQQFzwlExYIz6Bz5vj87O0uU6B3uV20DUro4O5N406rrVEruuY21Vqs1nU4BUJSAKBpDmJk2pprSdBCGozia3h0eJkmSpFGugFIAYQIhVAqeOnWm1WppmlYsl3nOf/HmW0f7+26p9JFLj3zjG9/QdZozppTQNCpXV9MkKRbLURSNRqMnn3zqL/7jf7py5cqjjzwCALhx40a5XMSUnNrY+Ju/+Zsbm5tf/epXCwVXCXnh3Pk7W7dfeeWVmWbjyuOXd3Z2PvrRj4ZRcvHRR77/wgtLq6vPP//81atX5+fnDw7uv/P2a4NB59z6Z7zhw202Umz8L/75f//w6MByZLU0Vy/Vrl69vri41O32f/DCj770pS9NPQ8hdH3z+v3tB2aRffLX/8n/9sc/unU7VEgytjcZvDdTkR977LHnP/+1P/nTb//87Tfm5+cR1jDVy5XyX//1d8+cu3DmzJn106eqjXoWi3a7/bNXXzUNY3l58fi4Y5haFKXVam1/f/9o2Nne3ju9oQ+H3tL84qDnZzGIo4yoSaNWOHf6kf/9X//LOMqQGnz0ylOGodYIiGAAACAASURBVG3fv/3lr3zhM7/2ZUoNSuycccvSwyC23cKD7f3//L0fnT53lvEcI+j7SRSF1WotSRnRjWar9fPXX0+S5MaNG1/8ypcXFubfeuutCxceO3vh3NTzC8XiqVOnv/eDH0RhCDAtWDbGqFCwev2japlWK9rZ1nnBvckosDQTICB4Xq5U4iwjghUNTUPllKxXyo/K3Ny++XfPXCSUB17EpACZBLtH3R+99PLaU5c03UzjzLFdiqht20J462uN2Ubh5ubdYqFYqZSzPBNCJFk6nfq7dxKoWKVcMAyaibRYKgICCmVnMBmKTGAsCA2FyrngQvLpdAygPpqOdasKIpHl3mASZFmmACy6tFxqxx6s1hYejLfjCA0HrOBiqjeVCrIsYCzjnCXxMEslUHQw8MbDME+m1crMZCzTOHIsFwKtUZkNJ2muZcWSUy+7G2tob7c725odDyMpqGUVCYEH/W65XA68UCLN1JCGiUap5w9zxnOeCca6Rwe2jasrJYxlnuecZ+JkQpaDMBzkuTB0CwgxU1rwlLlzEHUP4jTRyqVGrTE3fLB13PFrFcVBQCg4d27+I5eeWl2uEpgLxsJplPjqcLfrNmquQZMuHw9z2ylUKsUzZ5dPnVnk+dRyUkxzpZACqDZXOzoeSkkCPxMoODqKuyOPgcgxSpgYURRrOlleme33RmkWmdgYjCYQz1zbvAmNcZ5lAIA7D+5Mp1NCkOs69Wat3qgLIRrF80tLS8trbY0u2bYNkQJQTb3x5u3Na9c+8LwwSEWrNWPZDs+C2WaFgCxhfaGwkLI/GuualSQJz6Wmmbpma9TM8jyKPUonZ8+v7ezL7sC3HatUrHz/+z99+uknvGm0fb+jFM5SYBmlmZlZAEC9XnVd6/7u7Xq9un56Oc/Tn/70nc2bW4auQbi2u3twf3u4sQERwo995DHTKJaK1ft3tw8PO1HgsYwnGTdNUalVNE3HGCOMlJKnTq+nbHT5o6ccayNlfqd7UCnV7+980JhxXn35lo5h6Id6Cd29/8Fsy1pcarbmSjsHu4ZuAaWdu3DxzTfe6g0TCKRODW+aZKmcTHzbGi8uz06nMGbTZ5559sc/funRx0498fQjne7eZDqxC8bv/6Pffeetu2+8fr3gWsAEEKn5+fZwuJ2m2frG6X7f14gjgbl548H2w45VsnTbAtqU59kHVzdLBePS+YsMCC/1daO4eKZWi2y3QZZONTVNu3HvvfZKjTosTWNCCIYknCZ5znUXaprBOU/TfHm17hawEMy0JGOAcwAgKJfp2lpb04zpJLh14/5wNDl/buHsldUHD7Yt3bh08ZRlGe120zCM8xfOSwGajbamU43SMIwdp/Zwp6tT/PTHPp3n+Ysv/vjcubOnT22k6TFjzPf9paWl8Xic53w88oIgsC2z1x26xZnTZ1Z938uYv7LWOH/h44Ph4dHRvu0sjsZjqmmb12/mmXBMt1JuHHWGtl2vlOu3t+4bWDepriCSQEVpWC8766fWzp595GNPferw6NCLxoNR5+HunUZ9cXfv3kceuxBF8cFBf9g9MI1SmqZJmgIoup3h3m7/+Gj6+JXH+73xrVt7Fy6cq5ZnEz9/+617n/3s471p76hzr1FvUw3CnMskYUp9WAh1EgZHH7okEUJQKoQQVgBIKbkUYRTFaRJGURiFcRyHKWMZw5ikWXoCoTDFEAoAhVRi4I8SKQAAJ6jqpPqeSwEBJIRywSGOlEqC4Kg/uB8GR0kcKoV4jrJUSAk5Z0IJIBFLWZpmkkuCpaHhaqWhEdPQrXJ5vl5sPvX4xwkwNWoKABDCAAAMMFJYQcWBwBBSjJSUBCOEEOeCc06pphSQiEOAIER5LsIwypjAGCOkAaWkBFnGKaUIQwihkiCKo4znEAGFkAJKKkklwRhKIRUQCkqglJA5IVgIIaVAhJwkkbgQCgAlUy7Cfm/PcTXX1aqlVrO21Gw2HafgOK5p2EBBAHCe5wDANM2ihP19+OlkPw1ACIDinOeM5XkSJ0EYx2ESxVGYxnEUhlKKaRwcdI8xpQzoEKIT/8hJ3RUACmMMIIAAYKJBBBFGGGFMEEKM0ADhcb0GpJyaJoJyghBQwiBypexegKAiJBFSSoAAJFAkJwiVYAwBFFKcQOeMsdF4pBBUCP3KYwAhhFApBNGv+mIlSwTGuFoql4olKaQ39SzLOuniQgh9ePCQhAucJCzOEtsx4jw87h4laYIQlkAgBH8FfyUASkguRD4ejwsFlzHpOEWulB95h8e7/d6BN+klQfDIuQuLc0uvv/aLL3/mKx9/8sntO/eyON/b7brF+tgPZxdak0lP11GSYbfgRnGs6TrLUl3XszRFClmmOR2Pc5bPLSxcvXbdtt3rN27Mtud39w8UAJZtEUofu3yZIBTH8crKSq/XU1L2uv3WTGtmZubw4PAv/+Iv/uv/5veXlhazLL5168by0kKzUf3Jj34URgHB2DQMzvIkTzFCQAGMqa7rmqbrum5ZludNpZT7x3tO0V5cXtl+sDMcjxqN5oP79z1vCoAiBEkhc2UggAzDKBfLKysrFJPBcGQa5t7BPoRIKnXhwoUnnnjCcZycpSeCq5SCEsw5B0CFYYQxNgyj2WhdvXp1b2/v61//Oufi7t27pVJJQRCGYbfbPTg42NneXl9bW1lZieNYSvniT37yrW99q1wu3bq11RsMvv713ySatrl54+233v7KV75SKLjb29ucTbMs2bz+3plTq7/1tS/zNBn0e4999MpRr//7/+0fKkE1qJfL5SRJKuUaISSMgpnZllNwjjqH0+mUumh19TMH+8XJ2HELZsENdXr8xc89riPtxtW797cfOCWzVC5JKQ3LCqMoSdPjznG5UskFn5+bd4wyIRBhFASeqRmdzjEAwLKNLIsc18am+cPvv3Dh/KVBp5+zNPLGOQvnWrV/8K3f/sH3/nZpuTXTqr7z9vV6tb23f/QbX/2Njz39VK1e6/X7CGkIEogxxkQ3zCTNN2/dpboJMBJSQYIBgBCfpF6BTomuaWmSEowxRnEcOa6jgIrSnHMOpGi3Zsbj0a2bt/rDkeU4lXoTIjQcB1wqA8dS3pdy9/atzeND/6OPXb50ceP+1pZrFstNUqUU52kKXL3xKaf2a163g/23njqDzCycck6phjX9Vnfve2+9whwkEDcAKFsOIhrRNIzGCGhxxMeDaZZltVpFAYkIgRCynO/c41nGRqOpVDxNUwWhpulxkk792LItU1OlEg1Cr1IrGLaDsZWmMk1zADhAiabDNOOOY54sr2qkQFCxd+z504BgiCFfXWvNzVcIEUqlEAGgYOd4wnNjd7cXxbkQgIBICmN2tuV5URxHlMJSyXQdyrLYtQ27VKCWOZ34AGCWyzhOC6Vyvz+YTMZzc+1cCi+QBcc0MDAoPtg/1AytPlPN0lGjYa2ttMoVlee54DzPOYI4jhMIMWOSS8kyHk3A7r3JeCSOj3jGgASiOWcsrRYZzzDVTm3M1dqi1WzYptHvHepUmjq2LSsO2N5ep9eZVFt1jugH73b9qQGxxkGmAEMYOa6+sl6pVHXN5JVKyTCoUBxjhLDuTeI8J0cHw+HQTwM16QeYUqqTYrGg6XRv93jYHwmONULr1cY08KrlRvD/EfWmMZLmd53n/3ru54kzIyIzIu+j7rOrj6rq2+1u29C4G3OsveKYBcEIw8wsGlZarVaw0q5GI83OCBgBowHh8TDDAAPYYOyxaWMbut1HdXdVdd1VeWdGZsYdz339r30RbfZtvkgpFanMn77/7/fz8WJBgUJULnPTwgD5hoOqU858q4Yg1jQtz3JdNz9+3JNgNB7v7O11ui6ldc1QLVOFMqkU1GpBcwxlb2/bMM0wyaUoVatTS0srgR+lCdV1K45jABmXfqlsbLU3FFNdXVn1/ODmjTunT53pdoem6RxbO+n74fqjjXEnQxgYpqoaCKJsYbnpB0MpJcSqaRY319f7/f75c+fv3t+oVmtbW0eXHnv8/r2tNKalYmU4HGdxftA+kogoqmKauqYjp6Bjgg4P+2lEX3zp1IlTtThxo9iN4nBl+djGowPPzbbWjy5dvPLmmx+dutSM3GRlcSlLxgImIz/k3PBcWilN0Szc2x8BgHKajYZeqWTOzzenG2UuI4Di5ZWZQd8dDt1z50+GqdfrHUAIW7PLQOijYf7uO3dqUy21QE6eWCg6PAm7CLN33ruNkFopTbuDoFGrT7dmOr1udzBszs6trCzTLEKA1avFbq9v2EXKhI4NxnirNf/W99/Z2d7lXLRazTAKAJSCM0UhNM8YmyD5Ec2prun1qXoURRN1aqlYkJJNAPBZSgcDN8sYQUQhmHHGUO44DsYYAJmmUWO6ur7xYGFhYTgYt1oL21u7rpsGYVavzU9PL2xt7gEgNzY2SyW1Odu4eO747t69wWA0NzvvuT6lotGYOTrsWZYdBlF/MFg7sQZUgBHyfXe21SwUnTRNJiyhJEksy/Kj4cP7m/VqTXB41BsS1SyUqrZhf/De9cXZ2VK55vpe5I9KjlVxSiq0s4TWp5uXnlw96D56uHlnYz1ePTYXJWPPH87Otgy9sLm+57oxxkQ39P3DI8ZwtdKACOoG1A2EEK5Vau3d3fGw9/TTZx7t3u12slMn1/7lz/87IgQXgiOEAAJSSEzwBClAVGWiUc25jONg7Lm9ft8P/CAKuRBCSoSxrusQEkXTuBBE1SeMJPCxLQAKAPHEgsU5gxwhJMSkiSshwIJTIITgOlFkwbFnZtZKlTkI08P2EZL60cFod/dQIYZCFMFh0S4GQSSYBAA8eempeq2FgYagUjZnOIU0EqWqAxGhQEgsBYKScQAEE0IKziQAEqoEM55JLqQAECEBJcKIZzHGBCAMoUCIKZhJyQVnQgKEsKJKADgUCEKEMCEYJQnTDIsJMZFUcgByShFCUCIAIOfM0GzGciG4lAjkGYZIUIYB0nVD05xm82T1+ZdaM9Vi0UaCUAazLKOUAwlYyjgXCGIhAMYK5DCjnBAiBABCTPrN8Ac0XKhoGlJMrVCrEaIgiJECERA8y3Mv9IaBm+T5TvtoNBqNRiPGWJ5nPGeMMSrzSfuZQdfQrYwJ3dAh4hIkpbJyuNu99VG72XSKBc2ZEpWyIwEWAqqmlQYAI8JEDiSXQiICxMduNwgRmmCyJueRqihMCgY+PqOlFJwLgpAAcsJzQAgalpalKZeU8wxCqOlIgpwQhQshoeSSYoQBlCpW4jTDhLhh0B92uGQCyCxLANQxxpSlEAqiIMYyiCQkkoE0oRJimANx687tjc1NCZig6VS5qKFCHCcry6vLC8deefaHS46jEeuVT3zS9YLf+Q//cX9w+MHNwytXnooCv1EpD4bjZmt+Z2dnamqq2+3maWaZZqNQVlUjSaJOt+u6HuMSQry+vukUi43pmUuPP55k6dzc7I0PP1AUxXVdRVGODg5ffPGF7lHv+LHjaZL+i3/+L5qzzVu3bykIWYYZh5HemiEQhWNPU0k8doGUE9GbUygqikKIijHxwzjNaa/XV1V1fn4eYva9771x9erVn/zCj37ta19bWml1jjDNc40oGxvbz7743OLiEsGY5jT0w263u7ezl2V5uVK5cuXqyy9/UgjR7XazNNY0jdLcdb1SqUSwEsex7/uO4xBCECTtdvvevXuGYXz44YdZli0uLgkhGGeWaQjGVpaWTp048Y1vfENR1MtPPnV0ePiplz+VpNljq2sLS2tvv/ve0A3Grm8XKprpjDx/7HqbW1vf/frXn3n2sq3bn/nEJ2mcRN74v3z5S3/wB7//s7/4ixhiq2TWpmoPHzxK4qg1P1WtlR486Hzyh5554+++dfvB+5VqydGRl18vz8zqttFrDz/36o8vzp0Pw/53//5v/+HN73/ixVdOnTobhmEYRX7gE0WBWTa/sDAYDE6dPfPmm2+WrPKlSxeHw47tWIWS5flGlqVPP335q3/15zOtcrtz1OvvPXrEOE0ES1QiVlZmfu93fvO9t95/9PChgtBv/dvfDBO6vblfrkwhBJM0pYwXCkXKOYRQVZWcMkVFX/rPf9xoLUGs5BxBomQ5xZgIKBWCsiyzTJ1RCiSQnEIIFQUrIy9jlAGMIJSctTuDNArtQqVzf93f3oXo4bPPP4ewcbR/WLLpa6+9MhrdeuObf7+/4/mjt6Oot7+5VTBLS6vNqROnbGOKxnbBXuEURN7hs2dbtjqIXJzj2DIcbKh+7EEiKmXLshWHIMS5F/iYGBqyacZtXScVJc/zcqmQ5WmhXEySlAtQfYboup6maRwmiqIYmgUA8EY+FARBIqTI82R7b1M3jSjNkyyVVAaui5AsFM1g7EkuOVZN29Y0i1K0t39gGhU3DHVdsWzjoD98uHlvql4QPJ6aqraa81EikoTlQotTrhCDcpFRSiW2CiUvChSoHxy6BCmSIwQzgA+tAimXy5SmUZpUq2XbKnR4t1QqqarijwMArPHYLdumP44dp6gbesEpbXb2lhbqa6snsrzne65lK1IKBeNIjyhjlAmiaJQzV0udkrOzs1ueZZquz84vHD+2bFnIdjDCuUqkgFJByHNHsT9UiyWzVIBYUR1DsYLSjFqulykFFy5Mbzx0d9sdKnM/iAAAw2EYJn6SBYUisGxw5eqJQolYmkZprtu6g4qCO1ma2KqWBFGx5MRZhJS0UjdaCytJ3Lz+4Ufdw9yNtuNUZ/2eN04JNPLEK1dKcRIXy6qMc9EPZmYI50JiQ9VUJqngEEgiAa7X64ORFzw6qk3jKAkoM/IkcAdhXq9mdiGN1F7HH3sR1AIO0FRjulyrGLq9tLii6aqQdGPzVvtwY2l5mQoxGnnb27sQovX1Td8PgyA8aLezLNd1HcLCeDzu9uM09y9cPPHg4V2MIUJkZ+9oqjp99syZ+dmlLKMnjp+enV3U1I293Y47DqMwe/Rg7/jxNaNQjIrUC0NTt6TkRMFZlsxU64RwCPD8fF2INM9plsL52ePvv3cfAPHkE1fnZkeUil/9tZ/y0+DD925BBBhjTNBqpb6zO1YVp99zWZaeOH7q6KgzGAyRALZRwBDPNOvtg0e7uzumJSqVapwovV5/r91mTH7+81948HDj/r2Ng4OhYVj1RmV978NSMYHC1lSKkJiesXW9AoRRdIq6ot366GapUplpNDRNae9vm5oy7B+uLr3Y7R+O3UMJgS/UglO6++hmkvtBPIYQYR3OTTcpS4Vgw3FftSSmUkrJc9qYLhuqMR73Rp4bR1mjXiWMZllCWd6oT4/6XSq5WbCkhMvLi4xlnheOhiMI0cLivKbhw6P9ycNtuVxNkyyOE4IMxzQ1xRoP/c3NrTjOL11aC6N+v7udZJV+vzMz06Q0K5ZKb71558b1w2JBOzrcX1mpcK5Wq9Wt/XuGYdRqpSB0w8jf32/TXKjEUBWjUKBnL5zcetTJMtTr9CEh1UqdaGqlUjp2fGltaXn/oPdw45Ft4SwfMRa2t4ecgov41FvX2hwGAiWlMkJAPry71+3lkFctGyKszC3WJ/ngXpsWHJUQwaWgjLFQAIBZymdmZqQIsjzpdfIoACopeG4Es5wmKZvEXYyzLMuSNE2SNIriIAjiOI6ZZJxN4EcQIYAAQB8/InMhkIQY44liFGPMpYAISMkB5FJyNxrHWSSknAyL+OQ7gElgO1nflwH0EemP3TsQHRKc+2M/T2GtukAzACTAEK4sH6M5KBbLjEnLKCRxLoWi4EKxUCU8J1AFnKjEFAjmknIsJAZSiAl+FCKE4UTkJYXgk6NKTg6wCXNfCgCglCCKEiHAx75YAOXECDE5vwFGUInjzPUjw7C5hEICzoEgAk0EZ0BMJvgAAjwBoSlKyRDFYqVQKDuOUygUCVF1XZUiB4DTPJFCTERfE24AAJAxDiEWQmCEc0rHeT7ptQAAJPyYRfWxMkAALCAGSCIgIQRAQgCgEJhgSDADAhIspOCcT8hQcRyHURRHYRCGo/FwNBplInK9MKOCsgxpPKOeEOlgcDgatnWdQ5xj0zANWKtWGsUTVy99lkYqFJixBACOMIGYI4QggB+Hxx9v4ECaZ4EfZJwJCP//gBZC+IOJ26RKiwBM06RSrpRLRYJQmqYSAEVRhJAQISEEEDBNRZaDsRsxKbuDI8pjhCUXAmHEqCqlkIBhLASgnGeu1x+O+kdHbSkFwNwNRkmYFqwCRoBAlKeZRvTW9OITj12OwgzRMpIC8Ny2dKIpu+19u1jhEi/OL0dhXJ8u7++3V9eO3bt3b2Vl5d69+4pCysVSwXYwhrZlTVUqw9F4v33wd9/53olTp1VVO3X69I1bH41Go2azGYZ+EkUQwvPnzxuaLrjY39srl4qSi9/93d/9uZ/7uTzPh6P+2vJSmkSNWuVv/vqvpGDD/sA2TAghMHEUJaORO/k9zJkAAECMisVioehwQZM43NnfNiz9U59+JcvSwWDAmdQVg6YsiZKf+vlfnJqq5VkuGMcICzExdQCElb/4y79YmJ/zPHc46l+9+jSl+Xg8KhaKqqoeHBxUKpVarSaEoJS++eabTz31lGmahUIBY/zVr3716tWrlFIhhKZpw+Hw7t27ruuOBsMXnn+h0WjcuHHDdd2ZVuvKM88xzt97/4Nma5ZxDiG49u6758+d3d3ZHPT7Dz+4pxtKs1kSPPyRz3zyp7/w47fu3v03/+9ve2lUmW4EccA4jcLoxIkTH330EUJwcXlpOB6OvWGWiSznZ642Z5sLR/ujol79V7/+r//bH/3psDuuzzQfbm4/dvly0S53Dnq1ei2Kou3dHYQxUZQ4TSCEQRRevHjRHXjvv//OufOntrc2L5y/cHjQf+qpJ/M8+u73vul6/TsP7+RZTLPMMgGC4OnLZz718nMatrYetT+4dvfiuauPX7q8tLxaLJYQxhgTAYQEUgABAMAEM5oUi+X/4//8v77y11//yc//LFRMJpULjz2ZU0E0gwkKoFAVIqX48h/+YXOm8fprrwEgr127duPGjVdffbU80wRSqghhCDqHR1mW5TSdfO61Wq0/CLOM8ezw9GnjzJnqP/mZnwdS+YmfePLVH7lqEIXnSOXzfm9oqvVxVDJKZ7pDH2SbZ5eEzgIe6lTLTcNKBfvyV/60w8bTy42CoxhAZGEMVDwIPJmqNJcKUsrlqSxJrn3wbpKmU7UyZZJxHovcse1mc1rXCBDc0lUIAAGoYNgEobHvWQV7d3+30ZrZ2mn3h36WAz9IMMG6qSoqrtpqmERMMAGJ68eU4SDMPC/ECrJsvVzUaOrpOpKAEoJtq+S6me8BRSlSCvKM+eMe4/lMc1oK6vtjzhmEkmWQZlgwaJioNVeKosi0bc55oVhkgvW6g8XlpSxPoyhOqYqBMFWUBIEQoFKtxlmkKvSZZ87Pz9WBjKQUhoY5zTAGURRQlimaighxfY8yTjRF1YBlK6qmOXY58lNv7Fs6xigvlXRvLAI/ylM5HsdxlHMJTp09N3T9d69dF5BYpt49jNIEp4nMcqpbhut7EBFFg04FKmp+8nhr7dhssQwhDjmPJBRZAjlzekfp9tZQUi30kjSjmqFUak6hROoNxzJ13w+HvXGWMj/k7b1+HPI8EQRpBaegG5rne2meLK+sPP7EFEaQsgxDDAGMowxBgyjmeJx1O6P799dLU40wCm3LYlnUPxydXm06ht3tDKOYJ5mgauA4pm2beU4hRERRdd0olqx6w7l3/9Yzz7zS7yfb2zt7e+35+YXDg6M4yQqF4vLyvGnqlNLr37/PJTMdcumJ0yP3CBGGMNR0KwrZe+8+euLSSYxgpzeoVOtCkNu3H/geLZfKjl3ceLAXx9lUqcCEFELoljbdnCKqSNJxdcqRgqmqurpaS9NhngPbrjAqKWXVasWyjCgOgzAyDdML6Z2bDxSkz86UOEgl1ra3x1mCspi1mrV+rz9BHmVZJmR27MQCgNHaiZZdIHke5Xmu604Ss+HI7/f9J5+4eu39G4zyYqmoamqapVE6Wpir16o6EAlE4MTJC7dub47HSeBGuqp9dON+uWI+9uR5qLLp6VIUjQ/3ttdWVkvlWpKDv/jLr1947IxtF6uVxvrm7nAwTtKM8XxlbVFIGieBoqtYIQhAghTJBct4vzfkTLhjX9dNjDFRqaoShRDTMCVHncNBmjDDMILQW1icQxwMB6Od3d7MTOnM2ZPXr9/SdDY3N0+I6rpRGEZIFH0/VlTL83yIYLnqzM5WXfdgZWWaiTTyGISoXKr1e24cUd9LtrfbpWKFMeGOvWJVffalJ9I0IQTneX54eFRwioP+CGMljtNms2U7xVKxfNQ+2Nra1gx96I6brWaeZQQCwBjlxv5hPwxG83PqybX51kwjTWmxMLV32O4P+2mW9g68s6cvhSENgtQq6IWisr378NiJtTTO2+1+oaBUK02nUOv0up3ugWnpgqK9nSMM2ZnT83PzVd+Hhwd9Qy/9wuf/N8I4744GrueNhq7v+1mWTZCfiqKqqooxTmg6ydYkABxICBCnbPIHV0gpuZBSMiYIIQAgLhgCQAghgYBQSg44A1ICjCGXQgiJf7ARkkAiiSASQAACVCwtU2nauuZABplWcKYb1RYCZrnUyLJMCAGw3Ni8vz7Y2Npel5C0WgtPPXnF0XEQJaGfNeutLBdAgUJwAcQERMq5hAIKDDAAk9L05CVcSikkhBCpEDPOIEQAQA5EnCcAoAnZS3AggAQCIgCBRBIJCDmEDCEOAWZcSAQA4AiiSVqJIFQ1NU1TyUVrfnF2drZVMzBWJECCQ1XVEUKCiTyTEEEkDQiYFAxBCODHgitN1QEAEySWCgimFEAIEBA/UCgACSCEXAohJQJ4cnYDACdoLCkBoxJKmVEGsUCACSGAlArCtmoWTAc1kKqqhBBCiBt1sarfvv3g97/8eykbRfkIQgEAtJwpVcmJyrzIyrJg0OsfqujyBTVNOQYCQq5gXpeMPwAAIABJREFUgSADGBKMgQT/KHFgjEuAIEIAI84ERAjjiaOLSyFVTCa+LgCAEFLVjEmtmbEcKgpRCaVMIiSAEFLkeRZHca8fRLGAiBRL5YxTiGDOKaUZxpjRXFUVjEWceP1+Z3PrQRT7CElFxYxRogJDwyWrnIepjLmiapVCdW52eX7u2PmzT3zzG98WLPvRz362vbf1zttvPnX5iReOnbl553bJriJk1Wt1ytzpmVaWsVq9iRWzVKnbtm2oKiaI03zkBV/5q69mGT154tQTTz01Ozv/9jvv1OoNzngYRlEUnz17NkmSvZ0dRVEIIf1RN0mi7tH+6dOnMZKbmw8/+cmXhn0bQuGOugf7mzRPekeHB+2DudnZRq2u6koexzzPiKIZpnPm3LkgSm7duQ2hvH33Tn2qnmTZE088vbH1cL/dXlpecD1PV/WSVc0S9sKzjzm23e92TNOSVFAJpJQAYkVVPd978ODB22+9CQD45V/5peFg8ODBfd/3DMPc3d1tNpuvv/4654IxWiqVLMu6f//+1NQUpTSO4+2NjZdeeikIAsMwKKWj0WhzfaM2NVWtVK9fv/75z3/+2nvXnn/uuc/+yGc7/X63279x46am6VLKKAoDb3TtnTdH/W6lXGpUpixHnWkUf+iHf/wnf+zVcsmenZ++defmf/qjP97c6dlFklEGJcjn8p/6n366UCj+py//Z9f3a43p0lwlSZK50jF33x3s0l/7v3/lt/7tv/vaV7+6tNiaG69Nz53uddL9ZHNlcSYKfE3Xy8WCF/hQIkNXs5SauvHtv33jE8++cGx1qTldSxPX88arK8udw0PdwKapJhl89pmzWZa4o+7ywszCfO2xC6e90fDo8KA36P70z/7oN772DsbWhYuPCynTOA6T2DRNRDAAUlUJhnCqWv32t7/7jW98vVhw5ubnDrrj/d32pSefRkAijDnnRFHSnJYK1s7Onjsefe5zP4YA7Bz13vn7t557/sVSE2MCKeVE1bgAG5ubURBcvHQxz1NC8MfAOqh8+2+/T/NTqyurmLCRP/gfb/w15tBQKz909Z/XZ2cyVoRMYzkbtG9cOF1knDnVNa3RQLod+L5j6L/0xSdhUen7PRVRnXEA+DiNFcdiESNQyVKWRMl3v/t3J5ZffLT+4HB3DCQkmhWlUyOWH2yOVQ0Cni7MTS/Nt1ZWlhLPzZK0ZBqNRnnY9+rlpjdivaNo0BkxCQEUSQyOn1hbXSxpmgYJ3j88erS5PXT9KHCrlRLCkChIcqqrmGCp61aSxlEYAKkAKCiLoiSbmqpZVpWyzLYJo3llaqoxXbFtezh0fTelOXJsDUJWoDqEMI5TRQP9w4HlWBiro2FfShDE0cm1ZXfUFwJ2OwPKMeWZqok33/ygXDIqFado27OthmOpUJW2XZIg54ImaayqqNaomo4lQBzGPpf84LCXhtDSq0Vraq5VPzjcOtjfDL2Y5lAhtjsa7+6146xw1B34iQaQtrXeRZIrimIXnbJqHB4dEhWpGsp5PLvQWj3Wqji2aWGMGVHUmMaUifEwFkxEEU+TREEEIRgEgQR2v9vLcmzZXDec2pSukmIUxPMr6vKKpigay4RCLEOrjMf0v//pP5imxanpBaFhqEDShHm6rmkmDIPhwO3pakUzcc6yWqlVdOji/MzB/hZmTNMUogDdUJgAbhCmVBYcghDK84Roap6mXFIvHJVrJ1ePnfjeP7y1tzuamWnt7YeqOlI1+9z5x6vV6v0Hd7iQvu8BjFmWj9280Wj0BvvVshMnqe8nB+3hbGs6immtXrEdvrW12+sHcSTm5+cGPRdCrdGseZ4fuamU0jBNFZM8T4slJwiTPIdzs81iwen29gbDo2euvtw5dN/423eazUptJjp9+vj1m7f290fHj8/a9rTnRRjIteW5nKP2US9N8yxV6rVpz3V3NnqWpVmmKhivNsqqgrkEe7s7qganm3XGwN0798vlBmPo/NknD9vjg/0BAGAwdGeaNcqycmGmvTXo74sTxxYere89vPN2+2AogbKzNdA1oGJULZVa08sPNj6Yn698+P6NxlT9y196+8qVxc3tHqMqzfhWd/foYGRYhdNnLty9ezfOo/Wt7ampkm6oYZLyGAomCEC6qmuKIYFiWU6WEoI1wzD1gqxVq2kahW4IBJJSs6xCr9ezLCsMWb+9b9s2AiLwc0O3NE2DUNbq08ORBxHxvESBytHRgWnbhqkLQXu9PuPdT778tK5LLtIh5u++836/f7vgWM88/XwHDxiT7f3D1dXVlZWFJA8so3jY7iIEKtWy4IIxOr/Q2t3dnWlWhYyvvb955akrhWIljO4ddvrNuZnRcIwxzOKoZDvDrsci1cBqqzEzP1+rVtBoFHM4tCzl5kdDRTVtq3Lz5u3xOD1zdglhuri8NtU4/Wh9Z+NRF4oCgnm1Itv7e8Oxu7K2jBHpHo3qtentzc1ub9Aftgksbm93ohD80y9I0h+M3r/+EeccIoSxQgwTfeznAgnjkjKI8cQsyidJmwBSSCkkFBJCKASftEU5h0JkQnCJAeccIDFpOXIOhZBcyklSCyWGEkgJMIQIIZpFuoEUYEyX1hpV2zYMU3WwVCyjkCY5hHaeYQI4JGyr/Wi3fXj/0fWR36nWq8nBKHy3W52qba/vThXqry39GE9zCaSAkjOGISZgcvUBKaUAEgIJMZp4yASYiLkklYBKMLm6QpqlOQUAQMyJ5EIIIidxMoIAEiw4kEykGYWIYA4AxHDy3wZIiSREANGUAy4IUUoFp9/pdA9jiDBCCgQIY4UQYmiqrhLbMgiBhqYSrE7UEvDj/JJN2GhCSoiAhiDjDEgABEcIS4iEEJMZG+cSQs4lFxJINPlZ0CR6BkJAwLlg4OOCB5RcQABZRgnBMWVcCIQgJhAA+MyVZ9+99r2/eeO/2hXsFJ0gSJkQUeBquhz13UIRqoQbukyigaqUkQSEEAT55OwWk4NJAgiRgEBKiQkQAnw83hKYUT4pHiCEOBf/uAybHLWMcUYZYwJhKQFMcool9IPQ9YIkiRhjWQYYJ5hAjTOAEeVcCIYJhkASNev299oHe8Nhl4tcVTHjia6otu2kaaKqmOUQUtEq1iut4nS1sby01phZGI7jxMuSiPnh0cgbDIajb33rO6fPXZi1iru77cVF7XD/6MqTV3muQARHY79YLueUlytThJBJtZdoRsYi2ylcvnK2Wq195zvfUzWjWCwNh8PZZmthfsE0zSTJpIRRFEkpv/71r822Wu5o0DnqnDl9st3eHfRXDg+3O4cHge+WSoXZZg3yZOPhHYwARuLM2RMC5llzenF+NqcySdntj250e4Oc5YPBUavZXDt+vFiqHPX2eoM2UOOVE81ao8hztP7gARL666/9OGeprmksyyD4eBfIBUcYvfPuu5SzxYWF2dnZ8XC0396/d++uH3hQiB/7ic8fO3Y8CMLr169/4Sd/MgzD5YXFKIpUTCI/iPzgqacusyw3NZ1zpmm6Nxo/8fjjrusGQbCwsFAplz/x4ovPP/9CEscEwkrJWVmYAzwfj0cf3fhwPOg3pkqQZafXzv/av/9fuUgbsw7R+LD/6N6jNqP0R16/+vjVExKpKU2yLKU5AxKfO/OY5Chwu3fuPOj0eibCGeXrH96Zm1/74s//8nf+7rsbO3d/6Vc/12iUukdesVT68NrW8eMn8zTmgud5Uq9X4zjK84wQRXBKCF5cmLt37wFE1Pc9IIGh61macS6EzB89fPTc84/PL02xjCoEEwA0BRzt+YZm8lxdXFg5ODj49Gc+9dwzPyykwAiGSZgkye07d1VVr9WngshnLBsc9f/7X3zl/NmLM7OLGxtbO+1OkDAmGRUizwQmOE8zU9OABApGuqYjACZFHYUQKKRCMJASImRqahyGB3t7lVJRI8g2CmkU6Kr6la9845UXLu9uBb/5/p9+7nOvX756YWPrzT/5k9+PPdmozs2bh09/+hPtg5hrRRYMi7pvEoJAWarzASA8N5FmeymlGGZjgdFsQVX7R/uWbQPBfB9YgKY5s3Snd7hzfPVqpVq4ctkdjYYQK0JIRdeGo8HY7XGR+t6gVDIAFO3DroqgbToYM2/MaELW7x8N3NR3RZ4pXpgAKEqlQhrrvQ7N8siwzNGI00hF1LAVUTbKCME0jXWkOpZDaSJTrgFbSsy5NAh0/YjmWRwSQ2MZTVkOEMI0B6NBFIU5UZSl1UVNs0xd871REIREUYSQ29u7qm6YpnV4dGSYzu7ufr0xOxyOQi9wB2NFNVTVHvcjU6JYB3QYuOM0TXYJult01OWlqRMnF4olg6gQYlEyCrpJIMoBUgUvhBEn2Ggf7Pa7uwSS+blmFHi9owBCJJioVnTGoapbnaNBkog4BFGSJiGen288cXXNsFin16NIl5JQltWLxsUnVkyTZIkvsZlRnqQsjpDkep4CIbQ0SSBSMCaKggyj4NhVVQc8d71xIjmzLcPU7fritIRgKIemYYVBKpiaxDBwGaeY5fr6w25nMLIs9fTp5YLjMMYJRkHkbm4drS4XVdU6duwkz3LGU87zLI1OHF/BknWPDn0/BFBTNaQo8PjaUn263O0dZnk89jzK0kat0h905ufnSmUTQECIeO31y9Vq48MPbt786KaqQssyhUwZp4uLy1tb66aG+/3BTLPler3qVG1jY288iiI/OHnG8nyfC37u/IU333rPsHTLKSiKOeyPW60W5QzEoFAsDccj13VnWitJHFw4d7rX23Nsrdvdtx19deVYHGXb2+3hABTK9EKrtbm1s78/gtCw7Uaaskq5oWIyGrq6jWZmplWNDXoxJoCyvGhr1Wph7PqEIH/sIpSsHp9O8mhqqoSB1h96GGu3bu5M1UsH++8QYkgpVtdWIZLbO5vlStGxzSwi7rD/6ME2RurWRpsKJU2zStksFUzBwfbm4Xe/8+7aqeq771yPIiLL+uOPtQqFaQACTSXDvndw0Ck41U5368wFnufSNEtBNHaKZaxISTAXAEggc64QLUtyQ7X6nUG3OywWKzyHgpAuG3pjl0Bk6g7NgBd7QGJdNyecH00z6/Vapzu+du2GaSlPP/3sUbcXhamqmJxLxoJy2Vo7uSpk7vtDTMyTp5aiaFQo1NIMRUHSai3s7T6keXLz5k0AIMHkscdPYIIw5o1CfXvjoWT0sOe29zqWpVq6Hgd+0TF3dzYLBbvVmmEsH/YHGKNz585ihbTb7WKlgp0yyzKaBgvTK/Nz58sVpkqex4FjkSBKdrf3jq8eT2JE1MHlKyc//PBekng7e1677QHIOWcvvPCCFwR55ENAojAdDsdplk5NNerV2UFnk2V6lqqzs8XxOJibmymXnULRIgACgDFCRELAAZBcTJrJQkxMCwJjCLj4wWwdCCAQQBJKzjgQEpPJQggJIbmkUkokgRQcCCGQkBJKgSjjkyiXqEQygDEmCEKIIICmpmAAZI4UbCw1z0maAyEMlTAa6Sroje5rNoniuDcc3LhznRjIrsJic+7u/fV6Y/buo+0mHJfnqghCj48gViQTGGEAOQAQA4wgEghM8k0hgYIIAEByIYCkjFPGOM8YYxO2bprmP6CS5RBiCKGGNAQgABwCgTHFAKZ5mIlEVVUAgKKqhCMIAAYYIgwAyLJc101KKcspRohDDUCINF0KmeUsYzSMfJrHGEopqK7quqJpmmZZlmFqqkoURVEUjDAEECCETIpTyYQQCEKMkZCSA4kh5EhCKTGGUgoJPsYNCIkJhFICIQAhCANIGccYQQg5FxIITdOEEIxRjLGiKFhyIPDhfvtTL3/y2kd/E+SdsRcwRijlaeYpKbMNdWluamVlbrqyxtjQNGzOkISATwqyQEIgEIIQYAAAk4JznuaZFwae73MhISL/eM4ihPAP2gcIIQAAg5IzwZnI0pwJmabpYaefMxanORcCQI4QyBnmHCBILSGpEJPqRU6zXq+3s3tTShFGvhB8plkfDgcAUiFhksRZloVepkJ4fGHt9OKxmfLUsaW1hcVV0yr/zTe/92f/9c+KlYZps82tOyyVi0uLd+/cO3byeMGx+702zammMQa0IAh//Td+41d/9V8uLq0IgJOMGaY2qWVzAIiq5IwBhDBRfD84efIkhJhzpmlqGIaaob3//vsqJmmafvTRR43GFIDgtddfHfR6jekaF9nO9gPbtmr10qDX1YjIafTEkxdmm63HLl4cDcdZ6pcqU2nKZueXfuu3f2d3ayOIU6Kgs+fPPfficw/XNx9t3FnfulufdmoNM0p6cZqv392+/d7ur/yzf0YUkCW5qRtIJ0mSAIgVRU2zPAjDd95559nnnv2J1147PDz4jd/49cXFBcryxcXFV199dW52Ic/p/v7+zvbetWvXTNOs1+vr6+vHjx9fW1szDGOy/XIchwua5/krr7yCMdY0LctyIOTe7t5rr70+GAyzLPnww2srq8c+8dzTnV6vVirUiubW+v3P/tCni47x6mc+oxthzvlB/843v/2XUTxYWZy7dfOj1ZXjf/bn3yyWS1euXixXdF23i1al37tmmqVf+eLrCnG4RF//m29alj1TPtZaXPjKN//6W9/985c/c1kpwoPBwfT08u5mW8UoT0I38VTNgBBGcZQmcZwmhmmpilKtVvM83+63Hz66/fTVJ9IkUogShnHRKfpB/1OvvPLg0Y2vf+2rzzz9bNEsmZpVLhQxqty8/cDU8Qc33rl06dIXPv9SmuWM5QiBQtGuT0/PLywjpBAFU5ZRmv0v//MvBGG8tXn4/IufaS6s+ElCJQFQEAKJpiVhbKi6FAww/Mtf/KLglGYJBODyE5eW5uZnZ2aAlAqCECDB+XxzZvnzny865tbWxmg8XF5dfuN733XH22Nv6c7tuxjBb33jg/v32uvb7967wyu2Nlc5Vysvf/vND6eWztWmpvv9zYUZDfGwNn2RoVqKE0JIluUMA6CqEnJNMfpH/cDjqqrFDGYYEyFUxRqN4mp5tlqZ0XVlZgZQRomqSoGE7LaP9P02YyKDc0UmKEaQMyYZj5lQJRYp1fWpwdiNQhhGsNMJ45QKgPzQffjozZJFMMYY45WVlThWIz/mTKMaadSmDEddXGrVpwtZlozG/TzPur3h9qgtJWpNt1zfrVTKnB9lMXOHLoaWrlv+KMvycZrHSXJPQOBYynS9rmjEcZzZ2eZUfSYMkpxyIUGWZZqmAQkIUbM0LxSKmOijsY+wShRNVUieB5jojmOpCrAtMBx521u7M81ypWbrpgIRpyklkLgea3eiR4+O/JBqutPtBlKIkUdpmgtmZFlQLjtKkgSRm2Seo+HhYDwYcMq1LEsh2XvOXlCtYFrDGS9Xyq0w9g0HIpwlaUL0lCEQexmUKoFlymC3swchQshQVOqOA1Mraao9HsXNVg1ijiXOE/pgd5tnzHHKhl4UHHIW3L2zMR6xOAGW6dhWOYooxCDrqHLKeff7m9Wa8swz58tVJwylqoZxxNIcSKl6/k5jptHrbJgWRIg5hpk6pcBlrkcJcVqtYqsxW63alYoDkDg4OOj1B16QSABvje9RJkqlqenGbKfT39o82N05SBJBCDx79qyhGZYB+weh5yXNVqFSnTrqbHtuUChV2+2jNIHlanVubrE/3CUE3713h0voWJYQXFHV+kw9yRLHsb0D33NdBEBO2f37900bXHr82GOXXr5160NVRapKspSpFY0o8PmXjuuGsrm9wShfWVmdmV70vWg4OAIA2Jad5xHO4bA/GAxzKA3GVE0nxaKaxDECcDRMLAc0Z+1qpXTn3m65bCdxqCp2Anm1alYqlcPDjhBQ0eTm5sP5hfl6vVGplM6caX59+/bcvNNqzvheysEU5XhldS2K/HLJvndnPYj5yD3a3Q9PnDh2dLhfKjUD/0DXTaeoSwgFhdP12aWl4xsb/6O9243TZH6llWWMMimRVFTVVAnkgKWUZ9QdDgzNkpxZumbpGiE4jeLuoWvqKiI6zfMo9AEHCEOFQAi4bRc8LzANUyUkDIPp6aW9vQMvCA8OjlTFtK2iSmAQBo26Q3ToebBSdYaj7uxMczAYRWG0vT1UiHLq5FwUxYuLi5znfjDuDXajODx37qRlA4jMe/ceJLHv+yC2IULCNA1N0xbnF4mCM6Hff3CnUqrMzs42m83GTNPzQgXpYeArSPnMJz/1999+PzTxF370J466tzvDm0QVJctpNhoffvgo8PnaKXthseFHg8WF1fv3d9IEv/PubU1Vbt9+xGUqkhSRcRwzCJRh34sicbDr97suQjBL042NHsbKmTOnDw4O4jgmQkrKBAA/kIfCCRoJTsqhAACepxNWvgRAcI4QxAgLwYAUEoCcYSkFgnzyBg0ABgIxIYkKOc8JFhAwIDJEkAAQSiIEQoBICAGSEkkKBJcYIyvMvEN3K896hDDPHeVZNhoNiJGMo0NVKbhu2g0GcTexC4UwSDDRh4NUUWxvkMnMLVi8M+40KrNQKAQTCDmQUgIBMcYIMUYn/WBIEWcsTTMhQJpleZYzoQrBpZQAQC4Y+DjsREJkGGGGMynlBDEAAVBUzU9jLqRl20ICVUgkGMEqRgRDhABUdJLmPgZKFI103RQQSCEgo1JMGK6QKEjBBsYSSA0IyTjPozBOEsapAIIoRFNVhDGEAGIMKCMYFwtFQgj82PsFAJiwBpAEQECAJUQQASkhhBhCzoSUHAE8GWMBwAGAmCCICMAIQIggCKN4fHjkp3GWZFHoK1pSr9bDvQNVAZUKd2xzeel4tVJAMC+XFShyLBiUESKcCcgBgpBAiIRIIIRCSkrTOE6iJE6zPEqiJMsghAJiKfFEEyeE5Jxpqja5ZSdfTBGLolgC5EaJlDKntD8cGqYtAIIYUy5pzhDQhdRYhrKMAsbG7n7oD0aD/nA48HhYLmnlspLE+bDXE1I39LKu6gSzeqVaNZ2V5tLi7OLq/JqlGRji4Sj0QpHl9O233p6qzTz/qWf/6EtfOn3izKdffvFr3/jGE5cvXbr0+BtvvNE77GYJNWwrSuKZ5kye55hgIjCQUjAJJAcAGJrpeuMoDvzAvXjxXJ7zJE5ozinLkyQ+PNi/8uzTw36v6Di+O3rxhWebM/UHo97Rwd6g13v9s69iLIgih4OeYZjt/XapVFxYXOQ8a9TL1Rnj9MU5FRcRJqOxJyX+p7/0C73eOM2oqmvN1kyzOfMf/uPv8Bz98i/+dHO+1pprhEHY64yfu/gS+Rk7z8CHH74vIdQ1pdft1qZqCKmUAQ6gbpq//MUvrqwupWHyxrfe6PWHAOGnn7ny+KXHK+VS4Pmarleq5X/ycz+DBQBA5pRCCPv9vmmafhhAABVFyWhGObd0neUJByCLIypAnGZ2uTLyRpat3r37qNfvnzpzrjJVPeodckmr1aqlPx5F+fLy3Pr2vVLD7/QPbt6//vbNd/0wvHb7dn2qsGqyT7/2OGcCKgOGSJgpQeKpZDo7SL/z5sNGraYoRCKlVp+HsPr//KvfPnfpzBd+/Ofsglos2rnGPrh2a6axcvXKies3b6im8uTly3/yx/9t2O29/NLLndGw3e855dLYC0LPLxXsK5evBH68tLi2vr7JKPD88ebmg0uXziSxqJaWrj756R/6zA9HflCwzG6nMxqGFy+ef+mTPzrdnMlyQVkOAJSAcA7CIJ50lKXEjuP83u/9l3sP7xhW6YUXXzo4PEpl3pxfTKNcIzWWZQgwoiCMEAAIQB5Fvq4SggACsGhbYIoVLSsXHEiIhcSEZVnkusHhYb6+8ahULPzhH7yxs7tdbtQfPLwtCVhYXOCMvf3998pVY2VpWdWKu4Ph//6v/83xx8+8oFd2Ht4rEO/k8WlLL+jlVpqpSKQZ5QgrkkiIoKCUAt4ZdhpTNaBASzU0ABSJEELFkiYFh1hMvCK6QgAAgCCnOP8Pb72/euyUU7AAFFmWAiCRgIILSjmBAgEhIYriNMtZGGd+kMRJllNhmCbGCpI8zZIszRWiQQAZi2/ceGs0PmBxljPEYoSpVVKNUsNSNDg37QEptvYPvP7I0u1T86cU3OgX3PWNg/4gYhFFBGc5i2IWZ4Ay4A/Y4e7BVMPOaPvaBw9LVbNcdDjnGErHUi2tChA0DVwq2YEbSJoqSJQdY7pRPH1m2dAgzQGAVNdRpaRLkeoaZixPE0pZjhXhOGYag/fe2djdy4aeSDJWa9qN1lqWJpJBiZhRMP1OHCaRqnEOGBNwqt44furC2Iu8IAri4cXHl4s1hAgRQXzmfCtNxIxapTzNoqhULHFCB70hlipNKOSC52rsAUop0ZDkuuS833GTNNcMTdFgRuVo7Bkmmqo0BBcYoiAM04QP+2ESMyCApQNCUttBhhFzIWlu+sNRkia9DlDI9RdevJyl1DSKw1EQhVmn0ytaBpBSVwmEHEK5t9fudwJGCYJalsCH98edo5uKBgtF3bAJFzkTcq61oBm4P+xJqK9vHm5udzcf+efPr54//8Rbb31ACDk6GpiWYRh6SHOnUtAt3Y8CP4ksx95+uFXRp6oLitTsIAlVYnZ7g9nWPOcdxvIsC0y94HkBo0BQoWI1imKiAIxBteScOD2fpskH719vt/c4F6vHWkLyXrcnOG40Z7e3twbjAcLKieOt9v5BmjKiokqpVC2W0khJ8wRKvWBbWcYhpJqKUoXatlIqFTAWlKcnTs4XivaxY8cwUUZj9+igN9NsXnjhwvb+zlphqVKu3/rozmg8nm46rh8jBe/sPpqq2WPPQxAHQXjnrvf0s6tJ0t3b2xsOzWMnV6CanDyzVKlWdrYP3XEYevfTmAJhAC5PnFraXh9omvH29z9QFdUbeytrK4IyDIicSJE4hRwmYaIgRUO6oRuB56dpCACgNGOUQU2wjGfy/+PpvYItO+8rvy/ufHK6Ofa93X07AB2ABghQTBApgYACKI9EyfJQJWvK1oxk0w8u2xq5pImu8dhQ6/lFAAAgAElEQVRTrvGDaqpYZYqcGc9II4kSRdIkQBAECDRiNzr37ZvvCffksPMX/XCas6vOy378atfZa///a/0W11iHfqSVzBfymVw2ZUkSpxDDhKfEoJZtbJ3fgAh0er04ZoVcud3oBX68fmb2ytZytqAMak3GqT9JV5aWLJrt9HoAgY2z8wQbzXrbcowbN3fm57O+P56pFWdny1IwfzLhQi0tLc7N8zRl09pUx/EGw7HvR0DDKIFKgqPjk5Qz6jmN/kkqExACE9qWsjyzdOnJa6ahl1dOJ+JkFLup0OE4OTlpr2/UOJfLazMQCzcD7Qwvz5Cjw/6zz53pduOdR3WMqWYcYSkhKJRKrmFHEetPBggiBaQ/TgmBlVrp4KDZ601yOZcopYXgEIKfZtehnjo7p0PZ6d5eSak0QlBrreTjH4BASqGUBYHiiiMIKKJaKwU0RkDyRICgP2g/3H5ADIQIrs0sus6cFBhqoIHmUiAlGAqAMpAiUvk/+vB1Jzt0XJgm6WgYca4oB9SkQRL6CZjEstf1CxL6QWjbbr8XztRK7YPe2BlqLOr11mee/bnL55+SaahkpCCIUxlGjDEhhIiTOEpjrYHWGipACBWcY0SYeowPgOinzFqtEYBQAQgwA3iKiIIAag05UAzIkR9whIQCMEoQ5BAQCJBJqEUJwVAJQSBt9zvLi6taCgCAECnUYAoD0EBDoJXUGEH8eB0vMcZCSaghBEQqCCA0Lct1Xc+xTNNmjMVRZGIKIEBAgalLgeIpWRcjCACQ6jFWC0GNIMIQYQSwTZXSKRdRHE78oDccTXw/YYwLgTCWBGJEIAaIGuunzm6cqyyumo4nJYtlzCWTmFqeqxXTIo45GwMdIuwgjDEiaZKOknCK0E+SVD2mzAKIESIYTBU2kAAAoaTWGiKQ8vinaFwIAEhknKRMRQpjIpWGCCsEsUklY0IIpaVWUqgYQgWgGvqDznD341tvCRHZloUcRLShsU5ZQgChpLi19dnLlz9HsJ0G/d7J7lMX1jeXFrSCw+EkZaRQLGYrlm27TyP7D/6hCQG5cfvmV37z7xqE7O3tnTm7dni0e+r06XK5sra6BjEiFGWz3hc+/7OFYk5LhoGCGGCoAEBaKYPSydjv9/q1anU4nkRBalDr1sd3nrh47vrbbzquKdPoyYtn60eH/U4TAb7/6IFFoD/q2yZtNRuWY+YKuaPjxoXz54uVipD6pNu3bHTj1et/+wP/1MbS5WtPZjIZAGC5PFOYB+XFCoJmsVixbfPh9v2vfvV3atXZVEYH9V3JRaFc+fyzv/S1r/07YIHnf+az73/0kQYIa/WjH76xupx4mdzG6XP90cQ07Pm5+Uf3H/RPeg8ePrx0+dIzzz5TyBdEknabLdu0/Ci0CE6igEJj+pxubGzu7u4aloUR0lr99V/+5UsvvRQmXAhNANjdeXT27BZX0PayEEKlZcri2fnZjXPn00QkTC2trD64f4dpTUhmHOlvffdVLntPPKOwid67c0Nbdq8VBH4Crdzdvf2FmTwGyvE8CRW18nHgtVswmqD7D4YYdi5feaLfHmw/+njC7m5eelph0qjXsxnYqg9zudza2mU/ig7bR4/2Hy0uLT7c3blz9470o0G7+/kXv3B7f/cHP3y9ki3kDDtfzpQrlU6nm6a5bKZ4cHRwfHzcHwwGwzgKiWNVXv/hOwf7zcW5ar1+GPh+IZ9fWT/jOC58bJSXSiOoCRMaE6WVNE1TSfZP/vEfv/vu+1/+yperlYX9vfpffes//eE//p9Gw9ZwjGyrBgGOfJ8aVIgUQWVnMn/yr/+vTM77l//iXwjGf/zGj/7tn37jf/5f/tezV68ApZTi5WKl22mEMWCKb13cev3V14QQFy9ewab11ttvWK7r5vPj7iCTyedzVY2BgCrhaXbBevZTT370wXdazbuKT1r9Z/+LX/ivZcAG3WOMVaIRQAhArCGgBul2BobrKotESiimDcOSU9Y4BgBrjADXAkOggQJAG9RotoM4JbOzmxhDqBXMgOm/GQTwp5EEPU3WaqW1hlJqKRVGFCGECdVAA6AwglpjjEA2j//ka82D+nB2viIFItTnhHAuCcAJQ0qbplU8aT1ACtXWl2byC9XK7MUz9iu/mJdKpTyN4iBMkuNG6/i41ev5c7NLXibz5ttvAmwSCwZR1O20splMxs0Jxicj3zSzFEDXqSQxGfZ7qyvVa9e2CI0KeQYRS5mBsbYsLfUYACWkqRQg2tKSSZAmkWy3wp1HvUlgCeWUSvNA8f3dOsHEJA7UZqd+5Hm0lM9ZBhj3A62yu7vDe9udmMcKxeefmNfEb7XjbM42rAyhGrIwEQFBhmNacRiJWCBpUGRIIYbdYTDRUJBgGAIksEkxME0De5mM7VE/GngZY37+VBSM42him1QJXpqxSvliIVc0DTOJEpamxWKhVqvGaRTHERdUSRyFnBgIoARTPRzioQFDP3Vds1rJpZFiqZhZrnbbRwiiC09ujodhszFoNMdJP2acdfojiMFxU2ez5uLyXKlSJsSYjEeTsU9N2GlPTp1auvhkdmVp5sGD7ZkZb2trK2Fpq3XC/ehkFBY9xzJwmkSO40wmozRKnzx/7rjTLywtHuwdt4861DDLRTPjOt1eZ7ZWaTV748Ekn6uM4xRjkPGsJI3iUA1RGExGjjXf67aPj0OMwdktN2vRdituN0Yfvf9aLm+5WXNmrhxGIcIKIkEpZjwMIq2EHI2jyYRlcgXbwYozz8nMzVeOjnetrFxbn63WCo+290mEgij2J13LNs+cOW2YZrffWl6ZYxwOusHMTGVurtTrt4NIhvEIzWXG46SYn9vZqW+dXbmwhf2Rv7SarVbKEz/uDbqLy2XX05wFcRBtrm8GwajbHo0Gca83TuKb7TZiPM5kvIvnt7iQJkVBxJfmF+IwBIgrJTTT/igkkBiYjgZ+u902DadQKOdz5ShMEhZ7TlYKoTXQWsZpnNGZMIyDIMSEui5VGpjUNHO03xtQk7Tabc/N2LaDIFyanVvfWPDDvULZDANBEDnYPeyeTJLIOG42P/HJrTjujEdBKV8tkHx/MBoOg/n5ueWlar/fFizVigdhcnR0cvnquVKZspTt7x8msaxU5woFkM3mf/LjD8ejwPYy5y9eaHUbtmd6uUzcDZ6/8lzJrO3vNpeqM1wHf/u9v3JLgVfN4tjmI5kpjgnhV86fKldn333/XULIUf3AdNxnn39iOEjLNdYf9P1xQhzoOCakWKowDFLPLRTyhTRMNXeVYAjoTncUJ/HT105rKIkCimuBIAIQSCW10miaN//pBQWchp+m4XUppdYaYwwh1BxQoiGESgOtJdQAQkIJ4TKhhgzGo8Oju0HURimwHO/gMJhjfGZmLQwCraBBMVcs0j4BNoYm0ExqOfHHw8nYpIbtWgXLQRhtbp5/640b7Vafp0BreHx0ooCSckxJduSPomCiAE54HEfiO9/765xnysQX0mepEsLQgIRhNAn8UrliW44CGgHCuVBQQwSFEhCBn84ONcYYAKCEBFojgjTgSllaa6ihBkBDKERq2oYcpgmPlIJcCowhQQbQKE3TEEGKAEZYpgGXaHZhhTGGMYYaYIwhAEJIggChRGulNdAQMMaSJKGUEtNwXbdUKmVyWdM0CSGEYCnAtEuLGrZQGqjp+SMANUIIAw21UkpNNbFlWQpopcTj1lwAesNBo9ns9QZcCoAgoVQK5dgmAKbUWksphNQQKACdQo5j3yo7GgZMCtNzliuL7U6b2lxjIhgwLEQMSaAcDgejwWgyDk9YTAiRUk8ryYCCEGCpNCWUC0kw1IpNe7wAAGnKpz4NAPSUaoyIBJJxiQG2JICc8ZTzOImZFEIwA0MTa2AwBaKj1t5Rcy+IhtCRGSc/mQRaAZOUeu2uCNnG8uZs7Wwa2N/7m+tnNy70Oyetemcus1z1+GAwnqnNr64uKyjrjePXX38rny9VKrW5ufmv/4dvnDq1XiwX/+zP/2OpWj21tXl0tPvg4c0zp0+PxicVe95zzBc++ynfDwWXWojpy3vqx9YSrixvIogwpEmUbm9vP3nxyV73BOGza+uLZ86uB+P2oFPf2b575sxpz7aJYx0e7DOWUkotyxqNJ4bjVWbmUykz2XwQJc3G8dPXrlz7xKfjZOj7g9v33huPx73e8PLla0Abw0HSH4QLC0uciTt3b1/YuvLii7+MKTjpjCaTCeDtK5d+Jl8o/eEf/dN/lC0ggv1xXMrnLpx/4t9/85uf+uxnPvHJ54MkZDz65jf/rWvaSTKqNw65kvsHuyahSAmHUoNSiBA1LIgQB8jLZhBCmUxGCDEJg2KxeP/+/Xq93u/3xxEvlytJzCaMRMrAACgBWBqblpFoKLUxHkUEG1wKDcDSyka3O0oC2Wq0VteXhHINu95s1aUU+/vNbhs4jrG700M6Ob12xsIGEynChj+Cw562jWy5WP7MJ1daraZITdPKpyk3XaMz7nbb7T//xjd+4VdeqVVrvWF/7dT6fv2wWK5ce/pqsVi8/eDeZ1/47KnFpYX5hf64v7q6+NLPff7b/+Ev80sr5584/+jRoyk4udk6OWn1klgkkfzhaz8ZjUaJP5ipVS3rhSQcAyDTJOkPuvV6fXPzNOfcMA2MLQIQwQSaEEINtc7msl/72tfeeecnhmFuP7q/uLB8eLT3xZdePL15+utf/39n585CDRAAFBEgZBRHxUJOcgaUSOIIAgAhEIIDKZWWEmhKiAJgOAn2Do5u3LqZK+Sefebpdrt3YevcF19++Y/+0R9zzi5cfHLQ6w9HE38YDgaT2vwssU1MjLll9Ob1PzMxrs05D+/vv/mTH3vW4tap55v1EeeppCqOEgWwlAAiFMRRuVyYjAZCKIqpaVoACAghRBoAjTHECBCCEAYQQssyG41+pVZzvMzUkgaVgv95+KHBVNsqpaWUSqupM0pBoIFCACjFlQQAcq2l0JoQaGIzgmOjAGle8TgNZZj4g3iSYG0Y2LWcXL5WzpZKpWx5+dTm0A9jLY8O75mGXSjmTp8+lc/VFhe8i1uXDWonkajXDw+Pds+uVg2HCskFkAnjtuMFIWu22gJIHrfjdLS6stlqRd1+uLJCb958FMbdStEuljLUcorFXBzJlAUUwlzWNA0TUdOxcnE6CsY861bPbGx8eHNvMOzkck4QTJTi1KbBYKQEEtHEcIt+b3Q0GkYxo0Y2lQnTChnIyuRMs5ImsFiaxURBIFPGNDCE4MjA1DBMbDAWW7ZMo9SiphYBAghpZVESJYnWvFCoHg3rcQoVcDXkFGOMzHKpGllWEvmWbREj4ipSwMIUelloUheAVMOBZUlMmMZjoHGNulKi4TAajaMkHqepb1AnSWWj3i0Vc65nacBNC0VsRKzy/GpmdbOqFEgTIZQaTwKpdBwxQi3b9vwg6rT7EiDbrBFqzpTyDrUuXzizs7NjYBhpORr31tbWchnv6OgojlraQnOlxSy1slk3CgKFAFe62Wz0ozAMlGW6ccKOj5phFDhuBgL4zLWr77/3URIlBAliY60hE8rLgtn5bKPR2NxabzZOlpYqy0trg353Mh72OsnRUWw7sFwunTq9NBx3x+OeELp90p2dW866tmO7KUxM28ARC+NIcJ5GiSwVRmOQ8UpJOhlNoqPGIUb46LjheQWIkOPaUvKjo5ZCzI98yyog6MzWVnr9lmB0fXVrZ++kUiv3+6MkjbwMdd1MFCVJkmBoHR3W1zaWT22sPXhw07KUP0nSBHz3b39SKjujYTTsgSeeXMvm8c7u/qc+fSkMg53dB2fOntNQnpw0AZGVmeLe4Y7nmkgLABhLWSJ0mqS5bKFUqlFiDfpjSiwISTj2bdtwHVvwlCBdyhd6g7Fje5xJfzieKVSRRsf147VTqzzllBgAKKW5VNHPv/ylSdI/OPzYtgJ/yPL5ghRgeXmDpYZhuYOeX6mWOYObZ7ZMYrmOlybcsa0w8u/cvf/889ey+ez+weHCQqVUnLl/b/e9d28XCtlslmYz9PD4IJcLeu3OU1efmVtYsj2v0agHg1AyNl+cS6LIyqG8Dddm3Fy1/Nr1b40P6wsb1ZP2yHNqxXLNdXkul2m2eo+2D4qlwnOfvNbvDQ4Od+vN7sXzTxETXbyy+v717UK5jDEKQ59iSKAAPLIN0up3HJO22nFl3jFN1Gw1EUIEaD2ta/ophEoppfVjCQsggFBiNJ3Wgsd3MMYIQaU1JUQrgfG0kwFCDAAQCqQIp1on9cajXA73+pM45sNJh1IPIcwEr1WXBVOJ0BACgDTjzCAYQk1Najv5ME6XFmchAtmMU6nOpzFOE6aUnp9fBrrturl68xhharlmu1NHWph2dmVlZTAYF8vZKOki4AsdakIxzk4mUf2kce/e/Uql6mZynpeZn1+wqCXkYxgCAhjqqdDSAGgpBQB6ykNXUkkpIIRyah9GUGtAKNVQMB4rCJVWWhMupBIAaUAQgkBTjAXTYjxKBJtiALQGCAAFoVZKKKWk0EoSgm3LyRayc56XzWYNw7AsCyGIEJRSK6G4lEwo06IQoTRlpmlq+PjwtdbTxoZpURYhCGEMIGJJMvEnQRhOUzup4BoASg3TtoWUGgIINUFESEEggoqZxGBaKykc231w1GiPTjCJPNu1UL5e94lDRafnUKlSg0ASQzwKksAPGZMs4QKZnAOTWlpDKTGCRCkANWapVFIqDABUEMJkCqmAiHGOMX0MhUBIQ6UADNPUglQKqCHiSk+i0LQMRFCYRJPJcBS0uv2jsd+1bINSk6ckHDDNCKX02qWXN1ZXi16BAHrr5v3vfue1XLZsAL63/VCk8V9/+/hgb+XXv/yblBhvvPX2ZDJcXllcWl753g++XynPLCyvrK6uR3ES+HE2U+h1+8f7x+WZyngwIhCHvj83TyTnACIp+OOGEamABmp67ggprg3TDIPItqzRoKcBv/rURYjScsXd37sbjUPPyywtzBCkGU9Ho6FUWimQMsEYg9hMuEbEGk2C3Z1HGGPJ+bf+5ntpGi4uzVy5fHFj81K/3++23v2rv3j3N3/z7+Uz7sqSSYglgV5afo6x+NFunclYaAY1QhJ957uv2k7my1/+jUarlc3luu2e3+vf/PDG0uLCytL8nVsfOJnMxzc+joPoo+vvmY544olz+WLx0c5OMBoTQEr5nD8aSwWhxlGcLJ05Qwhpt9u7eweNRuOzn/vc7Vt3p4ULS4srH92+d+Pje2+9+9GlK9fab90gQBqKAa2I4wFiaS0IAghSSik1NKFwNPAJNKuzS3bGPDw6zA59AEgSyyQC8/MztuVQLAoFU0oVpIFQZjoxggkyYBnqbBozjlAuOyMByNq5KA5Mx9FaQSH/7u/89vzcvEkNhJBi/NTKKoCIYsJYurS0MOx1T07qo2HvwtWrw/GoVi3/4ssvLxSre53jJE0r1YofhB/fumUZThgk2UzBsi0AsDB0uVxYWZr/1M88tzA/LwVTWimpAdC2bTEmqGFCALSWBGEpZSabefONH33729+enZvb29//0hc/Ryj81V97ZWNjY9gbXnv6WSFsxVOAkAICY5DPulowDvhnXvgsBDoKQ4TQ0tLSs899olgqKAjCJDYxCaKoUpu9+rRhmkbgR1/96v+wMDPreu7cbNXLmINeLwmjk4NDiE0pZL6Us7JGsVxwM5Od1iFP0plaOV/KRmPx2puv1mZPeRW3Xu/tPtw7deoM0IggG0IMMA7DBBJTyVQAqBgHkAENlJZScowRUBJjqIFWSlBKT1o9Qsmbb745BTaaBjUIRVOUoIYSAPVTr/x0ZgsR0kohhCFEEEKMNEIAEQQ0xpSydrKzd7J39NCyDQgNYlkaSaSkaxlaC2rSXL6MbX7c3Tk63tUSQmpJoRzTcR373v2jYt4DklfKJQyIZ2dcx12qrS/PrmQLzmjSi3k0jvw7Dx4A14BIIKyESqlJEEm8HKjOePe2H1GMBeN7BLiOgUyAINBKeQ6GClBCTULzOadSy2RzTqnsZrLJ5plFyzObJ/0wDH2/BzWM/WCmMpfN5ESSV1oMBl0IzFzW6w6CSSSwhTEESBof3Li1tOBdvvKEZ1oApnEcAQicTFYIOQlCxwFEQYyphIpLqYTUQgqGgFIsSRRCSA+zmdx44gd+MvaHGFfaJ51c1oCac5ZmXBtgmsvkTdPyJxODIKCIEDFCkW1RIblNLamUSEIuaL8d1OvDyEcbq1u3bh+0GyMM8pZpDQZjzkPbxo1Gd3Gxli+6gd/GGEkoEMaFIgIai7ydpqDdbQQ+a530okQ9/dTVVrOdcbLDbr+VacRR0h90s9n86spiksS7eztxlJbLmdlSqeplL66f/XD79sFBPZvJEcsuFksR4wYmhcJcvdHo9Yblcsnz7H5/2GqcFHIl19Qgj7ifRlG0sLQ58Yenz674Yb/f7wFAkkQEgc+53NzYqpRZs/W+ZRm2YynNCYELC7Ptdv/M2U0IvF63A7TWSqRcxCymhuu4GSn04VFTK5MaynJElKRz89lCMUtNR3KV8fK27XpOttfvVyqVMImTxKcQDftRLpfl6eDGR/c0cBuNTrszhkBTRHq9werymdu37xokMzs3F4Tj7Uf3yuXyaNjb3elk3PzMzFwua1k0KuVxsVjww+7Tz2w4rjHx2crqIgCyftSyLbvb6QGos25ubr6UxL5ggkNdLpVt08PInIyjw/ZhmrBqtWaYyLKMmZlSPuc8uP/w7Nm1VqtlUJuxxPejjKlXF+cbx61yLgeFGo8HpVquOle9d+9umLA//ea/f+a5i6XC7M0P7i0unOq0J4sLmxmv8uB4fzz2LRdeXdyMgvvHR81hfzg/N394tF0pl6Ioct3c++/fePLSxU6nO1NbbNTb3fbIsTOjQVrIOR99cC9MJpwfrswtPHy4c3TUcLN5xYHjesjQnMlWo1nzymsrldkK/fjBe+3WPsmr8ThaXt2MQm5S3GxucxUMBrxcrroZe3dnn1jEy9ln86fcLH3hC0+4Tv7V7z60zLhUzObcgjLjMPBn5ue7vWE2A89fWNk/2B2N6GSShLFvmjb+vf/+qwfHzWkKDAM4VXhaaaT1dMwAH4fC9E9HsxpjSAiGEGCMqEEQBhADiAHCGlONKN/dv/fDH38vTAamCSb+QAHZ6/bSNO12eojgYrGggLAdS0iWag4BQZAQCpQecD6u1UpxkniuhQlI4tQ287duPmwc90+ag8kkLJdrSmnDpJjgYjHv2oaXcbr9fhCEGdfc3JybnfeUnpi2RQzv0aO9OI0RhoPRcBIEg+GAMV4qlUzTSNLYMAgGhlbTpioCAdYKAkgUgBARABFEGJMpblUhDAHUmJAg9DUGEAFCkABSSsUlB0ABrJUSXHCtYcrFwvwClFIrCTVgjKVxwjk3KXFdZ6Y2u76+urS0NDMzm8/nbduGEGKMGeNaA6gBAlArBRAWnE/pYJyzaRcIAOA/d31ZpuXYrlK60WzeuXt3d3+/3en6YcS4QJjYjosxgRBBiDDCjuUorYHWSipKCNCcYIqxqRX3XJSEzXKRuCYc9MdSWoyRsRpQR1qe5jpp9k9Oxs3qcs6rokD0tMMMSFwXORZAkGuVIMCA4lIkpgExkoynXAmpFCYEIqS0QphqDYR4PMlBhEoNkkRSYjOp05QhjAGUQibN5vH9nXuPDrfDZOBkCEZ6MgjSkZYTY2vxQs2dmfFmLl1+mQeYgMz2nV0WRb/x5VeuPX16fs5aWy584fPPfulLP//k5YtJGg2Ggz/7s39nOfSppy+1uvXXf/Qq18xwyNnTW3du3dq+//ClF19q1lvv/OSd1eW105tn5iozWONitQwAxBghRFjK1JTooKbjcIEROj5qhuFkaWlB8mR1ZRkBOZn0Dg4eWLY2LJDzCicnLcMwhZDUtG3XO7V59va9+ylXy6vrG2fOHR43IEJ37t6qN5q9/oAJ5Xk5x83uH9R/9ON3Prp+59yZq1/96h+4btUkRUryUtkGzWltCA7zuaLWGmGCMAYKYWCEkyRJeKlcq1aqXIpv/dmf/9IvvPTtv/4LpPjly1snncPXf/T/PfXU5R9877tXnrw0M5t75ZVf/q3f+u2/+stvKakMSnIZN05TYthetkgMZ255uVgqawDjOFlYXMrnC2+8+lp1dq5YLA2HI8GlgsYH12/m5teuPvPJ5nHzzq1bcSrPXnrOqazduPMwX6xki3Pbe8cJZ8SwMLGyuUqcxI6DG6392bmAy2R2fmbn0XGlnFcq7rSbmxuFUtm0bdhsxlFccs0l25pJI8WFOHN2q9MNqOEGaejmXBmlnu3kvEylUO53elHgl3LFh3cf+MPxfG12b29fE2SaBtFah8lH77x7XK8vr69xIUu5YhKl/Xgcx1Gasvff/yAK4uFwkMtlANC/+7v/jevan/6Zp3gS379/t1DIz1RrAGohBKFUKz2Z+BrAJGGCp0owKRmluNFo/NZXfntpefknb19/6YsvN9v1b3zjTyvl8vr62uHhMcKGSW3TMCwTGURjpPu9rueYnKWfuHbt9OkNqQQAcHNz4+defBEbhANhG4YS3LGdMJxYpqWVWl5cPHf2zKDT/tHrr739kzc3N9Za9WMtueAiCX1KQamaBSh95hOXNBr4fpAm6cHBAYKk3mgXS5UgniR88vDgVszYzNys52WEBBCSIEkwpcSgEGNECDbo9IkCECKMqWmYpgUxRQQjYmBqSqEABIzxKIqGo2EURpPAH45G/f6wNxh2+v3+YNjr9bvdXrvdabfbjUaj3mg0m83j46Oj46PmSf24ftxoNA4Pm/uHx/XGcaN+EIf+9r1m/WDSbg0azVHjaDzoDY6PRo3jwUm7A7TUQOQKVrHi2jlncWW2WMkWSl7KfQUSISNKQbVWnF+oca5ajV79uD7o9SmmKyurT168rIQulmq3bt2TCsZjzzKKy8vrhWKxNptdXC5tnl9C+BEAACAASURBVF1aWC6vnVpaWl3AlrWwvDQ7V8vlc9VapVjMOZ5pWCRhcRhHAIF6sxFEk1Ilk89bloPzOc+mdHa2tra8kKZhlAI/jLiSiGBs2CkXkELDhtTSxBDjMWMsjtkAU5CwaOyPEIaE0iiKJr4fRjFQcjIaE4QIosEkIthhKTBND2PTy+QQpkDjwWCMscEFd12rULSFCLROXNdwHQsgPB5OJJdKaAQgZ1wJZVJqmS5QaNxXPNGUusM+u/dx0x+jQS+uVmZDPx0O4mAiFxdqcRyPRuOUpTMz1TgKCYXlWpGaiBqIQGwaBhccAj3FmSutpGRzC7MQgihM7t3eWViYr85U4zjwg/Hswuz58xf7veH1d+5oLblKTi8srxaqp9c3W73u7OrqYDRBEI/6k9gPuVB+ENu2hTFljN2/vx9FEYbQH0f97mA09MeDoe/7CMHBsJfNeQqkpkXrjbrtZJJkDBFCGN6//xAhtLV1eml5FiKAkOacc8bjOOGMSikwhnEaRVE0M7colI6ieNgfFPL58UB2WxOARMJ4tZY3LaNcKQulJddpKrYf7DKe5vLZuYWFYS/88IPbk7FvWdbc/PzNj+8aZiYOh45rXrxwOpezwiDZ22mNx/HffudOddaQOjo67Dkmti2n2x6uLK17XnZ2ZmH74QFjghAEgB5Nhq1WPZ/PZrPZk1an3elmvJzr5VzHcTOZNEnSKHZsFyoENJYcCAZ6vaHW2rJM17MNQ/d6J5cunbUs8MILnzBN6PuDlZWVnUe7EKjzm/NKMBaFrUa/UPSSNEplCpB68tKFMOxfu3ZRKsAZLxYrhuG2T/qGYdePT0Zjf3+/PvGDe3e2c9nS97//XjZrFfIF27aUVASbXiZz+cmrNz++rTV4+GB3d++40ZgMBiyTJbVaNYz8RnO8vDw7GQ9Ng0qpj47rCwuLterceOi3Gycy5TvbO/3uYb21nYioVC3ZrnP69JlO+ySXyyqdttvNmdnZVqv//PPPbW9vb5w5Va6U5hfmU85XVlZGo8nHtz+OUrGyWtHAr1Vs10bLc5UnLm4l8aRcyXhZezTum3TWcbGQ0a+/8hUCNQACaKEhAJggpRQECECkHwtZiIjSWk15M4QAADCAACE1BXcJCKWUnDMNhFSJ0KmGaSTGER+LGMpOrCTsd0YL8yuMq15vxNOg3Tmc+GGxWPUyWa6JQZBSII5SADEgznCQcs6AJo4Ds1n3ow9vQ4CV0ozzJFYnJ91cPjfyh0E40YF88vyFXCHX7nSyuXzkD3/w6vdeeOEShCljfDT0d/a3kzjVAAmpodKEGvsHu4ylp0+f8RyHK4alFkIhhJDCEGGAEMZYCZWyqYLkCGCpOEJoqmkUQQAqBCBAUGupFEOImAYBUiGoNJRCCQBBGIT9Ybdi5yQAyADZTLaQL+QymXw+Z9sWhhAiILhIGZuWJkjxuBJMSik1QAhCAJXkSisINSXTHgVJCEYICaHiOArDZDwOhsNhkiQAAkyobRvysTzHGGPBhdYEPW46ACxVUCGMCKUGRDClsdTAICZMucGNjcJyfzI2vXymWtpr+MMoqKw6xaxr0dRCgqdxKnVvdJQrZgWaTOKoZGjX8ZTUo9HAdXNRmNpOhmBj++GN+blFN5NBxE4Zi8K+62YQgUk8FEJiTB5nw7QttRQyVtBSmgsZd3snnU6dUJikAU9ZreJCkGYtMxVII6tQnP/f/uG/0gzYFH39//na3/ynb85U5kUq9x49ymetB3fe+v3f++2ffflzg8FASTAaT4JYQA2YiA6Oti9eXv8///UfLa7M/Ze//eJgPIzig2Bk7+/d7LcHW6eW2vWDvONs376jlGrU66/84i9tXXmSMS61Mk0jShIMUCwSAABEQEsNMdIy/fjGe09e3ByNup3uiRAMQFmt5QxTv/veW2fXnznpdkrlGgQ4ZCPOlZurbpy9iCmRAC6tnnr4aM92jCtXr924+eHhweF4HMaxdF2vXF4SigqW/Oj1N5TS5y+cH45CAFJKCcQRAsIxEOcxwQbjQgFkUQ8KYBrW88/9zE/efidM4vt37rSbR//8n/3xn/zf/7tt4+G4ezqaee65S5XKbOIPN9dOHxw/enj/ppfJrK2tJ3HKeUIR5BBLQBSyAAHvvf+e1oAQ7PvBF77w+VKptLt3fmNzo1Kp+L7vD4fjRP/W7/1eCqwwFamC40TpSDKS01ZpJKwU55BbafSjojKW1qvJJGBMcybyuRxFWArpmLaC8IXPXisWligxZ2cyYdw2iCYQF4tuFM+JxI45UJBQQ3b67TAJTQg1UGES2JByxpMksS2r1+tbpqk1SNI0DEKM8P7R0ZnCeSWVh43bdx+ULef91994+tnnzGJxFEcEY4TIeBIc7R8JxrMZp9uqD3XKePpXf/FNN5sh0i6V8s994pnPfPrTGENCSJowrQHG2HGdqZUWAGkbBCGIEfo//uW/unDx0u7u/pd+5UvlWuVbX/+PV64+8cuvvMgYP7W+fnTU/uD9d05tnhaKa6gQpkeHRyeN4zOnN1977QeWac3Oztqus7PzqDcczs/P04zlWE7G8pRIgVKjYT9NktgflzzHJIhq9fSlJ+4/vHew89CxrYtnz/3ar/6d4XjAYKyxjNj4pD1hsSDYvHrl2TBIxmPd7nf3j49X1pYm/mh14fK9+3dWV84ilMEYcs4ggn4YAqinX276cVRgCgmHBBOINEYGhIAQgg3fdGzDoAQjg1NMEEZIa62lghBpgLSebqvU1Es1raeeruyUUkJCpTkEWqnp+ilYnMl98pkXBr1O47jdaNeph/1JAgCRAqdcYIwtF7pZI0lSQhNkcMbGQBGEXSsLZ2oVoNVszZ0ETZqwWGm35hVwUQneGzQnN4bb2/u37jy03IIhy4oJE7k8gt0WGweDIOojQyKsERC2ZQEIJ0kQs4nnOkvzMwTqjGd5riVEImVqGORgv7l/0LMs0h3EM7Wa4MS1irRQ4Fxfv36n2egNE4gQsiwihXDcGEKgIEdQzc0Wl9aquTwVKlBKEMwhBJQAhHSSRn7gB34ohCTFAgSaKY4VdLOZYKTDOMjni6ZttXv9YBJypkqlmf5wUCqWHRthLCvljOtACDRBWkJXCzXojyDQOc+rlIsYwTjUSnIhOEEOxTgOU9v0LMsZjQLDxMf1HWpiz0NpisbjkWFiz81G0RAhw/EyiDijUShlYhgYMCJEgjEmGGeyFle6ddJzXGo75KRdnwzYlSuXJuH4R2+8YdiGRujWnUOILKVwNuekqd5cnfdMZ648A5leWVh/7ca7lpU5OGqqRFBqj4djJ4MotQGQi4uLju1wxiZDv3U4khIoCVwLUcPY2+saJhgMRl4O7e8fP//Jqw8fbRfyedezB4PuuQsblfLs/v5hFE2oScdjn6UcIYwhHU9Cx6K27ZomZWIQxhElxHUcVCpKxgmghkmjiSiWnDRRg2HAucxm8sqEiiPPTauVfCLibmfQ6/VN08zlslHs55X3yi9/8d33bwfjuOJkETGFmBwedoY9kSbKMgEh9uLSzPKiyHq5mzc+3lg/DRQK/LDfDcIwsW336Oh4ZXXBdTIztVnbtiZjPwyi5cVVP0gAFCHmfpBIEQkeVyuGYGASjrTEnOnA9y3HxESXKx6E6dhHW+eW33jj+5wPqrXSF1/+jGnkmifHjcYoStrlQrW4XpubK3d7Q8MAxUpxYWUhl8tubW05ntt4uEcJvX9/v5AvUorv3nkYhLxQzv/8iz+bpsn3v/t2vxtjhFutUavxTr7glUvl2Zn5MIh/+Pr1fCHf73cMw5tfzD140PqvvvK5ycSnxCpVrXqrS4heWFls1BuMgbmFmh/6Ceelci3rFiyAn754ybLSXm+fpWJtdX1xaRaZ6YM7N6QHgzgc+v4kUQsL8x9//HG5VMpm8wcH+7fvPEDQaJ+MDvabnOtXfuWFyB9//zu7nqk3l9bSWD64td1pjEeTQACggAZGFyhRKGTjOCYIQBMjpOAUsyLEFHiApkkehJCAsdZoujMXQEwj90JJLkWaphHjUsokSYRkUiUp8yFKP77z/jjsZ5B7tH0kGaSUakW67ZOUs0b94M692/lCqTa7sLFxWsFsFAxNbCGYIiwtbCqBkKa9kzBKB7lsDLSFsAUAJhhJmSilMSZaqVNrq2EczM7UTtonvj9xPQ9CtL5xptefCDmBwGs205QzCDXCOJvPAYDjOC0WSuPJ6KMbH3zy+ecxhnHcpsSUEIcJz2RyJ61OsVSyHdu1nDAMDWJGUUQIgVBJKYEGSCvHtnw/AAhjRA2EhJA8ZVrrjOvFLEkTHgdDgzqubZ0/t+XYbjabpdTAAGk9NWIqph4bkYUQWmvDMAilECEIgBJiStfinCMEoUZpGmstLJtSStvt9uHh4aA/EkpCaCBkAgAwpgghOWX9ThNoCjAlpiE/CNFjxxuACBrTzxQggaQUKao1xAqTBJ2b3dr81LVe2H7/wf0Hk1v37j2aOSnCM7Pry6X9Bw89r7h/uJsrZ7zNDO+LHM2XKma9vq81BBRMYj9fKpumCoLh7FqWmilLonKmNm40u71ObeZCEIRKx/1BL58v5POFOI67IzFTnvGDwf7hbuO4Pp4MbRMjLGWQVCp5FftgNE4ZG/et1cWtM1uLv/jzv9E66F9/6+27tz9aX1v8yq+/lCbqW9/6zmR8YpLcb/ydV2r58vtvvU+onStUK7UVJ+f6w9Hu7pt/+Ed/cFS/uwQKxbK+/egHhkVqc7Mnvf6zz56uFWpJwC9fXF9eOaUBGvQHC+WMZ2gEFEEIKC208jzH9wNq4DRNBRcYAQCUSVT35OijD34CCbJt23Wdfr/DmDw6PlSSWa4XhMnGZplLgLClFMiXqmubWw8fbQsh/CB67vlPJkngesbly5fq9ebtW/f29w85509cuvri/Pytt99+9723y6W5ixeuEsQSzkvFnGFZKY+JQRTHPFaZvBuzUHFhUFzKVxDA7ZMTJ+O8/ZMfF/LOU1fObJyuzc2VRuOq4ViWnbv34D7C/nD8aDyp/4Pf/x97Q/YLv/hyGDFKKUQKEQKJwSRRmjqQSSnDMAyCIIqi69evn906m83liqVSr98nCCzM1WwDF0vlo+OW5TlPXL0axLw9DkVCz156SqukNfAvP/N8EnUUJEGYZEvZzeVz5Tx6/tlPhPGrc3M1LsTp5XIa0TfffHf/nqrVshDCC+cu+kQOQ00Q4VwSijQEg2HfcUwhUoQV1lJCLCQDBHOgF9dXbdsOBFtYW9Vax1punj+nNTAgchA2mHAt+3PPfoICEMeRhNQ1XZbKNOZpkvR7nebx8cL8zO//d39/b//Rv/k3f/Lk5ScG2H7ll375pZde4izlnPGEO5bNhEAYAymllogAihHAION5/+3f+72T9iDlcuP05pVrV197/dVf/bVfKpWLD3duZrzimY2nRqMoZQGEKReRVJJSp9VqNo6PfH+Ucb1pUQVMEmqQ5eVFIQQQacbKQ80JoJIz17LbrZZk0S0DQSZ+/x/8rlL8n/7zf3L/9k0RxwYBf/93f6fROrAz+Ps//u67H7wThzHnzHOcB/d3WIo4Q1oCSu3WSb9Wq50/d/G9925MxrfPnr00tT6lTDEeM86oafBE4Cm6GAClJOUkTonWGiMEATQMGkah49pAaICI0AJoorSCAAIEAJhmLR4zTKZvDAAAxBohiBACUlPqasARkFAjrCVnEwtzFQ8ubs6tzxQebOtYBWS5iAjO5nLTGC41DGIZYZqYpjkYd8MgpcRJYgEA6PU7EGnDJuPxZBwHrmdq04q5QgphFyJI2p06xQQIoBKgGaQmLhQKGGZynqt4ttdrSh1RAw/kWGmGbNyqDzACD+/tujYpl7Jzc+VSOZvPZ8OENU4mEJcGg1Gr2US6ZBCzXu+ctLpJrKIwFQJJ6hGD+ElgGQYgyLB0pZxbO1Wbncthwg0XYcPmIkmSSEqOgFRCsCTFADmOS6lBTdzr9JAKirkqIvSk2whCBXASJYILBIGVBOOeHHOloig+dWahXMKVmu05OI1j23Z8X1rlXMazeMpMStOUUUoxJlhiiEiYjoJUIARsGxaKTqfftzFhPBQSehk86I8gBnMLC4NB14QkCCcAm5mcFUXJaNJ1bctCLqXUsE2gJJSKGjSOo8Wl1UeP6hk3d3J8dK99RwNdqlUc1x4HwfknNgxqf/j+rdmZpfHIxwoXs8XPffZnGycN1muFftDu9x3DKs/P9Xt9qXq5vAMBNChK40Qr0G71Iz/lEugEQAxYqgBQggMuAMa0WqkMJ+2HD++dPXd2MpkcHTWr1bwf9Pb2dpuN8Olntoad4f7+cS6XKxYqR4f7AHrFwgxjzLKMbCYrFNIAB+EEA9Vtjxdm1086aW84OTkKN04v1Wby0xzBrTt30hiM+qMrl14Z+t3tvZ0zZ7fyuSHF2A97UsUIp5alLVqrVPIn7W6v3R4MmGUYlmF4GXv30fH6xoIU6euvXUfIWV1xMcEHR61uZ5IkbDBmrgtSJpbXlgHQaRQP+6NqZcbzisPBgevZCFBKDI2JIlQwvb+3b5mO6+RN0yIEJcl4bnGxXHV8Pzi1OXdweD9fMP2gfXX57Nxc9YP37sRx/9OfuXz3o7c2NpcoIJZNd/c7hkEQVp12+8MPP4wiXSp6COqHD3oAgH6/deb0bLlcmPhtxyXtzkn7ZBhF8ubNvULe8tyCkOlsbfHRo52H944wooPBuNMerq4tul6sdHz2XO75T527c+f29esfel7p8z/3RD5XHgfhhzcf2Dbp7hzkCm6lsnDn7n2L2Cuzi2Ym1+zuDJI0Q72RzzbNwvyctTY/2/GbM3NzKxtffLjTCIcn5XJxY+PUrXt3BoOBQc3eYLy0VFxePJUvVGScv/7jD5Gw9+4Ndz9+XyaAC4AwAhisn1n/+PajbFW/8qVPYQyU4nB3//D6RzfTNJ16oTAhWmuppHrsowUCx0IIISSXAgDNBWOMJyxlnAkhYsaFUkJIraUGHGEWxR0pYpaGrWYzDpnkCEISJ3wy8W3HcDzLsExETIiMldWNbGEGaoMnsli0x5PtKO5AJREipoWp8f/z9GZBkp3neea/ni3z5J6VWVvW0tXV+4q9CYBAAyBAgISHlERR1L6EaC0Oj24sOxyKifDYMePxzMjjCXtiJFmy5dEQEkmJi0gJIkGsDWJt9F5VXVvXklm5Z579nP/8y1xUc/LqZF7k3Yn4vu993+dVKWeWYYdB0m6NOIOdg6HjeJigmcbk0WNzxVKudzBcW7+zsHRESIgkqpQzKetPThcV1LrdeO3OhqWb3f5QKTS/sLS1uZ0kzPO8Qj6Xs+0L587NNgjR9MCPKc2Mhu76xna3N5icnKG6tnRkMavlIIQsTZWQBGsI04SJOGa9/ojqJgRQ8DSJU54qSmgua01PTS/Mz89Mz01UJm27YEH90HAmpVKHd5D7ySgJ4X3i76EhTdw3mEKE8GHwTtd1oBRLmeeNWwf77XbLdR2AIAAYAogQgYgCSA85DRAiqCCAQMmfkNcOmRXqJ3E3Ke9DGyA8/MoMLjmAHOhSGjKsF0C1ghkIv/3GD27s3PtkdX3CNKcn7V/6uX8EEz4eu91Rd+i1o9QXQuXssjaDhsPxYDAslivdXt/xfEy0yenGQaejaXo5X+Rh4vv+YDCYmpq2rGwYRoZuSKXiKKlUKrpdaR+0oVJZKyOFWF9dzdmmEimCanKyPm56ushVylWpTJboYUBGA4axaWVMgtXR5SMpFP2B4wexoZtL8416uWgQvLR0NF+sJEL+2//tD1MhEVLLSzNrax9ffHBx5+BGedJoD+4RA7TazRnzAo9lb6+3OHPMG4VjJzTMDE/TUiFfLZWPP/ZMzJimGUEcIUwHwxFjLE5iwYUUIgzD9u5ms7lTq0+4jqOA0jSt1+8YFh2NO4NRZ6p+/sSJE6fPXnjvvY8golHETp89hwg2LWs4Gh7sNylEQehqGtZ1rVAoaZqhaxaldDDoe75z7+bm7t7W5WefipNgbn6+Uql9/MnVJGW5nM15AiTxvZhQhAjQdS2jWRRpQClq0JE33GnuLM9NP/6ps8eP1+7c+Wi2Me8H4uNrd/7jf/qjlHu1CX04lDOzs1SvffGnf4MlyHHGukERxUQzdKsoAK2YmFIaRdEPf/ADnvJ6vZ7NZguFwmAwCMPQNrSRn/T8xMiV61OzExMTGGHGlS90J1EKiMgfIwHLpfygvZ1GLg+jI9NzGQopce+uvVesrBdLWYwhi8kbr3/sO4BS4nqh546ckfj13/gdTG0pNC4QIkiqRAFB7ptVGEJSYZ1zoSBECGNCGWMQIgQBglAIrhFd8rRgaqOt7c7tVSBE4/TJzMJcYBiImlHIPnj7raxl3bpx0zb1NIkyFj15chlA8fgTlzK2demRp/r9PkYIQUwQTlPO05QaBqWaVApTggjUCLBM/b/+6Z/99Te/y1LQ7vR++5/+43c+eH0wak9NGpVqkVKi0+LP/tRv/+i1Dza3txaOzkklENLiBNy7t1+tVAr53P7eHqWkVCx5gTcxMRGxRKNaxtZL+RIEGCO92+8rjF577bWb168WLP2//93fQYp/4Qsvv/nWG7//+/8CIfmZZz7zP/6rPxiMOz2n+aN3frC2dWdl8wbG0tANBDIUlfq9+PiJUyurtxeXjp08eT6No25nGEfC9+JCoVyulgFSXLKUp9TQWcowJOgnN9rDEwZQACiIECSEDgathfkFTA59OBDeZxwAdeiAUvCwxBvC+/0ph5ExhH6yS2MdAAGkgoAQqdJ4UCowS/fTwE8joZumJKkfOxxEbtCHKlWSiVRohjV0fazpCAPLyAFA40SwVLa77Sj2hRSGZXIhCRFKRbpGTc3UEE0TqdOsqRUzVumtt95fudOtz80ibCYx1o0CJZZh6kIGQdAR0iOa4ErYmWwYBJTSOHI1g6U8MjNgarpOiH5wMHY9wWPuOyFB9OiRo3GcdNqDsROOnYBznmjANHRNQ6aBSiU6N1eamrKrVSOMBghzgDSAdCkFxCoIPaUUJphxrmm6kIpgDWGplDSIrgEjdPmtG/fubQflyoSCGtVMHou7t9cLxUrMIyb9L37psROnKhiHCKYsSiEgXKa6pqUsVVIaVAcAUqJrmpEkLGbMzAilJEYaAIbj8M2N/SSWYcSiUG5ttKXQlo8XCMWuN6IanpquYSxrtXIc+zxNEIIsYLqhAwAUgApiw8h1OuM0JSsrrfm5xddf+4gS9silB7Z2703U6rv7B3HEKMkogUQKpydnNBk8/fCjz3/qU2//+O2Ptu60vVGUMJMYacJ7w3GmoKdpYuh2ypAzimy7qATc3dpDirBYAAWlSDWNBpGbclGftp/5zCOp8oSKWBpTjTquX61WgiAYDh0lIUYUAq3fHxt6BkLkuj7ApFTMU4IIRjFjfpBEUSyTVMSRhpE3VqNxwATIl7XHnz41PTcBkez3hoOu447j2E+OHZ/vDFqnzp2+d6/DEwSUODjYzpWyhXJVNwpbG632QWuqXkrjJI2V0/cbjcUwCY8szW5sr801qq295nCYUJPrOsaEmHq503UyNpltTABAP/7odm3CajRmAQBSov39npCwWCqlnBGN6DqwLJym8Xg8GA/8Qq7U7vRLldLUdOnUucXhsD0eD+fnZxFIg3B89vTJXr+3vbWzsHCsVpsN/KhYANvrO4P2iMeq2x0yKfOVsh/FAGI7W/jwg7XzF+Z4TLudvkLs6ac/vbqyvd86WFiae+ut93W9bGklBcRoNISQ52xrcWHuoHXguUGa8N09Z3rGzuXQCy8+BUikm7xYtvr9Pkb6+vp+mtK8XVnZ2OKpvPTog2urm9vb3fEosbO1o/MnvIHX2W9xHAoS5E3tp156EXGGkdvs3YEW3++7VqGGSD6Dk/pkzXEcO2c7rtdsdvL5chyru2vbjcbCoCVuXLtJIQEcWhqKwkRJAAmO0vTTl88vHV1ojVcBkFTD/+Qr/44oIBDmVFNCpVwIBQgHUkGlgDqkL3m+kyRJnMRRHHEhUp4ywQ/LWjGGqeBCAYQIwhBIxdK43WmP+i1nNFw+cjT0e7liHiM93O9UyuVM1ggiZ2qyxgVAxNIwoSSJwzCTtX2/o2mgfTDsdUeeG09OTp65cHL91vVW6+bsdKO5d1DIlTGBUvIkSBfmGs5o5HlDKPV6vT52Br2eO1GZGfQcoEKgjMG4pZuFnd3eRMleOnLkoN0fDkdSqjAMozBMWRKHQda+NLtoxVEKIJMqHfvd3vCgWq93+gcAAMcdPnrhYUppksSWbkahZ5q2SDiFVDLJ0tj1fB3pS0eOnjl97uSJk9PTdZ4yqECaCsWxCLnQsUJIQqSUAgrh+wSJ+028AACMCec8FRwhpGkaS1ND0zMZjTHV7nT29pq+70rA4yQcDge6QQUAUnAAEMUEQalkopQiEB22+GKIpZQAHNIH7jufoYISACnF/z/LqsMkYAKBBFwKQhETenMQ9EZBd9DMWnN7O5+wRIXAhyobeeHCxPTJueOEyFQ5/UELANXc6277vbjpaQIy7mUEkcqAkDit9oVTp27fuWNWoF7NzjaqSTJFCO33+4UiBUqFYWjnKBeORfTJSWPYHxgGyhpm/vyinbFVKqcnp8+cPF0yJvPaVLfnCWkSWgDIGjr+YDTeazVfeeWVP/+rr81PHztx9rRh6YQan9y4/dGVd3WC4zjMl0vPvvRCCsRPfenL2xsb9zZWGENnzj6Sr2RXt65e/2S7ULU/vr51rK7NT86Nxm5X74de8uGHV48cOeo6Q0rQ8tLS2UtPAiwwZDmDcCHqpazj+YCHrU6r0+kghKBiG+ur9Xo5igIEKVAojriSKg75uJ/8zBcuFcvlNE50qsdJKoWQnEkBaS7z5us/XF5anlto6DpVSgZBmCRptzNot+9MTFRv37lx8eKFL/zsF8qV4tjpY6yShLU7xKF3OQAAIABJREFUB7XJWpympVJ+enoqcKO3Xn9HYTI/M7e7s2PplpExx+PxcDCSRJw4e5IF7nZrU8uN3vn4tcxqMQy1UmXu0ScefejRJS6bjAHfhYY1ny9lWnvO17/+9UqltL65eu7CQ889/zlE9dfeeL/TOmg0GvMLc5lMht+XX8JCIYcQcB0/kzGL1fKVH7+/cv3HX/3qb7thYGoWBaxesuM4jEytVp166OLxD97DIg23VrYIBM29/cZMdjx2TpyYYMy99smHupadrJrmTL5QKBQKpWZruL52IMIoa2c5YIZmKIgNs6wUh5BhpJA0oMIcC4SwhFBIxVKhiKWUpJRwzoFCRCGeypJpbPfbcepSTdvcv1swxGqzU6lM9Q76mxtrpUJxNOgmREsiX9fQ7ubGRK0S+d7P/OzPhJEvhdAoPfSoE0xdll6/fnNvb+/suXMKola7PVmvOKP+11755kJj6ZPrN//1v/lXG3u3r7z/QyunPXLpkWrViuOIIHF75SrVkIIgTVmxUt3ZORgM3KmZaQhgtz8ol6tCpuubGxcvnmeMFeyMH4VAaUJJJLGm65AYACEuAVewMjnVHzvvvf36p596/LMvvnjq7FkIYGNqjiUR1fKvvf6t9XvN7ihKk3Dku0tHFygy56aPnz5WyxfKjz18GRFjbW2fp2mlOAVLpJAvEYo8f+xFbpK4EkrJGISQy+Qw0osBFPz+UKuUghykHLn+2PFHUgqEISFYKYF/8kEIAYUOV+rD/RwAoOs6PISTAwkRlCBSQCiAkIIKUI+poO1R4k8UCkbGPuyQrNePYg1RCt1BJ2dSkbiMB32rxxQPImfYGz30wKVipdY6aIbjQbUw4ftjRJFS0LLy/f4gGPkRDuqTVTNHUuYJLEPmnb1YXTpmf3DrTrsbFQtT/cE9XasU5NT05PTZk6f397YhUnZ2FMfxA89c/vznP9vp7X7v+9+I+ciPnf6w73o+wnk7a2Yr1S/+1leOHTnJohgiHrNov3mwene73Rlu7a51e500jeysfv7UkVwOxcmg1/ZMHSFKwlApAKOE6QYJQyUgNwyim1kRySRJXO7qhlGbqBCI3IHLQoUhLuTo3k6zWq+GgTfoetmsHQRBmAQKgVs31paPlwTnCII4QGEQG1lpmVmFFaIol8uljAFAgjjabx2Mx+NsXjNNW6SEJdI0skKpOOEsRoZWUmJcKpb9oDs3P2tmYCoYJDyXz/mBhzHKZHO+62GiHaJwOReEkiSJ5+bnbt/czmasV199d3mpcvz4nOO6GgYpS7zxGCHd7fd0mpmsTp5YPMK8/rOXL4+H3Y3mZsQDREQ6duJ4DLAmCQCYDDsdQ5NJDCm1BoPx1lrT0jEQ0NAtCKBuYCmFbed0Az/+xIMpYxv37oXxOBVY0+Tp0+f2djt+4BUKuTQVEFCWcCBxqVARQvhuoBl0aqrW7/Z8z/eDyMrkQuYbFJtGdnF2en6+sba27kVBppArF7KR7zvukDF+6tQJZxT/3Xd/0DroLZ+auH379n5zEPsqZ2cMg9br9Wyu1BsGAMHG3LznOJHPYy9KRbqxcRdiMh6Nn3vhOSGibjtg6cH8kUauQA7anbHrPPDw6UJZH46G7dY4jqXremnKczm73x8F/rg2ORuFfswiohGICAiTer3y/POf/5tvfCcI4pRxISPdAJkssfMTM3zq6NLCf/vzPzt18vjYCc+dffDmja1vfesHhIAvf/nnWn3noD+an1tcvbky1Zhmabq6ub507OT6+vZBs18uGTrWV1Y3AJTTjRoh2HHGru/dvbsGEZGCNlt7lmVGUYgRKc/XNjd3et3e7ExjEA7KJcOy0MOPnhUy8N3BYnWq0+kEga9rGdPUn3vume98++8BCJ979kmC0Oc+d7nXDd58/ZO11YNctpDXK3eurSVp8KWf/zzEoxgMHa8XR+5kY1q3UKq1V1abt26uLc3nLlwAG5vrZ8+dvX1zwzAwTwGE2uOfeiyM0vMnzYV5EXghi3gUcF3LskQOx31MAZMdgPP5nL1zbzuXz4ZhSCAGEfOUUkEUMsEPO26TlEVxHEYRSxmQQAhxiC0UUigIAISH/EEgAcZSSSiE4FwiJAzDKObyPHKd/njUc0xdDyJHCSwVm56Zc70hT9NOu50vVGLfiwJl+U2WyEKukDDP83br9SpPFUI8ZqDVHBTyNdMqIQBsO5BSKCUbczMIwm6ngzAXkmGY6Y2biMLZ2YVhN1Yp8X0mZRdrsEDBseUjB3u7u/f2XT+WUlFqAAlzuRxBaHZ2anV1JUiT48dP7bf2hKDd3sBxQ6lGnhfphuW6/d2J7cWFI6alyZQLwX3XMw2bEGN2cvbo8vHZ2fl6cbJcrGKMpRCpL4QQkgsECQJYx7qSQt2fX8Ehyvcn14vDZwAhwIRohi6kjJPED7ydvT3X9xhjjDFITGxkoEpFmghCB16ACSFEQwgylkIVISgxQgJhICFUkCCMEUYAAYWEVBjiw4sJuE8WhkpBAIBUQEqlcZIiwREIlIQAWGZ+amrKh+bVD98oVmZHLIWm2fHhqz+6+bMvLKqEyNS3s4YNa0iB6sLisnTh6aeJrrmB7wTewB0lio99d3+3NUnzfJz0gt54POZcViqlbDZLqZ7y1CBmbaI2HA7bB3tSCNvMTNerBODC1ByPVeSmw/3wjZ2PF+fOY8TG4ySKYBCm7U57b3/nnXffLuZLs7NHfuUXvjo9M9cdtjf2NlqDZkYzLj7y0PTEVJxEggg39iRN/+KVP3FGLpYIAf6nf/z1bF7TMoXJiUeDOJibKiKFPJ8qUKK0msvBKLzuedzKlAhSmm4F465UIEoSzmWcci5Et9fv9/sIoXLO1HVtNBI8TUI/qFVrm1s7CMUTlSkJBAC4VKy3Dw6iMEKIQCkohALDNI7sfG595VbsDAq2+filx668+w5CyDRMQ7OK+ery0RO7e9uj0dD33bd/fIVoCCIBkVISzs8t+p6TxClEERcHBtXtvD1yR5qp7R/snzp5GikUsGhmutx3ugeDjjsYRApXG2KzuZrN1FhSuLPZs3OZv/z23z71TJ0QmhLjzIk5yQU1qee6goUFyxKhZ0LZ67TH43FtalI3Tc55EAQsSQzdSNOUc67rukuStbtr97Y2XnzxM7/6a78aJjwFGAC0s739ve++8tHVj8I4yWYKQshc1qzVJmbqc2UzPx4OJicM34uff+Kf6IY6vfRBtVI2zZzn+lESagYNPIFfLPxPf/C/72zu50q5IBEcmLqREzIGysloGAsKhEZxDAAChAgACdHAYb4eAkyQrmkoVQjBTN6AIkIWimUcxPHdT95bPHlupl7eu7P20osvXDx37huv/NXG6tqp5Qs8jvKF3GDYG7TH63e2Jidnc7k8hBABBBRUAExPz27e212YXxwMRq12vzsY/9Vffr3d3K1VJza3d0+eOmlmte//w3e0DLj4WGPxSC4MR1PTBWeUBuE4DHE+X+ACrNzZoFru5Knzs3Mzb7/5VhgElmVZZnZmZuajjz7KZKzTp09plCBMM9l8FHImVMwkIFBA0h/7Xpx+8Mn17f393/jHv9np9UZDN03l2RMXpqdnJqdrP/VzX1hsnX3jyo/29q6fPHFyeXmp146r5clRXxRzpfHIESIoZKvrGy1LLxULxd17OwtHGoV8tlDSN3ddBaFUXCgAoVQAQggVQjLlQBEIsVQSovtSTxxHKWcACEqJkAJjfKgMSakAAAhjAO8XbkMID/sBpZRKAYQQwVABqSBCyMCQptJ1nJ1cVvSazYyew4rqph53k1Qwg5KSaXFdNxSAwKhlF7SMxVQC5rDvxDvdnudHj559MghHQTTiPOn1OibQYaYIcgWAJdGwG7jNZquYL803jiBMKNGefOoi5xIAnDIgOPHdJGt6mWz++HKjXK7X7LRWqysF3nvt/Xt7axrQqG7rFOUyOdcLWm1fM8u/9ev/bHH6bOhKQ0+pnirIJipLF88/K5Whg5SlLI5CrqLO4N5o3MIk9fyh73tKKipiN3CpiAADFrVTHsJUMqmUkgjqOtREjFs7Ax1jJZQG9RNHl9GxrBekXhC1DtpJkChGAcBmRj96YnJ+yfZcP01cwGGaUEMrCBaOB8wyjSiJA29ENWJahEuIkW5lCn7os1QiQFPGHa8Xxh7jQCmr1+1hKlnqls2C7ycsjSXkUTsajRzB00IuL7jQqWaaNpdQhzrCQimQpHH77gomGkLs0uPHi1mKUURQWsjpYeSdOHrUzpQ+ev/63PRMGvPIcU8dXbpx/Vqnv9cP+rEMo9ijWFaqhZApXdOHI1ejViZTyOcynhtDLGv1QuC4nAshYwRxyjlCOOUgctLXfviGQqkAglBw4cHTszNTt29vbGw2jyxNpwxjRJWClGjlUtbz/GazZdtZhNX+/p5MOWMiDhONSNu008idqtfOnz7BxXD56ISRyTlBhE06cHoACqqhO3duDvvxwuJMvmCcPn9ie3fXcRJnMAI2TlkaxwLAOI6Y44zsbN5zIwJpsWhlM5aQst3qFku1XjvY298ol6p2Nh0OnfMPPJhwVipnozi0JUpT5jh+vqAvLk7ZdnZ3d8dxXIRAEvu1ycmNzY1cvnDx4nEu+rZt6Xr62OPnV2/v9HtjqHQ/8A7a+5ouMChcufJ+Ll+NQtnruN9ee5Ul4vy504zxbnf4wbWPL567qKA+O7cUeN5eq1Wv10fD4cLcXKvVj4I4ipjrcEyEZdF2p6UbhhAKY1oqVTstQSmK46hUKoRhIISQEpSK5Z2dHQgQUKpcqVy9/uPFxamTp4/fvbsVJyFQsJA3pYQ/+tHrrjeamaoOevuNmen9e6txRCwDVwrF7fXtY4tnvvKlX3n1e9+7e3X9zMMFDhyjwhXLHnihDa1iefroEfPJSzPOqDc3P3/t2trd1fWLF08lCdvfP9i+tzc1NTkcDNKRmqxPihIkyOh0Rs39thO4+ZK9sDRZKOp7++tBmONMb+6OKTGIUuKg1xRSer6f8DQIA3kIHARAQQAA4DFUABByCGyB8vBHKQ5FcymZUkhwLqXIZQ3fc9OEUUKm6nUkETFpc3f9zKkL+6ozGvWLpXyzuSsUb7cHmlHI56phOgQSlwoZlrhSJhDKfCHneuM4Ypsb9wqVAlRwolo6erywdntlNBq0WweUkOMnjs7Ua63WXrPTzJUNYqBPPvmEgFK/7S4uNOIIFjKZfn88U68VslkA8NtX3jP0jOBK1/WExXYu2+12hUjzrrx3b9dx/cEglELXNJMxVZuYNc1smMTN5v7W5uZLL37OLtqCwemp+dOnLhQLExjpaSqlADihgt3nxCqpECQIIiEAUhAAIBSHhGAClQL8J9kvCPHhQEsI0TTiev7O7kG313Ncl1CiG4ZCUEiBCJYYxzyVijOhmJACIMa4SjmCBEKEAKeIAwCUUBghk5pAoZQBBCElOsFYSA4BFj9pggOIQIggwlBKKYWuTKVADEXIU6GUwqavKDRKZm6iTNKjZ49fvdUHPCxMLJeqD8UDP3L7g3aHQpk1Dduyi1llWiaEiAhVKRSO1hYY4IqikMVRGu2O+yv7O0mScM7z+fzU1BSltNFo7O/v/+AHP/A8r9oo77Z2N0cb3tDlEd/baJ5YOk2kOe6FE6X6qRNT//DmrW9/61V3zH73d393/6DPuPjqb/4mSJHkdPde+8btq0N/IIn49DOfcocu9znRdds0vTSgWRp0dxEQc/OTc5OLSMHBoL+ydgdQaNgVKEtUFaUcdTpsutQYDlneKvzyL/9Ot3fAmDcatocjv2BbjutNVkuO5+cgDuJIwxMY8NFoSBEWLMIIHlbQSQkrlQkEtTCMIQKeG+03d69fvTk9Pbt9b48S46WXPocAlGmKgZydrB39xV+wcvY7V96OosgwDME5UAhCaVn45o3rL7/8cn2yLITJeZLyBEIwHo1b7fGjjzzujP1XX33Vtu35Rq0/GtanJgaDwdOXL0OMpASQ4E6vezA82NzZIAD7aQzInhu527tDd2yEsd7p9h+6VGMgxEi/c/eu6xsXTn1OKa2Qz416bYpl5I6x5LZGz507Z9v2wcFBFEWtVitJEo3QIAgIIUKInVZ/cW7KHfedfuv3f+938tUJL+R2Ln/72ke2Roq6jN1RoVwIA3br2o2Jy5clY1Hox2EchpHvh3/5X248+ekLG3fE8ZfO/emf/emFC2ef+szlK++8/sjDT+Ts6cbUt/2289wzl9+9ek2h3Odf/rkwHl9561ujTvOhiw/e/PhuBjCFMACoPFHzg8iPwqmpmq7rnc6B0+0vzs7vtvb29nuLR6ZTESY8qS0tvfDppza2W9MT1a/89BcK05MsYZ994Tnrcy9feevtV7//dxhD0zSPnVj+4ss/E8MQIXTIEVFSGYap63oYRM1m8+7G+rmLj03W7eWfOvLm6//w+o9eM3TzkUcf/vrXX+kP9s9dmDtxqpGKMaY8iHoAFSAS3/rWdxoLx6Zmp0+cOptEeHJ6+j/8hz88efLkq6+++tkXXlhoNBDCx44d29/f+9or/+/LL78cxEPLyt2+vf78Z19u971mr7u1uw8xrU3NbO5se2EYxmPTzExMTWJohom8fuPu3OKxufkTCULF4jpGpmXYPFWFfOmdt9+99OgL3W6vXCmZmYLnwJmp+TAIrl99EyK5tbX22OMPjNzOYNCpT086nm9lbJYGh0u3AliqVEkBBD40LB3aDIRMlZIAKESQ5FJIfshmgRBIqCSSUkogDxOoEIgUQiyEkFJijKGQXHEFJUAEYUy1+J1PfoDJiCglUqABk1JtHDiawZ/61INJTFJqP/fIizzRrl69u7e/ZZXLppHN50sZzaxOHclmManylAeYKNPSPH8QsLEfeQGPgiQyvMz01MLNGyvZTPXF5z+/v9f6q2/9HVdRNqesrFLALVY1pPo88RKGyiS24Hnpm4ZhHp+vPvbgE17S6Y93NnbXOoMegeyB86c//7mfx7zm9QkSgIU+TwLD0gFUAhpA6TARGlAY5oiBi3NTshEbWRInka4bSkIA4zgdhLHvuAMm/JHT9cOx4w4SHrbbTc/3FDSiINQIkoxxJrGiABmF4kQUuAjxKAwiPygWJ4rVQqFQ0DWt3erkcgYUWHLSGXj5EuA8JjQ0DAqRwolE2IxinnKFiFYrzu7e64k0MC2d8RhTaWaJlrMzGTwYtR791INJyHqD9kRtGhKFiRyNRjnbgFIhAgzdkpJCgMajABMoVGIY5szMpOuEnhtcu7l6+nitkKWB5xmGffbMRduufvzhrZnJ+r/85/+8aBfqE5Nf+3/+85//+X+dX57GFnZ740IxjzMKxEBZmsB4ol6NhnEUcc9xoyglAGOECcEEQ0PT0jRFSAnBNN1UQAjBeSpyJe3Bhy7kC4W33/qx4yQazcSRzOftTqcdeIGdzeuaaZrWxESVsSRNmZ3JeFEcBRHnctAfGARP10rFfO70iWOLR20vTD78+LYfe6PhaOgMHG8URjFLUD5bGXRd3ZCaRguFAoRtSgmLUzun+17IhcYSMDMzw1NlTmfWV7d6fqCULBQt08piRAM/9b1EyfFEdbI73HjttdepQYGKG3Mzg2GPpXxufk4ylrOtIHBTnihF95veH/z6Fyanpv70z/5zypNev1mf0hrz1burN6Ayjp9Y/Pznv6Dp+t3NG4kYmxbcvNv76KM7L3zmifNnz+7t7dTrs6ura7pucBm9+da7rYFHyd2Knbd10zK1TCazvXuvWK5AQDzHOWj6uWx+OIxqdb3bHu/s7SQRrtfrd1Y3J6pTup4dj7uVSsXzXYJJs9m0LKtQKLZa3TSVlx47/8RTJwfOmq4bKysrlNJabWZ/vzkeBwqg6ZlGmvLl5QVK1KDf7neHgYciH+Wytm1UkpA9cOmhgpb77PMPr/de/XD92wEIu2Ng6hXmRMzvuMPB9Q+vzc/P5bK5y5c/FcehRmiSJA899OADD8Hdnf07K6ud21yI24dYVUyggiBhqlqD2Tz2gnRpufHq9ztbW/sTE5kk5iRO2er2XapTLoQEyjBNoGAUxlTTGRNpyjUCCdETxqWECGKpFABCKoGQ5JwRSAFAGtYE4owxiECxXERYinTYOxjKEdCxvXF3W9O0/tAZjocIaxBSjNMkGiRagg17dnbatHAS6btbUW9/u5gvdFtthGWpXCCccMEBz9jZ+qcefXbj7na/35uZrVsZ6niDhKfLZ44OB+PAY3EIMfTnjpYgjomV7fVdXbf29nsTlWL7oFctNfrdvlEwIJEQy1jEEsn55aUj89nhYNzZb66tbE5MTOmKQoi3724CSObnF47NPXlkcfHxB56o1erZjA0BVBKIUHCpoEIEIskTfKi4Haa+AEQIYQQA4AIKhKkEgEuJMILoMGcHWco813Mcx/UDP4qjKKKUIoTMfF4pJQDg6U9mX8EIAAIgSnUlVRA6kAAFwX0TrZQJVAAcElNVkMSHrC4AIJJSSqkRBAFA8JAMiZCCCEKQKoIwoVjKA4ygrrASCEpsiKHJ4npu0KhE4bby9nil2I0jte91Pmy1lxfOocqSDbAfOj0RN0Wc9YZiEOg4zehFPeYEpEhCjYKcbuSgXs5kTx6b0bP2rbW7r77xxh220h+PiU4d37MyJtXoptcyDfPBM0v7u/c8NyrXJ/d74dzc8sWzD7aa/r/7v/4mcvwTZ84sLS19cvvD1dWVQj63GPFCoRAHQb6R4cMAkOL8wuL6rZ0giFdv3Xr4sUtHFo+E4xFOuBZbcegZBXOmMfvhxx8pqRIJhq1+s3n9oYceOjm3zAVHCAJMqWEhotFy5bFHHvnGn/yn7Rt3Hn/w3JETp1udzrXrNxWAvW43a2rdg2a5XIg0kKSRhEgpCyq92WpN1CY4FwBgnsrxeHx3fbNSKWiaBlm8PD+bcv7+e28++tglpRghKIhV4sfdgRdHcT6fV6mEQEkgEVK9YZNLViiWPI9JyRBCnAtd1wuFcj6vqKYMS21u3jh7/nzGthqNOaVU6AZbw3tREtu2nctbt25dxUQ8du5kP7g27oUHWwUxPHawfhvp3vFT1he/eObE8ZrkfqetWaB8sD2SwdVTpx788i/9I556ALA45v2wHXNw8fgjf/v97/U6vaydvfToY5lM9tr169lsDmMyO9v4eOO60/fOPny5N+I3b20CseI58ciJnn/5eY/1CJTUUUwNR2GnPmvuNq8X8gq7A6uctsbNcQq+9/o372y9nzXRD994lcugNdp88+rroZ9oGXt6qkuMoYac1Xfey+PMPRC8sXvTolTGdFardjZuFYop4QynAHGkeSMiCYckMrJmuZLliEcKirCSBYSZdmykkqjIPV6ZX7Zr9oz5zvs3CuUJsHsPY4wpxhhRG5y4uMhZXM7nq+Vcc/f2wtHjnKdSKqJBYhjdYe9bf//3N27fPRiMj58+149Z4I4qoPjAk4+XGlOeN2qOWz9669WZOaNeL7DQb7t9KfT9fb9WK5w9W5w50lg8ulyvz0OU27p398p77z7//GfCIPjVX/ulg2ZrZ3+rVpkQnE3V68VcbmNlDYJEBGMsoYZlytnG5vZ+qzm9WInBPsps57JgZ3dcxdWMXtEpiRKfW+ixZ5+9t9fZ39xub6394svPVqert9Y2JdKOHT9jmHa5XPQDZzQcIFzI5MspSI+dm+93e5GTbNxs7u3c+covPrfd+kQZrhApQhQoCCARikiCIcBRnOqaoQTmnPuybwmmYSK5TJkuIASYKIVSppCiEEqFYohUwiNd1yRQUiqEiEQUQiIAhDpVHCCJZAoRpL7vaXpBQQQEUIIwqgsAQcQ1IjPFHICOIdO852vUYvjueGK3x1TqMJOZhmVSzwBtmsQga1aV0rOZkoHMnFYjZLJsooohlsoACHH66QdG/cHf/7fveGMHMKWT1OsMB2kSM4zNHJMDRLhp0J2PV9+zXheCFguzOate1MvzlemSUTs1sXBxIeOnUreK7TUM8TgIozhJsKZpUOMcaYQioCCMU4sEgasAt5CpOIGglAQUKJGIBGKmpEngkSzC+TJQKgATEQRUCQsAytSYSyfk4yhiUcg8z1dKZrNWGPnj8TgMk1azW9C6o+FYoqFlc5HEvX2UJEaQo4aJMUIQU6l80zIgxBjSlLGEsyQcCsUwUlAJ4eaKpoqxK8WomDEIsTGxBMeJBaqTBc2kneFWpozNvEhZSrE+OzMtuOIpwxiEkWdaRZUQJPOGbpuWbmXInZVrGJFypVqvuOFQPbR8bqoQNZvt3Ts7zz17+sv/w1fSlI1GB3c33vz+P9zqhFtnni1gJP2AV9MCS6QkZj8amyYmnIUJ7/Y9jVLXd0UqMkYmjn3GhUY1DjHUsOJCN2gqBCSmQjCb1aUUN67fQ0gipE1P5LJZwrgMPM80TcYZoNzKUSiUpWcnSlNucCAZY0mMsCrm7TBMlAIBF70k+frrb2beDIlGMtkMNnUV+gDqXBi6kXvwwfM3b97J5MynP3351p3b21vb2WymMZuv1Se9INrf7yjQLZcrmcoU4SyTQ36FkGJBcOEF0h1EXq/XAh6EzII0RSzxNd3Izc9P+XHfsIXvS2ccNmYmzWLFD4ajUd8wyMMPncjaRhTtvfLKdzBUTLKjC0fqk5nxwNnbHcYJn2vQ9e2VrY11w8BR7J49fapWss6fPFIrTb//3tWDzvaR5cUTp89deftGwuRozBfqZ/2RP2jvnDuzVKxWuJwYj/ycUXZcd64xPTOdTs7llk4+ure7c+bMcYDN26s7d1f3ISAqBbUiVCznDUeEQqKwhhCWePXOFiV4dq6Yq+D97nazeW96anqyNhO60Ts/+rhYzM/NTYy9Ybe9NzNTGjm9bju6u9br952HH3oEkHR3b3T6aHWmcWLoOW9+8ubm8HpxKm0NVDZr816/3CBbG/cA5hPTjer04tt/v5ryTrmSax00IUKcw2aT27nKG2/dzBeVLjHfAAAgAElEQVQnjWkBhBwe9PJWRqcaF9wwkjBmb1+599TTJ8cjSKi/uJS3zJymISIVByjJ5bKYEsY5xjgVIghjIbimaYRCw4woAWHIWKKUJDrUpUQ8JUghipEADlAYY+oM3ZRHrtvRaARgREyeSMfQLJxQFrNRdxzEvFjMGYaRxqJarkmlDhcyy9L6/Z47GhiGfurEOcVBp92vlMtxEg77gYJgONge9K89e/mFl1566ZVXvnb8+PHN7ZVypczSaPPuepKk41GwNL/oeQFWULC03+5mMrlBp1edKAOAhiN3aeG46wU8lQ+cO/fOj98ZDMafeuIRZ5jcdPqapschPrpw5oP3bmmUPPfMC7/+lWcffezx2kS9bFUdzznMuSdBBABECAOpDuV7CCGh6HCWhRBQQjnnUgoJFCFEN/RU3MdHAACEEL7v7e3vt9vtNE0zmQzERChgGIamaUEQCCEO7WuH/6yU4oJBgCRQUAqgJACHpRdKcgWBVEDhw6TZoWJ4P/d1f3AGAHBB4aEsiBCGSCmFIYTqUK1FuVRIgjiWSCENcJqOqpQgkhx94oR40h6Mkj/4yzfCkA96LR5FB0trZ45cLGUqWaxjPafrNT+oYKJMA4s0GHkjwWLOQhinfDS2c/pU3WpMZb/57e/+zfe+CzTDytkDN7ByFhMSp8LK2o4T5DPFW9c3oFI6tkcdNt849uD5J+fnL549qT97+WWN0vX1dQDA8vLy5ctPUYxHo1EQeBAChACLo3ZrP5uxFhqN0dhpzM4kYfTuO29plF66dIko2evwn/7Sl//vP/6jd9698pnPPH/m7LlCodButzFCGtWwbtTrdapr2Vw+YUJKJQGySxNf+Llf+L1/+jtCNxpG+fzFJ/aazb/562/88Ievrq/e/uVf/kUuiVTAcfwoiJKE9fqDIIwYYxCSIIgrlcpv/MavC8l77YPV1VUFMdaxbWXWt7cqk9MRSxQAKU8pJZTYSsnDwg4IgGEY3/ybv37ssccSFgMFMSQQQI3QUydOXrlyZWJi4u0334qiqNvt5e0chCCTyVBKZhtTrusRTPPFws2b137ll3/1O9/9xmAwzlTq1z56J3DW7KyJ9PRLX/n08RMNLxixGGmo4LmuUsWJ6gIX+PadNSCSlLmWSVzf53z/iSeenpws3rrx8a2bt4UQmUzm1Jkz/8e//z8JwpyxX/vqVzPlcq+1k8vYqUxXbl03LKprppnNv/XWG0ZW1aeydgEePzULVqOrH9369ONPbN/bubvymoJIItTudHIQX71xpVLKEiyPHG1whN5893U/GI78exfOXhiHQ2qYUh2+Kf47r/+oVi7nRk65YDMpU8UpsZTgpp1xvSDBulDw/ffe1nXDxqSk0VE/UDIVTElxaN+UN25+Iql6+8OP7HzNzmqLS8vtdjsMvfPnzz7z9OPlQqGQy7R2do8sLmCIYpYqzcSYaGaGcfnHf/K/Xr1x+6lnnn/siSfeePvKXOPosRPn33v33fpEuT4xUy7kR/19otilBx964tJpQphSrpJmuRB++tNf+uDD1qmTD5w8dbHXH37tL/7LuQsP1GvlK2+/ffHiRaXU/Py854x2dnbm52cRRISQ5WPHiiV7f7/V7bZ9zwkD5/r1jyDgc42ZMDw4d/5iu7snuAKMUS1NGFMAfe5z/12tOuOOhvlM8aXnXzp/0v7rv/3WVO1sp5scP/0Axfm9vf2UJwCRdmdLN8uOG9SnSo1GHim4s7FSqRuFGjJDljONiKmMIXL5PE8l54KxRDcsCAlC0vd9Smm1bYnUQwpBCqO0B1QaRAEkiCJTKqIk5QwiTIACXGlSQUI0nsRYM5QEAAAWQwikhqlGDCVTnYDI83RDJqEyUZ5JHqRDhBmmKAw9KRytVAJQWJY2HnQDMTKrWZ1QhCSibDDuUaIDSAX3A4+JAdQxsC0tjljKVMYqVcvTdqZCUFYrzTWmz5qm/WgccOGW8lbgRzED7VE7YN21ux+HjhMN3bvOFtFAx/xIxEajePr4Z3/p6Mx0r9vq7w5inq3OVbtejws5HI7GrqsA5JxjDJVSGChKaSZfunnr+uRkjSXMNKxcrmBZlmVZmYyRyRq6Rig+LN4hCkiCCVBEIJNzBRTFxKTMKpSyIg8yR7JhGErFKT1sKqIYUwx1iJQftzj0er1hkvLeqP0//y//momebduU6hAGhUKBIFws5m07m8tlFIK1egVC6TjjMDyQIMnlNNcFBGiQGyKhSYQN3caxpTF7efJMnDgGwCmMCYA2zcUiGfkJ47wxNZ/Pz3Q7Q2oappkZDHoqRY+fuTwcDieqjQl94eSJ5QcePLeysvLGm+8MRu6du2vd8XBzczWKh8WSHiUO1DTbzgmBMlY2CJw0SVkCOcMcEz8I3YCNnVGtOiF4mrUylqG7I2XoGCggeQIhIpiHkW+aJpdCIxpSCVQq8tzJqdqx5SO6Jm1bX13fMDKapusYhQjBjIlYnA66fZ74kGaiKADS1KnGUwkkZCzqtIeD4WD8gXf+TKVarbb6PcbF7NzcyA1X77SfufwIRRgK7jvBX/zFNxcXFw09f9DqlsrVYmFycjKjpLW6ujZZy/Vb/TQOv/Ty555+8MGbVz+8s3LHGXkGxYHvYWSEQZzGWpxyaqKYwUwOzs5VW3vNOE5DV+6wPUIIwiCK0ygevXPlvdOnlwxDj+KxaVrnL5xbWb3z9jtNIYBQsFqtl4qTO/f2AdSOHzsZJ+7O3t5B84Di3Mqdu7fu3IAYC7XVOYjG42A0HGesnKazJ5+85LmdzfXbJpVAivmFCYzJymrzxYtPSilrs5NJGBVy5mxj8ebK6sxs/ezZi3/1tW/bltlpHkhBbbtEENA0vVio7O62gdSH3YSxEUTa4pFHb3SvlfJ4Z3PPc9y93Xh2ZpaJpD/sXlw4d+PmSmNqwXOSvd3u7FyF8Xh7r/lv/u1/fODs0//yX/yzP/z3f2SXSoge13LWwUGzULQ4l71+v9MdLB1tlAqVjc2dM2eOXL9+7Vd+9efff//dKCYnTx299skd14uq9anR0KtPTnZaTYCEVK6QQEiQKnD52YvXb1w1NNxudqRUrutfvHCOJYxAKDh3Vu/uVKtVQkm3P5icmi4V9VRIjBWlepKI0XBEMAUSUAwBiICSiIg0ZePhOE46jCnf4wjq45Gj62hqspQvVKDip04XodCGfT+MYsFV3tYAgKZmKQWcoYcxBhBMZPKmrm31ummaQAB9x5MSzTaOjMdjhDO+HwoBLNMq5IwoTCjVF48srq2t9HpN39U2N7cEAKXSBAK6M/aKxUIcx2Hix1ESBr1sNq8UHIz9KEpv3VqtlGtpHLeavaxexEWzs+c/9NDpxx4/+9o//PBIY+b0iVO/91snZmqzc415KLFIZeKy9rhNCEEAa/cr0eD9TNf9YK9iXGKMAASHbbQAAqJRCKFUMkmjlIMwjDzPdV3PD8I0TREimq5rhn5YQ4swlVImSXKYMj6EeR2Os1JKAOX9QDECEB22I3AFgIIKKIkgkgAeFrwdCqZAKSUPZ1wAlIJIv4+ZlEAqhQ/BOj+xu/lCKQwgxRhiA6gsCNo9f6oqRCritDPoDCbsxU7U7Y3/P6LeK9iy6z7vXHHHk8M9555zbu7uezsHdCM3MgMYQJBiEpVtj0e0Jdoa15Q9mnKVa6QaP0wVR1UzHmvksiTLlmSSSgwiCIIACKEJoNE53r59czo577xXmocLaV527Ye1n/e3vv//+311x9r3xhkg8jzoEkgjJjnEsVEDHDGpI2KRVIZAktJ1Z9zXUDj2uoPdjf/4Z7/f6vRHscRI3bh6L5NPJ6mtYtXojOrNQcK0d9x2MZ8/d+bck088M11bxCjT6bB+j/lBTDViWGyqNoURUkoQgoXgLK7u7u7cuXP7xvXrxXz2uYsXPT/w3XG5mGdc7g367njYbrbGg96jjz1WrtX+6E/+y16j+cRTzwBEmQRjL8zmSrls1rIsjjCQgmrEcTwFkKYZfsw+86WvLM1OtcbR9KEaYSyUMF+a/Nov/VIQOFtba+1uD2EaBHEYitu3l4Mw/sTLnzhy5Eh/MBg7vucFk9XKzOy04OzoseNTc4c+/PDDw0eOeEGwubl998FyupExTNMwzaSd1Kmu63oYhpZlAQB293allBMTE1ABLrgE4sCzHwx7dsL0A9e09GTK/o3f/GeDwcA09EzCvn7zuqbTiVIZALC6slrIF30veunFT/zgh9+9dOVKFLKEkZqdL5+/sAhR0O30dWILbvfGCMDMZIlCnFTQYEyalomB/ePXv59KJxLJ1He+/aeTmVwuo1MqgYKcRbZpE0TsRCIMQiGUhUzC8fqD1fr+w4Vjh5948pETx05TmvrxG6+/f/ltTEenzsxeu/5T08wmktQw9KuXr/iuX66VN3Y2qUEZA/NHD1EILDPpRfL1n7wfw/HTzx5KZOmth9dbA4cr5MYxpMQ06FSpSBBWALaHDqYKWsbQ9zWIg7EHAJQYcs6KEznbtgwhtJjpGGJgBJApACLORo778c+9/OqXvvDMxz7+5lt/d/vO/ccevzAzXXbGzs2b10UU1J5+QrJ4opgDgksFDEJizjiTY8//9//HN2MJP/vKK7qZqO/vHj2y0OwMuneGM3OHWBRvb+0mTHnn+o1HzyzOlEpb99YTCa3t7BOcicPU33733dr0+anJ6dd+8IZC4ty5k6YJANCefOLx3d1dwfnM9JRlWbWpWqvVopRmMhnP97d2t6QQo1H/ww/ebXYGrd21ylSFQCkQWltbGw2b/d6wVs7I2ANQS6fLv/C1X3B6sUl1ahqLs4tYBU+e/+yVW/ePHKo6DnfGddcJs9n8Tn23Nl2hWvbm7csR80oTxZSVmJqZHQ55pzM4ferJnfp+Kq0Dvw9coCMlfccAVMOa6/tMylQmBzCqFMeCS53onMcS6HrSFFgHSLKIa0TjHHsH/YmACi6jSEIEpZRhNOAyUkrYOBFFPlSKUjtiIgjGhYkYQS4oRuyAHyI5E4xDFkEeQAdxOpvkEj7/3EtzUQtQIYUIoyiKwpKei6IojhilWiAUAMBM0HEwNCxlJ3XXa+x2erqTDAKp6wkIieCgmMrpRIn9iGLTtHLY1muzRw8dP494QoR6FLh+3HT8XQL1penHFqdOq9CfWJpHuraz5+72RgxJBSEiWDN0AIEBdYSgFEIpQQjZbuxIhKhua4YlZeSGXTcEsiuVJBBpGAEMAZCGqZsIMUqBphkaSSBCrIQiGjfQROwjSjVvJBXQCbFEJAQASgKlOJBKcg4ogVq6VJgcOc7DtQamyUG/O/Qcgn0lMNxrYAQwagrJMxkzYWmmRZNJy7ZtU2uXSqVirpCxC6GroLAxTipEIMCHymp24nAuZ3MZMO4RIjPppO8HlmkLDgjWGvXmYOCmjVQ6lTYtY7ZSTqeTCsi4ErFYlM/l3Mi9duvypUuXB0OH6EZr2BxGLT0DkEDjuMdUwEZGHMsoFs7YA4gipI2HI6mAaerjsSNYODc7qRGaSZahAkCqwNfCgJmWAQEMggApphlAqYhCEMcxUEjTMUWsXd/rNvYpUUeP1RSLkcIEIcEChbA76ikJp6oT3U7PHSvO41Qq2W63o5CVS5OWpP1hK4rDiZKdyuepZefTmeFw9NprbyeTqeNHp/d3msu377WbfqmcUkS/eWN18ehssTC5u7e/tdWyE7YCCCNjNPQgpgbSP7z04aNnjufT+UfPnh8ddjc2d9dXm4yHpg4FZwQBSye2beiQYkWaO4Nk0i7lJi0r3ejsIqjHEZieri0tzbFYrKw8ePbZx5Yf3ol5HwJYyNWoYdT3u0GAAx8KQeMI3bn3MJnABGvT1YXBILpxffnEqRMQszCOPnj/lqFlwzB+7Ilz6TS8fv3ysN8L/fDQ3GzCwmE4gkgcP5Xr9fZS6Wy+WLp2+ZptJd98851mt/WJl19mLCCUCeEAxTGFCIFsLie4dMeDwB1NFEtchIahb23Ub968eejwTByzZqNf3wssC4zG/ulHzjxY2bp1Y90wcylr8n539+yZhem52dX1ejo7AYm1sbe3vbcBLIR1ICRLZ1MTwUQ6o+vYiMJ4cXGmUp26du1Of+iBqJ8vFF//0VuNppyZyaWSOcPouq40jKQQ2DLZ2TMz9EykeMAChikJIjE1lXbdCgRwa3N3Zw/MH8ru7u0LqYjrjqimpmoTEKGt7c1qtQZVOBoP+70h1TQAEY+sfD6vlGTMHQ76cey77ihmISFYSi55iBCNYt/QLaL5lmX1B01dL29v7Qz740IuNxr0kskUhDyMYo3q9fpgcrKCIAx8f2lp6chSDSNgGpZGSHPYWVtbT6by+Xy533d838+kiiyWlmVNTk6WS5OpVOKlF1548OD25saDWnUhl8vayfTCwpEPL18PAwYB4oy7rlurTkdRrBRSChFiVKpT3daAMS643N9phmFsmekXn/nMr//6P9/eXXv8PF6YmdOwNmj32ajZ3feyyYyu6dlsDhLMmbAsEyEUxyGlmpL8oMpVSg4AoBrlnEsIEEEYIUIwAMDzvVa73Wq1RkMXIaRphq7riGKN6AAABPEBS0sCSBDinB+o4YOk8IGiPXgHUBzEug70LoRASvX3GEgIoJJKHpwUUv592uwjQYwQiliglALgI64wE1B+dAwopRgQAnLIEIaUKmBDZ+fhXqbpxtEw4urGrQddrzAYD3Qd+0F3dfUKDjqVTP747OFKsQwF6LJ7Qcz6vhDAJHoOa1kFjWw+r4AsFKd+9JMfvnfrVr5U4po2dH0GQXfIsMHSiXwYgmQiUUhMREEQjMTLH/vaRG6y1Rxev/FBtxNsbbfqjb5u4i9++RWMsee5tVqt3+/93Ts//W9/9EfjwDUN48Kjj5aKpSgICSEIEoTQ+trDjfX1VrP1zMWni4W8glBARA37wuNPxpzbdmJubh4ohACIIx7HsZYwgZLj0cC0jAP7XEG0ud+uN1saAs/oQgG1/HD5b//2+zeuXxFBNHu4aiZpY7+zvrl35epNjaTDkA2G4/vLK/3R+OjRE4UJG1O8trmtlBRCfvjhh7Va7ctf+0VMydGjx77xm/8iVygwxnZ2dgIviIKIc64gmJ6eLpVK9+7de/75503TjOMYKAUBjIKQc3673clkMoaud1rtxcXFIAgq5UlnPOa6rlGSy6QpQlKBXq+3sLDguQGh6n/4R1//vd/nU7XK3HR5ONxfXV5de3gbQ+i74vlnXrFoWUID67oXhMmELlDEIqab2rEjJ+r1nbmpqd/6n77Rrw8r5YJBcRyy5n79L771nZdeevHatRtBEKQSdsZOrq482G/UH7lw/JOffoZQGTMRR+FzLzwvgLO6/r7nD0vlYhzDSrX8ve//gLng9LkZoqkjS7l2f3Bk9sLf/PW3Bp0+ksbqxvbXv/FLcwtWBMeRIp2B68Z4PPYYhV/9/BeLRw67GrashD4KcRB++6+/TWxDRWx7fe38qZNKirW9bdNKeKNREHhxFOUNXSkgpYCIhzz0BdOTqTfffu/8089LTlKJXOix3/+D/2f53v2JiYlyqThRyBVyWRZEkhIlJQRwPOoToiPN2tnZr0zPUCOBdUu3TBOh0WiUy1vUTC7ffXjmxDkNikrJ/sH3/rrXWRn1GwnL9F13grV5TAPPCoIEkvaff/svXnzpheG4EwuvVJ4YDZx2o5EwzUQicf/e3bNnzzIWl8rlwPfv378/Nzc3Pz/vjAZrD+7tbjzoDx3hdqdKR3fWHhi2jOP+oNsKnDiB+rZNMbGefOK5wINKysDrl/PYImG363VarqkVGvWuVKrXG8zPHSXUVvs7hgWEHF185tyl997TiAYYTlqpZKLabsgvfOFLoXNDARtAxzSJ4jFMBGHkJpJ2dzR0wxArPZudKC6hu3fuBEFAkArDUXc4TGVyEAoW+Ng0EBEmiTBGmGKEaBQKO5lACIycGGIAEccIeb7kXCAQI83iIH/+8U8CwKOxMNFEZ6A6Az8aD1k8hszIJkrpRNXxzMGYX1/d+e57P6rmy5ZlF4vFXCY7XT2q5ahhaJ7vjAf9wbAnQyiZHfNYtyjRfKwBzcKuFnr+TsxjQvAOKxiID8f1pJ10ulI3qkanPGqZZxY/O197IgtVNjmM03WlwsBFV6/tERgxOaAW4IBAowCRLpQM4iCMQgAhJoiQg8GYkkpIpDTD6PR7hXxWqMA0AUQcU0NyEocYIoARkAIKoKJYcQVG7hgoh7EY4EDBOBxyCOH58+ez2aySQAFMKEaQcM4hBBgQxYmAAGl4OAreeOt9aotcLouNEZe+YRqRRwxD4yJ0vQEEwPX90cgHCnAGqhWrkqf19fX1ZK9YmDx76omzpx4v5abu3rlX329MpItnj528s/YQQKjRlBC80QzjODZNQrAehcFe3R0ON4ejAeehYetB6DqOE0VROp0+efJ4GAWRCB0vjIXKl/KZXJ4DgSh3/Z5iMJksFAqFUcfL5TLdbtdMGM1mk1BFdQkh7A+bACqgQsnHmpmaqlUSlpFI2JSQIAiopuu6jhDqNJtbm9utVhtj4nmhlAJKbplaLpstlwq2lbDt5PbeDoY4nykKBjTN3NrcFUKN+01KtJD5XMQkkKm0SfJJx+kgqKZnCwuHasViBmJtc3Nzf3ml2exIJQkxEomkQbTZqUqr2CiXK/uN1pEjc14Y2MmkH2akgql0Lgz53v6+4wyl0KYr5TgSndaQB9GhQ4ftdOrVVyoY0zjmznjUabfffe9nzW5zemE6luHm6iZB0DbSOtFt3SqUCp26v7sz+sTLj+VyFo8pi8HdezeL5aRUsRAok53wPL/eGJw4PrOx3rh69Zpp46NLM5Rqw1G3vtFsNYXrg2PHFMFkff1hOpmrVhbn5mZ7g+buzs7K8rZBycLcjE7znt8vVyYBjAfjQSKRfOrJi6+9/Q4LgGVknXFYmaxtbK4qoPwgmDs8P5Er6yb2/cBzveX7uwSDiWIeAJfg+LkXLxxZnH2w+cGjTyxtbwx63bFtsc3NhmFaP379zWHfffzCJx6u7P7pf/3+ufNHvcgbDh0l6draXqfjLB6eqc4t3bz7ges4+/Ut7W7/xCOzzfa27wbtRufcubOMCc8Ne20/k9TT6WKpnCtXy4P+OAjiMAxLpXLCtjHGjLenZqqHZib8UccysOcHyXTxwcOter2ez+UePf+YgPchVFzEtm3Aq3ff/b//9HchRpubW4zxmHFKKUQ4jNjkZEVKGXMcBr6ua4SgRn0fY6xTGgYR51zXDYINIZluoMGwETM3k7Ol4JVy1bYyN68/iHwWR8I0TYwI5zyVzgQhs8wEhJhg7eLFZ/UEvHLlg/W1FU3HQADTsP2Am2ZyMBweOnxYCbCzvU8IHjsjy9CzmdQj588YJu33O/X6znA4yE7kxyPfGfuuG1BKfd9LpZO5bN7zAqWgADCTy+cy+Vwqv7u53e/2Di8cosgw9NRoGJw9c+Hic09dunRpbnqGIoyECv2AYsrjmFDKGJdQmqYJoUqlUrpObdvSdEop1jRN1ykmGBKMCQYAjMfj0Xg0HA4dx2GcY4IRREQ7qNgFAADxEbMLKfnRZsHfPyWESEqh6zrnXEoFgBJCYEykFFIqCKGCoD/qtjp1riKIoPiIFokOQAYfubJQ/QPm9iDVweKDMuOPSAcKYSkkhEhIKaVSSHAlFEIAEsWhRtiwv7qze91KEkgMxjEf+J1BzzB0y9AmkumZXGEmm59M5yZzucmJEsIjQjSlsJBEAJMrI1IkAmgYe9fv3ri9+uF+bzMIYj/khpHa3++mkxnOFJCAIqJp2kRiojJZObp4PPDZwwdrLEaPPXExnSldv357Y3Pn5NlT6WxyZeWB77m+7927d2+imF84ND9Vq+ULOUrogSgPwyiVziaSyXa7I7hIJOw4DHO5XL3dgpRalm2Ylp1IKgUwJkoCgrGSgBL67geXTh4/vnz31tzMVHmy4oWxphtccAQkEOL3/+BfFSaKY88DULIozCQsAxLbSAx6XqMx6nT61fLi0eOLAErdNHr9wdb2nm6Yc/NzEQsBkAhiKZWu64ahx3H86U9/emtra3l5OZfLPfHkE67jSqm2trY0TW+121TT33zzJ48/9hjGyDQMXddN3UAIHaCRGGMHSvcfLHzBeRxGUeyXShNRFHMOoljMzs0KwQDkGAMvCn/02uuf++wrSVMTkXPjyrvvv/vTYd/LpHMf+8SrMFMNWYg1yEUMgSIK6AgpHlWqxZc+9lw6m9xerc/MznMONjb2/9lv/AtMtGa78xvf+MZXvvql3/7t327sbTOOi6VaZabqRsOIhel0ziCWoYk4brfaD4R0DTPR64/63dH2xv7JY4vPPvvURDnXHXau3LiCYbWYT+oEp+zJjc3d9d2b554sKtyMPQii0v3rnUp2dqE0dWzxWNt3cTalJEgqze0Ndur7tYW5ve2tjZXl5y8+HYfBa2/8uFirEU3bWV9Xvv/k6TPtzQdIsc7ISxZKwyByGb99b+U3vvGNZ555tt8fdNudm2tXHq481DRq6DqU6td++ZeL+fzUZMXQDaCUbWoA02Z3+NevvQGoxSA27QQAQAiuUyxQNPKcP/yDPz1z4tHHzp9bmC3mcyhpAx5HgRu3G8NczUbQHA7E3r5Tb4ztZFozSBA6fjAaDHszM/NCgOFw6LpOtVp1XVcpkc/nAQCc82azeeb0iUtvv/Hyx1+0dPq7//u/5wpUZqcjESoUul774f19CjQhcCY7mclPffObfyg4MlBMVXdhWmNRc2VjsFt3oJZqdDuahQuFojvmYQABEu3hZqvRarU7leo0lAZgOGlqFAdPPX3u7NnH/u2//T0AMhcePzE3OwVEqMFY15CAigMoCR0FYRhzhwMeeUcWKkmLYAA6zZ5GLcWFCIdQ+BJETEYIC0QE0XDgB7EQUoow9iGKMVVKMalEEMSjkSiU5zgAhgWCYBg78Rc/+1PI7WAAACAASURBVDUAMlJgKGKA4oj5WME017MxVUg2WOfWzn0FiBBCcBX4IcWEEmyZGuNhwtINg+jE1oiugGQi8iM/FmF/2JZQIgIZj4PAB7rV661w1aRUDQaM0FmN1jLWsbnJpyiYhBAbBiSIYRzzMMQASS7C2Fc4ioSjW/gg89vt9qI4JpoWRSGEEAIJAUQIbLca7tgr5gsEK93wDDty/T5nCuM8xQWEqJRCSY1Ck0UMY0gpAlAoxaiuuIh1ZUolhBCMMcGVadoIUgihpmmGoWOkadREOoCI3rrzsDvoCtBXWovoA8uCQsQ81oRkUsbJpBlFHgTQdwOTWkoiBPBU+ngYBU88+ejMTA1Dcvv+nVu3br//3nssDpXiQrDVRidpZxmTQJGD2aCuaVwIIUQumyuW0fRsFSLOuAehRBhzzpTkWFMQcoJIHIDG/ng4VqaVXtva0QxYLGcP/iy2lc7nCISAUhwEvpTKNKxeb9TvjH2P1feGh5emk2k9CLxsOoGJyqRs3SBWQj8A4SsAEmYuimLX8y0zKbkMgxBDwKMIQRCGQX23t7cbCeUKAI4szff6o9HIC30OIMqks4KLrufrGmUs1ClFCDWbzWIxbdl0fn6yWivV99vD4UDXrOHY3dnZs0xT13Uh+Injx+MwqDeaY3dw9ty54XC0t9+tN9rT05Nz84eHA0fTzJu3bhFaiDxXBqHX9wwCEUbJZMowU7qmEWzNzqaOHq8CCCMpIhHX283NrY0gZIHPdGIlkxllcBEmR+PO/CFjYiJ96/ru/PxUJh+HrDsaAs5sxoDrBZaVKpenlpcfdjutRNKYXyjncmYypdfXu86Yjxz/zNml1fU1pXRCNRZr3V4vCEepjB76PPJkqVAol9OFIjHtOJ3Vk+m0RtOd9vDO6v12fVzM5f3AO35qScAIE3zz6kraKA3aAdSATjGEeHezk0gYCcve228ORuHnXn0MayCU7WIpUd/1Q1fzXG7ZtDqVr9d3rl3dsU19afH81tbdvfowmdYzuXy3E9UqJxJW7eKTL5w4fvQnP/7eD3/w58UiOnGhmsyDmPuBE3Ra7Ww226h3uj1pWan11fbFixcIBSsPN8LQY0yappVIJVzfK0zkCjlAkZqrThDIYt8PwhggfeyGH15ZgQp//ONPbezseJ5XLGZ/6x9/E1669pN/983fanW7QRAm7JTjunYiKYU8mIjFcUwMksmmpIzTSSOM/NGoJxinVNOoAaRKZGzD0NIZK5tJEoKURECRbscdDQLfY9tbTamQbdtxzJUC83OHG41WtztOJbO2nU6nMrl8ajTsTpTSD1Zux5E7HI5MwxJS+WGg6bptmt1Oj8Usl81VqpWTJ0/EUcRY2GjU19dX/cC3cjbBuuuGGjUsy/Z9l/FI13WgsFIAAFypVve294e98dLhRWc4mqpOv/zJzwz73ns/u/b5z38xlbDefffSoxcuGLoWRxEmRAoBDrjtEACGAASaTiklBxd0KQXnsVJKKi6FxAhEcUQpZZwf5E4O5vwHGhICqJQSUh4QbYSQSqmDpJaQQgqFIIIASikPVgYQQlJKJRWhREklhIIQKwAhgmNv3GjtuIELsIQQKQUBVAAoQohSijGGMQbwQKuqgySyZFIBdUBVUwBgjLk8MHeREIJGSgAeC4aoIQTRNBTz/lvvfi9grgK6YaapCg3LptRUXGQM8+NPPP7oiSNpAw7aO9m0nQYFipVinkkVUExACW2TWdof/+Av1ht7DBr9QZxIZna2m53W2BmGSJn5bPHIwlI+X/DGzu5GPYqZEqpSqc3PH8oXiqOxm0ylbty6ubu/99jjF1OZwuuvv26a5uEjC/Nzc9XJyWarIaUghEgpJSAIIQUO+EGIMXbQw9zrdF555bPpXObBw4cQQowJ4yKO2e7u3tzM7BtvvPnlL37Jtu1vffu/Hj+6ePvahydPnDh56lQQcyaVUCCRsO7fu7u88ufvf3BdtzWASGOna2j6RC7zpVe/mktNOi7vtEd37iy73iiXy1Zq1TBiyWTGthOY4jD2bdvMWFlx8FMPg4P1aMcdB0EAIfQ8VzMMgLBlW9lcAQBUrdVWH65OlAqCMSX47u6Opeuu6x7sRMdxDCFMp9OGYRiGYZqmRjUMISZAKkk1fXensbR0AkLoB55uED/wEqaJscYj9e7bb19//11NuLkUYcyjOh35Qe3ok8dOHl/dWvU899y5c7ZmMi9o1uvL9+780q/+4q/82i87Ywkg1HTzV371H127fsMPgqefufjEk4+98eYbo/GoXLWy+dqv/Nq/3GsOGYBSgfHYVyzGcLC8/O6VKz+MovDwkWnH83SqRx67+v5WIWdNTc/8z//6f/13/9vvhsKbny1RImvlubd/+m6plj7xSEGA0fbqQAVT01PnFuaXTIBFGCmCQyAVgFRRgigHKhIcY2hqRETx/t7ecOzEsYAQ9VvN4f7+0fnZ3dV7lobr3X5qYnK/M4gUlABFccRYJFiIMTCz+tLi0nRtKo6i61ev5jLFY4uHf/1//Dpn3DRNQ6eX3v9ga6+x0+oLpBXKlYjzdCpl6BpUHKjAThiDjv+977324gvPlivJTmeTUD4cuMVsrdvxDs8shCETAkKiEV2TQAAoFQCU6pToggsAZRRFB1fudCbVbDbr9XqhUHAcJ5FITE0WAA9OLM7t72y4rvPFL3/1ez987Sdv/9iPxs+/+FTkoda+k0ilKrWFau2onaoBAAAflrIgnxTry9ffufVAgqSRnNCSth+O89l86MGHK7vtXiuRhfPluf5osLG5WS7VgJDjYaO+d+fpp0/PLxz57nff9T0KNHr+7OmXnn8moWMA5Gg8TheKPpMPN/YuX7tO9OzDh9deeP702dOLjhM/uN89NPd4NlNUcmDo3rgXaCBF9QgSL4hHCGNCEpaRFwIZhoUQdL0u41HIwMhV9Za302zNzBc1GqUM+qmXXg5GHpaxEJ6ETCFEgWEqmoBYQDYQTvSRt4cFUxhSKQECACiJkEJASiWElDETECJN0xnjGtUgRFABAAFGGCiVRvD+yk9G/jLR5WBERk6lUj2byVSR1CCgnqaU4AQiEfPQZ5TqYRgIEAVRzw/7tUoOSRGGUb3RjBg7QJNhjCFQUAFCyE5jSwpZLuY9r5PJRo3WPTcYjEZerycRzC0dO5srlinUgSAEGYJzjQomHKnCmMW6bhJQBUBgDAGEggFNSyJAAcBScQAFgILLGGHY73uMIYRkFDV2997rDx8kLQyUTGZsw9A1neRyWYyw4tAfh7lU2dYz07UZyhfnDlWbvY3bD97b2n/AQSAAT6RSYRiEYcQ5Eyq1t+V87Stfz2dnHScaj0euOxw5vXa74Thjxxk7ztD1R5wHCsaM+wox29ayeUszcIKaMCI7u71uN+r2famgglApZVo2RsT3IyZdKQVEqlBIaBo1DRND4rmBadjd3mCilDNspBt4opCuTRej2AlCRzcRQFAqHnFm2QUEcRxzJYFODV3TFee9TpvHUeC5gpvdTkx06fouBMi284ae3tzY6/eHpq77gUf1oqFTKcRwONSoBqTCEEDMTAvrGtQxT2eTmqlT3Xiw+jCZzh4/cYwJDiFcXV1rNdrnzp7AGD94sNIfBKWJbKk0mS+U7t1f89wAQtly5HSlokOwt7HBggBCFQtJKZVcIoANQ6WSqDqTKVXLCqFmd9Bs9tLpAiH63vaeaVoKKZ1M6hqcniWu27/y/h5C4Imn52YXJu7e2m23PQlEuzOuVktcAMdxbdvKZhP5gmXZqNHYqebmu52BadlmgozG/UJh8vr1tX4/Ho5Glg0Xlo7qxGrsdpMJq9XanJ8vHD9VAjg+c/aRN996v9UclErJTDK/s1V/9tlnOoOuG4wNKxH7IBiB177/s+HIhwAoAVK2EYbMtjDC8ujx2rMvPPHee3+XzttmKqmEvb8zxBjNzE1YSTYY1ZUEpeJssz5sNMdXrjzMpC2ETIOmBBMJw9haWzeI+dzTL33u5z49DPZXtq+t7dxptZtLh4/Ggb+91QBKlkvz6+vN0Yh3OwPdVKaF8rnc0eNLjuOsrC4vHj08dge6hk8sHUVMpMykrdsAUglQEEc3bn4IoISAaxYpFvKD4eDXvvA7xHW9ZqcXBnGpVGWMQxWOR55hGGHIIMC97mCiUlZc+b4rhWsnUD5PAUC1SmV6apZSijQZhRwIHPog8igGmVJ+7tTMTBSKnf291u5fNdo7r3z6s8Vi8dKl9z/zmVcpMV774Zs72/Vv/PN/9d7PPpidq9amy2HQv3fnnu8y1/FmZ+YIISNn/GBlWeZylUoxDCOC9WajaZv20aNLw6FIJdOapmOMFYLjsWNZycCPB4NhpVJGMYjjGAJCiI4RCt0wl85bJLF4eGnYH7z4wgvHj5/Y32vVpmarlRqG6Jlnnup0OhClEIFMMYUAIphxhimhGH0kSaVCCikAASYH2SsAgFICcCElBghkc1nP8xAEB+cBlAAABBWA4GBERTBBAEh5IMMEAApjIAWHCFENx3GMEMIYIKQ454zFhBCAMMJIfOSzKkiwBEIjmHGhFMCYCs4OPvz/FxUAggAABTiTSjAFgFIKYyCVQlhBJbmQSikhBBBUKkY1JYQvY8AkNEyQtU3i+hOlScm1IV9XRNnppIknLWTfvttavtGM/VGlnJudqRayWZOC6kTRkF42SRWSbhzVB8P372wynbaa+zqwcqmpo4fLJqpnF0uH5pbazf7P3n1/ffn7tZn5l1782PzCgmXZjuMFYcgVNFN2q9d69MkLzxgXvUBFDH3la7+IEBoMen4Q37m/Yhj6qVMnMcaO4+w3OmPH55wTTT8Q8YQQqttuuP/6T97+3KuvYEyUAlJBCJFhGDdu3JgoFJuN/c2t9VqtVsim9re3IBD9TlOJYyyKIKUEw/reDpAibeeWDh+ttzq9kZtMF597+rnZ2vz1Gw8a+9dKEzNSoqUTJ2ZmpoSMb92+IwQII86FGwt+f/lWuTxx5ugZQggAgHM1GrlSisXFJYxxOp3GGBNDi5jYbzQixvfrjTvLb0vBt/f2Hzt/nsXheOw9/5lnhRAY462trTiOL126lE5nHMfd3d3zfV9KqWmablDD0JPJpGkkk+lUt9vlQgo//NM/+7Ov/tyX8vlCEDpvvPG9as4wUaiYl7FxOm8mY/P61Td6ndWpudnNh3eX5mfX9/ZX7y8n7cTOzk6pOLG5uvn2patnz56dm5v96s9/ngtPQfnpTz373/78zwaDwfT0NAMdgPJUl6Nx30hkQyZ1wwoY39peW165PTNXPH5qqt3uTpm5lfvrumW++OJZKJM/9/lf/atv/2zp0IsK94R0EyYC0nzu4suXLr/d2GGFYqXbiD/x7Ct2qugyT0CgUS3mDGCkAAqBApIpBRWAkWC+GyEAS3MLluNvrG/nkunp6nR4qO90m/XBMGnZRrYwDCKlaUqAza1NTFQmY5sJ2O8NFiqPNJqtmamZb/33v/i93/u9z332VSnlcDiKpKclUmtbm5euXH+wtvXExec2d/atMJyZm+u0O4PBoDI5aWBd+Ora1Q99L/A85w//6FtDp3H85OHHHnsqEpKmdQhSEEXVSmmvvkN0xSUHQEkBecxtPdsZNg2bSCC4BBABpVQikVhaWspkMrdv304kErZhQgkHvd7pUyevXbsKgfjB97574+bViIMvvfqpX/invxp4AmE8cni97gFEojjQLGroCgi6tPT0wy7ojUM7nesMR4uLx4MgWltZy+XKupm4fO1SGlYTqcLTT87v7u7yOE4m0pVyZXX1Yafb+p3f+V8MIz/qs263naAUC9nt9DRdt6AFgfDbo87Gfm/v1uHFcuve/T9553UmNEhmmFf0g/XTj8w98ujh8ej2wvwEhwNIwes/fisKRSY9M1M7LUUCI4sSPWGkG829vjuut93Vnfb67s5upw3U+NjC7MelTvFBQ0MIsYRIg1IHigSKKQKxYfEohIHECCkJFSJYYaUAVAAigBCkSEWIISqklExAhPQwZBoiGEEEgYJcSeEQFFF17cGt2UNVN8xV587pxuFRBHVdQwjoyOZipJijQaKg7jhjOysH7v213Sv5dJ6Qk6OB12y0uv0+gJhQLY7jg5gvgQhj3OnsIyCTtmh31oGSGEbuuD0auaORiKNBEIdMwtrkVLlYLeYrCdOEONC0oNXZWXmwMTt9pJgrJhI64xElWhxxIZRQCgIIEVZKCqAUxIRqWANSKABiS7e+9IWv+M7mxuoKlCqQvfF4PGqP+42RiOWxxZOHq4diFxybOzk/vSBQ6uqNSz/92Q9IMrJzUKAIa9Tzu1rCVgQXklkU2J959svnzr7QbkRZAxlTGqFSNxDCSjeo4sbBoKjTb0IU/+Sn3/vLv/kT0wTMD1v7nYWZBRHLRDJJqD12veEoUBJls7mJfMFznFD6RBmYYMbDYIxwQmt2h4RiIYTrhpzzzc29RCqBsRoOfC9khglNi/pRLKEiFA1HgYD7mqZhTMMwsg17cnISI5QvlcPAAwgGIVg8XUZE7O3tEqx32+OI8Yh5rjc2rSyXIZVxGESWaeoEpxMpzw0D3zUtDTLoeN5u35ma0v/p11+9cedGIZ/tDHo/fP2t+YVar9ev1KZSaT4eit3drfHYz+ZyLKYfXr7T694uVewoZBjTwvT0yB1lbf3w0RlDFzEP/WAcx6HgnEX8+NLC0uKsF/le4Dt+lMrYI8dDGPX6XawjPx7bdpaLkChUr7cZ80djNlXLzM4e2t5ctYyMrik7ZY1GrgJiPB4ohTA2hYgwsl3Hk1KtrKzkssX19YeFUmYw7EWR7HYHqeSEZVM7CalGVlYeVCYq5Ur2qYtHAXbe++DHZ84db3baQeyP3WE+m7ly+cYrn/2sYZiXP7zqR+xjH/uUrVvvvPkDiCTEACukG4YCyDIJQLFpq1Ils7O3ighbX1+LBCwWZvZ2u3bSClh3YtIiVCTtRK/f3djcrDeCVJrk8oX6fldqAkofJfDHPzmTtfIsaN25/c7x8ycdd+T7IaV2IpFfr7cHveHikXnGuJIylUq02p1D83OYwHw+O+z1vMArTRTWVpfLldzs1DHJ4PMXP9HZ7ekk0WwOhJTNva1Rn5kmOHxo9trtG/s7e7qum4ZB8N/3G8ZxTAjlQlBNTyZTQRBwzpLJpKZFhmVkcrlKpbCwMCdiHniRkoTIBBGGjAwDolQ6ZxayKWPS1ApAmLZtY6JMsvxj9Le5dGZ3a3t+eq7f7f2X//zHx4+f+eTHPvl/fvM//L//4T99+tOvnDhxann5FiZxtTa/sx0FgV/fbyGEKKUTuTJEIAqZM/IhiMMg3pC7zzz9PFCw3+uYOlUKuTy2DdMyEiYFCSshuQBCKS4MwzQMM5PMTuQnDd0GAs9NHVp27//VX373Bz98vT8Yzs7MZ3OFSrEKFKCUTFYngyCQTCKEEESUUCmk4DFCCCiopBRCQATxR5BGpICCgEDEdQ07vuuBSDcsxhiEEiGpAFBKKsWAOmjplLGMIQQIIQW4VOKASwCkAFBBBCGSEAEFlJCCUCwEEDJWiAioFEBcSIkYQAIgwSQXQGKqxSxEACul4jg68COVUghhoKCUUkoFIT4AigEAlJI8ZvIgZAYAF5JZRComYCgBQxYWUvTdAbWgcBmL/UI2Uy2cgsjAKJHSJqMx6O33l2/em65NCaw92Nk2071eey9l4ZSBbB0VikXNsmNCNOOR+UPzv/q1s5PZ9Dtvv3v75v1oTLqe392/Kbm6cO6JL7zy5UQyASAJo3js9QmlAmE3ihFGZjLr+GzkRVxgqehw7FBKDpwRathcqrv318BBVgBAjAlEACMaxyEiuNvpr60/LE1MtDudRqNJiRZGka4TIeXKgwetZqPf61Yr5dmpWrlcjk4eX7l/7wtf+DkpRcwFxFgIqRN6+8Z1jNSjZy7OVIb/13/8Ty9+8tUTx8+sPFi9/MGKQc0zZ54KItnrDQPG+s4YYTg9txBHfHV1fW11/fyFc6dOntF0rOkGAHA0HkII/TAcjkblau306dOHjxzWNO3KtesfXrtarlQcL9R0e7I2Y+ia6zgPVteBYMWJim4aB+hiPwySyaRpWxKo849ekFKGYSi4/PDy5YWFeQjl/eUHL7146p133oEQnzx1Iop8TTcYUwNnfOPGZUhjgWLDZBNJo5hPjvzAtPCZE5Mjx4Uyinz/J2/8OJtK5PKW64yYCL/zl9+5duMWpPr8wgyl8Dd+89e//Rf/+fLVD2vVGoBhu91vtztvXr7hOqrR2PPcXrff1nTDNlMPH9z+4P0fzi3YXPVv3H43k5sImDcYjavFwkRuur0X+D56663Lv/71f5nIYIx4v9MY9Aa16dmJ8vH+qCkkf/VTn6tNHH24+ZAkCMK0PxgkbFswKZESEACgEIAQIikAQgQTPWIQQG16ar7XaYycEKvASpPybHFzY9PpSM3Crq/8kGk6zhXSCEcAR8dPT0ElZ6rVa1eu/Jt/86+ffOzxdqslFaCankxl7ty7/8d/9t8nSqWf+/KX/TB+slqrt9rrKyvpTLY0Udrf209bGXfozkzN/eBv/4ZooWHS8Z77k9cvt9vOK698XjNgxCMrYTHBmGBRBIh2sMuObTtZKOb3GtvE/IfleAghzOVyqw8ffudb337pxRehVJtbu5aOLm/e/+k7cnt7+7GLzxUmJlyPJZJaHMad1h6LhBAqDIGlpSQIEPYtU+oaESG+8sGdRidCmsEVPnzkpOOFIqLlyZmEbfUHw4+/+Bmv63X6vVCEyUwWAVzfYnGUPn7i9COPnNG18qAfjbsDixoEGVAJzmC1UhWRpJAszs29/OLHDY5iPlzbuD0xmVfEHgf2j9+8uba6EcQNx92fncwMx/t2RjpOE8Awly9QrEsJIcQs5pTowx6zrdwwcrYbD4rVqoeSI7fjjtpIm798/TrwAyQdjsdElwSZRJoJapsGoBbe3Nvb2dtXekLTKAQYAiQloFRDACIEEYQQQSTjYjY1MzXLuNCIjiRSEAslJYQIQaWI0AG27AiJB5sPlaoytV4qZXUtIyNlGQbkug4NCf3I80yagFhu7Pxs4N+qVjXEvFFvb3tv3/V8TDWMKZcxxOrAohAACyZ7g6ahoSAiQo7bnaHrdkdj3/WY4MTzQy9omInUnbvX17SHM9X5Z5+5GMej7mANIpZO6ralKzhG1HLGrfHIKeSrQiEpNKgwJhBigRRWCksGZCyBghAAxvn2xk42RY7MnTaISVMCITwYjvd264EXZRJFSy8dmqxV8lXm42urb775zo9GQbOUSUZMMcBkwAwjEfuKIDP2lc0T5088Pe6EmtQt0wwij7FIRAAA5SMEoSM41I2URTOD8V6v1Ty2NI2oz0V8eKE2HHpCxcW81e70Tj1Sk8LMJitKkm67KWJnYTY/cvQgDPxAQAA4Y4TgOPYNi0IodRNoghCKRuNBb9jfb+7m8vbUTLVQnIiiaDAKuTAi7jMeWYYNIQRK7uy2EpZpGrTf7bE40jRN0dBIaIvHpuJQKgUf3t9TEqRTBgRcKYnRQNM0CEKMoyiSS0eWqpPVY0cXa7VSq1XvDraJhofOuDfs9fqt4yePjV3fcQIWq9s3VovZ/P3Ghh8EmUwKKB1BWixUlexTaDAILCMpmYtAZOo4ncJzc0Wqg4j5ECogVRzGSOJeryOhCOLQ9UIJ9JmZWceJHMfL5dKpVGJzs+05PcNM5SdyQNonTsHjRxcpVplkutEYbW/unjx9/LOf+fRefSdmwdzc3Gg0DnxPCDlVnRIxG4b9SqV6795mf9g8slTJZLKWPgz8uDZVNJPq/vIa5yyM+qEPMtlqr+eePHbM1O1bN+7u77aCQLb3o821+Ob123bSDgM5GrG33/qw0xrOVKeOHFpcXrmVz5YEg4EbUYJYPD7zyNz0bH59Y3mymjJslClU19d2CyUbQkw1TTBjPHS31xpRKIb9IJnO1qaquVxh2P8gjgKd8qMnDi/MFHgYi1AL4u5bP/1RDJhtZ/L5RL/nJewsIfsHV8TRsJ/NadO1nOOM5udm7t5eNk2NC5VIa9VyLZkyg/H45NmliXR+5+4+0u0b79/xwigWUZLmWejcu7m+uzU8dnwaAMxjRVKp5NGjR9bWN+vNvVptplDMc87H44HjOIahxyxOCFvTaBREpp7RcZ4BWJgoU5zWYNqyMpDmbdOESsVhrGMTKSyBZGEYqvFEUb/49KmH63fnpgu+18bKn6zU7t/+YNBuNrYf3L1+VfKAKfnmW6+dPbuYSKRSyUwUBFKqbDpv2/bu7q6UAgitUp4bDZ0jh2ZOnTw9PX1II2TYb7XaKIrCaqkyGIwVF0BAk+iN5j7CCgJkJLVcKnNo7kg5X93c2MvnSj/7u6v5YpZo1o9e/1Eyk75+62YilfQGDCH0ta/+/OEjRxjjCCCoEBIIQ8g40wlSSkkWSwAoIVACCKBC6COnRSkMNaGYiCU2NcGg4ApjjCGBEEqgpBQAAIIRRlICoZRSigMAIBAIIggVJkopLqRAWP19j5hAGGKCfD8ESHHBopD5URTFgReOEJURC0bjcaFYwESTAggpAYQQEcYFBActu0AeEA8QUgoqJQ94CJRqgkWcM4AgIijgASGxBMHI6bmOt1dvuMEwCEcG1qbnjmZTJRin3n33kjPaeeUzR65dfS+fzv/jf/JPJqeq7UG/0WmNh6PJqSnTIL12c6feuF9vjIaOkCCVS8N48IfvfwdIkbCTzhjmUrOPPHIhk0pTinzfGw4HjLFIcM65bpphzBLJFGNCQQyEcryIc6BbNIqZYRgQIQih5wWWbmBCgojrug4RAjJmjEkp9/b2yuUypfT95Xt3b99+5pmLjMV379y9cOGCUmA0GlFKheAvf+LjTz35+C/8/FdWlu+3mvu5fPaTn/rU7Zs39/f3z194XAJIdUPKmLOIS561y4ZWPDL3//F0jzjFigAAIABJREFUXzF25feB5//x5JtD3XsrJ7KKLJLN0Gx1s6OkTpItWY6yjTFsDzzjNJ6dDYYDMMbMYteDhfdxjA0DB3iENWSv1ZbbrWBJHdyB3ezIJllFVmDlujmd/I/7wJ59PU8H5+Hg4Px/v8/3wjPXXswVykvzFwxCh6PB4cFRFDNiEgHSfLnk+344CoaDcZryUqmEMZmamgJQWpZj23a72zlpNm3XOTc/f3By8tLL/1gul6vVarPdiZLknAQJl5blTE7P3d+5ryVQEuxu726tr8fBMJ/Pl8tlz80qqRcXlhFCUmjHcW3LHY3G9zZ3Ll+5ki9kk5RjSsI40gpywbmQAICEC78ffXTr1uypxTxOJrMgazCkWKlcEIbV98e24+1ubwWBqNWyjMVCphKldg6//cE7BvXqU5lWdydl0Yc3X2eq++EHH126ePVLX/qiaWT+8eXv/ulf/vnsjPm//fH/YlguNSmlOJcrfPLxJ3OzucmJInIktXPN9tCy3aWl092j2CfsN37z3/zpf/6Ln/6ZrxCDtTshpaSQa2jlhqEyrPLszCQAOhrHx83jSrVATBWHSdYr5LNZxljMU4GU0lpxAQTDEEOAMaRb93dtw1k9fdqiYNjdXb/14ZdfeELTRnFK3N897HSCrOnMZGfSVEsAhqNofmkaEXFx5dz3v/Pd//Af/uMjD38uDCKEcMbLhkliOub6xsaVRz9nWVbK0oznHh8fZWx7ur64vn5vPBgsLy//8+vvPHL5kYT1EU5+6Zd/Nk2Dt97Onxy3l2ZXsbIcjKitjpo7x8327OwCoRZLE0IwAPqkdfTB++9XGzWIbIAR0EBrTSkFGnQ73d3tnfbZNQDAyUmzNlEY9seea0zOL9dn5n/l13793s7uF57+3N/+7d+tLK+snjodBTFIueVojWMTB9SRFNMP3t9MBRmM+WNPPxzx+KTdHI/S9nG7Vi2eP794+MZWsdSgkCTdUT9sk8SolmYgsUvV5dff+Pgv/urbv/mbv/P8818uTsA0TSVGEKDS9FQoGec8juN8yev0Dh8c+iSAMO0QYCmQfvjJD/cPTzodd9iun/mVf+k5BckGaUCS0Hho7cqoDwnMcIYM10BYK4FMhzDR/cVffj4zUUGWSSiCGty/vXtwt6lSIdRIkj4kCdG2wS2qKSUMUX100MLYTKjLpEIIaC20VoDFGoIHxzIAAMr59tbGrTt3OVcYUUIMABACkBBiGAbGGBgpl/eBLvqjbrk4MV1bKJXLIgGWYRoExirCUGqhbBsG4f7G7jsJ2gqSHd2zQJjbj5sCcsN0lI4ExwpgrQGCBENIqCml5DJyTSfmfa7GCjAu8djXUWKNfdEfpoQgDYzhoOtaUTQKS4VMtWb2Okdjv5dElMLs5KwnBAvDk3anWSkXKHUlwFopAAAEAiqqtYmAgpJJqTn3MxkMEArDpBuMKbD6UUdKXSiUS8VldyqX8wo8YodHQyRdyzDv7W0LBCF1Ot1EIwkQ8lwvg0vT9fqoP2q32s+++BXPa4R+BA0itbBspCEGEAFNpEBC94nhBnGiQvVPr/4o5v4oaUajkzRNIXQQtomBB0mQrZoUWPnM/G//q38PmCN4KthoOD4OImNvf397ZydJkpTHzdbxyO8wEaZsVKkWiWU4Wdf3i6ZJNZCU0iRloyAYjEJqWFEkkoiZphVJRSlFAIZ+NOj5Gc80DSOMxkcnJ+CQuQ7GCBJgKuY4ph0PQ4vYQAqiQS5PLJPu7/WW5mcMkn3y2qNf/5lf7Pd6L7/80p31W5efPj87O+VkzPbw6KB1H0J5fLSXz1YMCGZrNWq4BrHhoE8IwRhZlgkhmJyseF7GNK39vcOJgjk3M7c8X8cgUXLYH7W0UrbjeG42Xy/0B8HB0Qk2MYbYtWypDcFU5EeFXAFCwdLUdTOMdzWMpMLLi1MzM5VsJnPzkw8//KBVrRAhdC5buH3rtps1PdfMZVyKkdWoYQiDcbKxvmtBRylQb+RyOSebz+zvH83NLdy6vXvz5npj2guGKQBSF4SS4f7u5v7uVn1q8vbu9qlTKyYpXHjo0vUf7if+btYrCC0a9WnDSImRmZuraM12DzaH4/Ha2po/Su9t7EghPA+63tnvfvd7586fcjOZlOPRMMjnCmGcUuoSYty7e6AlxIhOVKZ3Nz+9eHHl3tatQb8FYOp6nm0ZAGaanTCXyZp2Jhon3W4rllFnOMDUM6B9tHd3oppdWlrauLPDU97utJVI8wV3PB5nHKvd6q+unRWS8US999ad5dnCs9eeLGa8xx+5sr1xmDENCk3Hc7mICdHtzvF0XVxcu6aUBpoSxtNW54QaKF/IdrutQqHU7jQRQgDqYiknhEh8+9bHndPLi9P1S9E47ZyMS6vlhZlzrlmMI8lBRvB4MDhxTBgmYTgeIQg1YJhyiOKF+QlqjgaDvVZrazxu2rZGSGxtfkRNni/Srbsf/eH/8E51rtFs3+91d3MZg2AINIz81MB2Ekkv4zp2plpuhOOD2sTM9NT822++U6lkTMucnp4cDFtJmGIFFheXt7fud9rd6Vqj2ToulYpZ17OpYRHToPb97b3123tCqI8+/kRCXp2YkEAQ07NdqzYxX5+oI0oRoqZhIY2g0khjLSSBFgSpfoBiCcGTVGJFCMCYQAzhg6Is1BBiJSHQSGlFifnfviAVAAATLISQUj24CKDWQAHwIIQLtFYPLH3OhWVZSikhOAAgDAMpZRzHkUw4U3HCUsYVkAqKkd/zQ7/VOZGKO3bBopkHq/pSPpir/ew30IOdMy70g/FcrTWEQHAOAASYcp76A1+wdNg/iuP2aDCw3RxQiCCbYCkBufnpXjHHz9TPXz77qOc6rf1jwBWQemdn10/k7kkrW6pkKV+/vb5yZqUxufjk01/a39vnKVM84dEgGvUic9JPSD6fL+X5VH0yl8nu7e9aNs3mHGJSITkmpgJaaXDSbE2bdrE00e4MAj8hxEIISQlMGwdh6Diu7wfvvXvjhedeiFNGqRmnAgIQjHqFQhEj2mk38/ncyfHR1saGliKJo0ql7Hlur9fLZDJ/9n//l9//wz/Y1jpOko3126N+L44jx7Y//uTW66+9euXywx9+fPPqY08BATRACGFCiD8YjbrDxdNnvv7TP1/IlaXC1CCYwGzWu3jlHBPiMjifpjyKgmq1GtYiKGEcMwSQVIylIdAwShOhVbFakQjESdLqdrf3di8/chVhbDvO4soK5+rjT24Sw6zWnE633+52W8fHGKiM637pqz+RdXEQhf2tAQAgiiKMsVKq0+tmMhnTND03c+3aNYQQRLBQKnLOp6end3f3hZRRmjz7wvNQIRYDiC2lJLUM00BR0HIdAyHKpUyToFxdaHe459pJwhMWRnHP87DhGghbmFqdwbFpovp0/u7mxykfKgWGo87h0R7UVq1W//d/+Lvt1jCK+L2tjb2du8QAGJKF2flPPnn/+Mh66vlFqUE+X9293wtH6OzipcWZtZ2d7ZHfnprLB1ELWQhjY+BHtuNyKbv9Zpik09NTEocCj0ZjgICplKaIDHpDADQ2KCLEoBgSqRjTxEaQCAWW508dHR3/4Hvf1zIIRgft5s7B0US5Ts5cOgfAZc7MjDNlm/Xmcbi7dxhG/tb9O08/8/jbP3j1V37pX1w8f06yxLVNIUGaxpSQDz/8AGhNDOuBa8d5OlmvspT12y2oxEt/883Hn/nC6pmV+nTp9TeuZ3Jke+eWQeiT156erC30O+Odnb16rZ6KUbGayReLAFHOtQZEaaCVtCxjdm6S2laSJhBAgDCE0LKse3fvTtYbnue5tvP6669jy+kNukk0UCrJF4t/8Ef/8+Hh4a31e7s79x++tBz4ycb6bjGXd62sYFzS5LV//ha1k/39k6Bnn1956sKlK0Hoj5MRNalhass2T5q73375XrVaPTzeRoA6OQJSMg78ja2PXaMomRj4w/6w842//vMbH79r2TbnvFypXLhwIY4jDIFhYM+yun4PY8yNQiFbyjTO+wwophHSv/Hrv81YkrE8KIGKaPs4AlgAklldegTKjG2aCJiOjQFMuOCG4TDWNx3/1sZ3h59GiZZRnDpGtmRNmjCvCVXA0NQAWEJFCLRMQG3TgEhSQADHhhKISwAkgIoSpLX8jHkBGkKkqJYe1TlqYRqnqcICIqC0UFpooKSSdkKCsM9EZnZ2bXbqkYx7OvFNx6aebfA0YnrEuIIcDAbN+/tvDcVNszAwchGCIImlk61oaCjNUyYxNjTnpmVjCLUCGEsh0kSkClJIDMMmwTDpdEZSWgiaSiVCMCFUGHYIVtgllJI4jsfDeDjsdbonaWR5VmM06GMkkjg0KQ38keYORhhDSyuplSQaUoAABFCnGAJo6CQdJ2lf8dCh2fbQBxQpBfojNvJ7SvSybm516fTiciMe+91Bf+nU+YtXHxv5/Wb7JE7ifK4QjILlhWXHoKrGNsBtpfPv3tgYDROIEDG07SJiQkosSjIYutpQgCDTyNy+td4dB9gmp88t295MmKStYz+OQa/Xs00DGyTyxf/4O7+TRm4a2AbKIuBWcsVKicxOrT75GAQIcZFCIuN0nIrxf/7TP2EyCnmXqZCYgphmHMdpoicmptqdQCiOoSW0ss0cwjiJEmihQRj4/qiYz2ipXMegxK7Xp/ywY9uYJ7FtuUEEWCx5qjTShkGm61PVuutYztHeYH+35Zjsr/78b779Nz+8fOmSlDz10be/851CMTP2u5VK9se/+uVep8sYw9qm2lUce9n8QXJYruSUksNRZxwgAEA2mw2jQX+Q1hoV12KuqaNxBwifEG4CgE3bJp4IwThO8rly/kyl3W/tHx/wVKVCtZpdhK3Qjy0LQijS1OE8AtBpTNYWFqf9oGMZ1HbICy88/KUvffH/+cZ3X331nfpk/pObXS+H5ubm4iS6fevu6VMLge+vnTk76gTX37qTK5pLS0t+FPC0dXd/c9BLV87OX7m6+s7rW0fHO1jjtdUzvt/utJLW8Ua9MTnqsfWNnebRcOemnp4s++Po5vq9bDEbRBgbKo5CCMLJRv7hmUthyJonA8XNcV8oDkJfZdxqGKBevxuFujuIisWCaWW63YEUMOMV45hBDZWSuby5eXcz5WEYjxzXCQOdzZQ3t0b1WubgsIvUuFGvNBq1g/aRUoBHHFsWAE4QsDt37owGcaNRNl0TAjjZmGQJ37h9wFJgG16724li/8rlh599bDUc9t9981XPyJdytQtnT+3udfwg0QIGo1iEaO3Mlf29jut4hXyZSIkwzh4crJ+cjGfnigmL6pMTjLHhcKihxhRDP8RA+ePob7/5HQqyn7/21eWppwftyKwVTRu/+vrGpx+/vbf54a//6k8Wc4CgAYLSMClU2rbs4sR5doIk7G1297tDe7/di8JAJimBkGAkVVyr19J+dHDUn6g0Hrp89WjYiiHLFN3j5kF2Zk5FbGXl4j+/9vrh3u5EsfgP9+/U6iWe2kyke7vdOBHhqGvb9scf3hBCIKhm56YvXDz/3o0bxDL60Ujc/eTFJx9/9MK/3Vjf//Tm5uZ23nTcs+fP1Rq1/qhfKOVz3nShmO11m4IB23KA5CxlECCAMFCASYQQ1oBIqaTWUHCqACWaKKW01Fppk1oWlUBowBAACGilBMIIYcQ5FzLWQD/AvqSWCCGI0QN/AEEEMNEIc6EEQJLxVLA4SRhnKWOMszRNk4hJqbgQCipsaEjFYXd3PO77/mjgtxoTE/XKhGnlEHFYShSwNIASKKm5Jlpp4SgXYalhInWacMY1HI/D8XjUOtg9Odgp5i1KDc/2TCsvU5wmyjEKC41zhWxxdmZ+aWmpddLe2LiroXHxypWrjz4quJqemonjGEJxtH9wMuy2Oi26a80vLW5u39u+t1nKFwoZz3SymXy5WC5df/PtWx+9tb6+sXhq+dd+/TfG2+ONvebVh69qbQGBU4RNJ+u43lqxQQyzWCxCbPQH61pzhJAC+OqVa9/85jfXzq7e3tzsnxwTLYRiBGJCQLVafX3zo5m5mddeey0IgiiqKyAef/qJhx95tFQqeZ43HPbiOKi55Xw2A3h6+tTi+sadKI2+871XqqXyF5552oJo3O2Xc7mMYwGe2hinSaggXFw4rRHc7Y3yMbdyWQkVk3xr60BrfXr51M723tzsbBrFDtYTEzUIYX84QpBYrhOGEcI4SZI05VEQCiEgCKenvOHYj+J4osYMM9vpdrOFiRe//BOv/MPfEwiiUW+31/7ww/dFHBdLpV/4ha/Pz88HwThkoW1PZ92MYzmO7frjUZIkUvFur7u5dXfQ6Qaj5N76PUwIoaRYLpTKxcVT80zEQjEAwAjQWA6ok2o9zM03hIMTXjGz2SgMt+5tWkaud9IOYWJlxThq2rbrGCXkolj6C6eKMY9yeTpRLo96fTPPQtYWMfrOD14+f6771a98PVebuLiyhhCOU2FQu90d3LmzeWfjNiTisYsXv/jctRvr373+yQ+RLkY9SmTpiUd+Jp8t/7t/82+/+pWvyECBSMKCFlJqYO/sdglEFx46+8f/63/8rd/6dcfMHB6eIIzKlYxIU6YkRIAQrLFOosjNeEwKbBrYsBAhr3zrpSsXH/aHo3ScfPLRh42Gl0qcErM8VY1YCxspzVntccdVuY839nOZWq48caVW6/tjZVb6Kb17ODAMS0rZbLW/9pM/9cYbb9w/6VKv0BsPSqWSYdlpmkolJYIzC4sK4vrU9PH+0cL0gj/0X3/trWEn+LP/8o1apZxzc4Oe/+gTnzedTGNpHmNbCIUoSpMEY2KaRhzHruuGUYBNg3NuYKo1khwQhC3TSxI2PzcDIDBtK18sGXbx+ruvIprUGwVA4I13328ddj1a0jzautv8+2+9enp55Sd+8se4VALqUr587epTe8cbt++2Tl+5Bqy60hHW+NaNT1dWVuJB9923fjQ/P1+r1W5+svnQQw/5vj/u+cVyQyWjSHc0VK1R2xfayFWPBuHh2+/ReBCpQ07EM6PpTN7gLNScwZh4qGaBSqKKzzz9RYwsghzLchElUgpCILYA0EgqpSA2TKdcmp2sAxNBf9QzKBmMYqVtg5Zh9SgO6bz3KCLRaBQoxWXJD8IkTg1kAAUTR9pA1IHQD+xChTHTlEIicEhMrDGUAEBIAQBcAIIh5wwAiTECAEghMXBMVFASEGVQjJQUWgsAtVZASmVbIBZzq7Mvzk6dkQxqjixbAxL3kmEUBbZc5Hr/oPu9cfwmqR3lxNg2vTgEWGuvkGasEYu4BtJTEGBkGJbSxHPzg2GYyRT39w5rpZ5FOxZ1I/8EaFXIWeMB4El4bnVqFJijYX/QS5KQPnn1i08/9RyEoNM7Mkkta3ZPjnqKFcLIMB11fNK2bbfdGVIsTcswLKigJtSCgBBEFTAHcWrZDuc8n6tcWXvcoUinCY/jFhun0ah9sl/IGoNWv1EqrZ6qH7ePX3nr76mNAM5jYGbd2srSi5cvPgK1AkAmScKYEBwszvws0nwQRbaTtAfdkMUbn+5CpJWCChPDcnMWxsgwTPf+/W3HRBm72ChWqTG+dfzhVMkbhf35qWoauenYu/z5LxbtudagD0GgNJUScIGZDA0TqwcT8MoAxHbs7J2NN486fWKHtsukSoMoDWMiFcznS93BcOyHlpkDqdSx6PelhhxTJZkwLEsJQwgXQCAC5nhYK57PZoGOnZxLIQZZfHTQNWyEEZqol8uVwrkzZcvKZLLmeOSHabi3ezhkh2993KnkV9LIPuklXSvJ5khsqY3bW++9d5OlCgMDA9uyzCBKWaxMF0zUik6GNpt9mUKRWqPBmHNu6DQZySevnvnic4+yJISaKqkGwy41yd7esWmWP7n5gUYxU3IY6CBgGatYzWQPDlpcMFiwNUHZnBr5iZdznv7CQ/5odPu9dSX01OzU0vxsu7f17FfO3bj9ke/LLC3KqG9gzXly6cq1Xm980NpZzqHpWqXX2n/ozCOeYe1t7weDMdZkeaG8cet+++iEWMnSMppbqFl25gc/fL1Q9CrV/HA0CJLORD2f8bK9qXsT5erxyd7yQuOk3bYtY2E5v37nxKZ2IVM0XWdnd9Nzi/Onpj9+ayMI9PZOx/TynXEMkMgUM0vlAkthqznod3yWykuX5jnnx8cn77zzMaWAuBmlKdKm31W2lZFMmLaiDg1jPuyKiYn8oNtqHqmsMxeGMYtVodAIff/OrQEBOpfL7O8evfDCE/Nz8z/4/muSM9c212/eO7u20u9rS/Fe75hzDvQD0AlCiDNz2dnCtGT2xvpRVteSXitnOSAWaRASBMFo0KuUirlMFkJYyBbCMLSIW8iQNBIQAgWYZRkJ8xEUZ9fOzy80xuPOD3/4+ub27uTM9GEThONOt3ly/e3rX3rumkXzSgmRaoJwOFbhaFjIl4cRk6E6M78qtIYQjUajkT8SQHnZjHYy5Xzh3PLKjz334tvX3z56fQ+pZKpc+9z5p3O2+dF7H375C09dXFmWUi7Nz439HiL6jTdfdZwsRbbA2HJgPpdTUhFCAz+waf786lWblHfv7z98ZU0z0OtB09KZfO2Z5xYfDuMgiiHBlYlaY24+jmOPQJ36OdfUPMXUlFqbppHECYIQEqTFg/0iBaDWEAIIlFZcpgogCCCEIE0DoA2IFWMRwQhqoJUCSj9Y0AIP1AMAIMIEQvVZNwFoCJkQQqZCyCRN0jRlnKeMMcGFEEJKqaSUUgioAVDgM1kBAuHaDk8iQdl4NB7QiFBezGPLNAGCQGkEtBQJwQoIQSkKkzbnLByPwmgcJtE4HDGeQKgUT0o5wx/zYiE72Vh27axBnEK+6lpZBGm72Xn3+gfDYYSAbrXaSoFMZkwwARreuXNHa3371h0p5drZlXMPXQiTBBmk3enajiOEEFK5rk1NY2//aByzYmXiq6vnCqXixuYOgNTN5P0gLheKBiLItAHGEGJMqFCq3xsBgPu9UbfTWV09DZQ+Pj6GUGOMq9XqnTu3RuOhZdph6LtuRmvtuF4URXNzc2+++WYURXGSzM3Nzc9Oj8bBwcHBaNjLZt04Tp599gsHBwdTs9NvvPHG6urqezfem6rVgZKFQq5YLI7H4ziMfH9k267WWghRKpWUUtykg8EwXyoSgy7MLr/09y81m82pfzn5J3/yJ7/6y798enl50O+/9tprEMEnnnx6Y2OjMTVVmZiIoziXyyFCLEoZSyFEScqwQZOE/dV//cb+wW6SpLv7e+fOrg6Hg/X12/l8bnJi4qd+6qc823Jcm1KyfX9LSpEp5G7duhVHSRzETz7xpGmYSgmlpe04Fy5cBABnvXwQBL4fAAi7g15/GLS6A8MwAUKlUrEyOc0t5JoZCLQ/ZoS6w2GcMBkE40hwCZMgDJFp04Iloqg85c3MTlETACz6/VY+Z9p2IRrEJvQGJ6OxCqJxKgX50e7LaTdcPXt+ujZNCFEKeplivpB/7NrlxVMzCYsaM/le/6hUmMh4xeODAALzc5+7ls0Vvv3tVxZPrfziL/3SoN8L/PFrH7xVyDpAaYdqy0As6q2dmWue7Hd748EwKpaKxVLhAWb3WWRESEIMpbQUEgBAKT45PFaM37396Y13P2hMNP673/3ve73DOGnnPHL/bgfohJhGb3jU7jLBT3jqVuvzAArDyAjAz1+8TCm9fuPDo6OjSqXa6/XHQdxsNRljJycn0/Pz42GMcGJZpkYAQtTpdOr1+o996cVXf/SaEOmPfvSDvZ1dBLFmutPqd0SPc3V8tL+ydrHb7kLw2W1LoSilnAtCiR+GAIAkiQihSimMDQxJr9dLWVSplMMwNG2rPxgsnzr1ynd/iLAsFr3l5TkA4MOXLmuOx/3xY597eHF+cnZ6BkiptNQQIIKl0HMLpw/b+/WJWcHxkMUAMqXUo48+WigUpJQvvvhimqaMsXq9vrGxUW80iqWS7/sPnqpl21rrNA7jNHEch1KqSfKFx5/QpJsrg3I1p2RMkMKKBn2AFJzylmzbUQJrAMMkBslnL7YojrQCCCHHdk5ard/7/d+fm5r2HOOJRx958vEnSsV8qxdCqA3UgCbBKCYG0Epi6kDiVIF5cBhHcUxN/ZmPDYBWSiulAOBaIwABJpBQikyEMEIIf3awpQwstZb/DYUdOxZCQCKIkIEBUARDpaBSGmJkUqoF9my7WJjgjCNgOLbDJRcCxgxo4A2im/tHHwBz33IwNFzTMIGmlgmTJI7CkeSx5oAQAyIimZZaNZudlAnbddu9PQDhwuK0aWIl4qwLIJfROIkT33WtSs05W6+1TwIR5y6sXXvuiz8pBRJCSBlpwNIkYQxoRWIRSh2unjonuILQA4rcvPVhEqdKS8PQjIUYI2rmut0OIkCB8d2tg7fe+etyPu8QyzFdN//44tzq/Nwa0WppJk8R2dvXChdXzl2L2EjosN8Ju6O26Rr39+8LLmzbwAgTaiJEISGYOJVsxUnTian599+/TolrWxRhLLTWAHM2VliEYayEsA3HJAgKwJWgoAoYJQr1mgGUJO9NXr7wdDSWCJoYIwgRNjBQAAsTKKElMKjBlIIadtrNTz56X6ZRwvrtY5UmME2FUAxAmM3j1dUFG5ujrh/HAgICEHFsJ+VhGIbtTs92smEYmiYBKInT1LMNQbjWEcHaIsCxShCA8TCxLXx80Ou2hrvbu6ZpQEilkl7GPHVqjSJbMWdy4nxjYjmVV8KkN45PgrgZJ/7Fi+cG/fDe+oFlQYpRHKWcCWKQQX9k2WbGcbHnjAYBQsq1SRgNShl+f/P6+24XAWlRx3acKPa54p3W2HEmlAg6w57UIkkYS5nAzCBGxjPb3fHc3KybtxeX5m/esgEINzc3EQCM8WCUJNHJaBicP3f27sb6U08/WnQW/u6vv72wUI/iMaW01ezs7TaFAq2TkVtLH33yXL/fag+6B0edw2P1wgtXiam395vXPr8ijWK5AAAgAElEQVQaxttnVy8sL62+/fZ7Z88tGCapVio3bgz6nTgKwQnvVupTIhWN+hzjrFioMKU2N+4VC4XJ2mQcRUcHu7mM5dlEGHJqzoMk1WDguVlq2VESJWEooPL9VHJZyOUdxzs5OfIyrgYil7ct04RAaMkIBJLzfiC6PVComBAwguyJSi2MxoNht99vL5WWNeDN5okUImPbmpDA95MEGdhsHg431/955fQFmzYaE4sIkOXl5dGoWZnI9sc3tQAIgVzOYSzBCKZp0B8emEZ+8XRBKyJCt91pas01EsQfD7VIpxvTlJhSgv29o05n8ADCtCxrMBiYtorT1HbdfK6sQDAzV3So9ewLj64czO0fHW7vrsdBZ2k+n3G1EDHGBgBEKoWRkclmK/VpjfTcGj976ZHxaCy4NE3n/tG+InhibqowUSnUcu3jdtwfbd3fvHvn06P7O8NB68L89EplgkdBPet9+6VvPv/cC6ZpN1snQnHbs57+wotvvvPO9MKZOOGj3niiWl07e3Z2cvq//uVfffnzPzsa+M89evET+9bK6TVEaBjHjCnLdhmLm50Ty3YmStO1xhREZrvdyepuFCUiYdSyLWQMWYIx1EhJIKXkkNgaaoAABABCBQBQUEmlhYYP1rwQEVor24FCxJSaQgiEgdQaAYQx/uzUH8EHP2k1UFwKIUTKWZLEcZIkKXsgT6Us5UJgQoQUWmuNoFJKA4IRfRC2BZB3Wp3Dg/2sZ7MwRRImid4/HhOrQk0spACSQ6AzDhmPhv1+azDs+WAYDBITOTkvE/sDzwM0g8PIN22SqzcuXPjptbVzlVKVYFMrksYsjlkapqcX4eWL15IkAZpNTc4qpaIokUITgi3bTpLk9OnThBAuWBhEAgHPsAyTFXKF995627Ht559/jgvOAVo4dSafy2kJBNBCg6WpWWqYFBOkgUhSSk1qmlzIOGYAIcOwKaWffnpn2OtrBQrl4tWrV1zP1VobJl1eXq5UysVC6fD4OE3jcrmMEBqPx1rrZ555Zm5uLgijOI7feOMNy7LCMBwM+5OT9eW5uTRJGvX6cNBP0/TgYN91HcdxtNaWaT3yyCMzMzOPP/54FEVJwh7oZuVyOQgC7JhhFB0dHVFqQYTmZufSJGVJUq1U+t3uX7799snx/t7+nut5z3z+i3/2F3/2xBNPff0Xfv6jjz5644035hYXDASuXr3aaDQM05RS1GqV6ZmG0mBzc3M87r/88kuCs2q1PNWonz512jKpkJxS0u123n//RhRFX/3aT6yeWYvC6PbNW4PhUCsVhuH09GSz1d7f39va2n7ssWsYE6lBrzc0TGtp6bRpu4ZhQoQZ41Aox/IeWrvy7Ze+caPVylYwtIDGsjFZPPfQWQSphsB1bSY4NZDjmP6oZyDVbR3FQdfMZJR2ZKSVkiBOeRBfXLsQjPzR0O9ufTywZPfknkGNMEyGo2BqevHqI0/98AffqU/WZ+eftE27XJgYdMJwxC8+9PTS8tkwZtffff8Pfv8PtvcOTi0tXn//RiUzlcSJjVWj5NYnsp3OQTWH7nxyPVeakRJgjJXgUD/o5UGtNUQIQMhSDgHSEhjEnalNv+b7NzfvPPK5y898/tlMLpctuXnvrEqCzTsfdppsHLJUWbbbYJR4OW8UB1JxxyJAW4ZhpYxBiKYXlig1tnYP337vfd/3KaVJwtT95vzCbBzHhISlUrFQyATjcRgG9zbX7+/cFSz59M5GuVSLYp8ggQEzDRTHcb1WPnVqeWvnsFTMbW1tVyrVM2vn/vEfX3nssceazeaNGzeee/7ZfMERUkZhKJWUWicsKpRyUnLXsf3AH/njOGJB2LNdVCp7lgNv3/o08oe/+i9+w8TOE49dG/Z6EAABOIFEAUgNUwDIOTppBlFMNAYzs3OGDSiljDHf9+M4NgyjUqkAAOI4Rgjd3931PG92du7u3XvD0ahUrh4eHkZpMj09PRoNCUGZannu1EK7I2ToN7cHBEtImVR6OGLVinlhZk5DLAEwKEWIQAgBAhBCKSUAEAKlAAvC4Y23Xk8vXrz26MO1ejlb8MY+M0wMkeq2Y8u0jlvv+/G6BgkXqeVRg1bGQ08DR4IUUQQhpAg/qHMrBRCAyETARNii1MxACJGGEKIHvUZsPFhiUABqqCEAyiSe1hAjwkUKgNRYAgwgIAhhJRAmwLOzrpOlCDOWIAgxtoCylUTaOphfmAbE8QMnjEtCcH8cMR4Sg5TLBSnGnVEnTXzPzQ/9MOPlekN/MOhVakXTJK5n2Y4tJcMEV6tTNmWC9bKZ/PzS/NDvjP1BFMBnn/jx57/wtW438ccJIZRxIqTA2LMNx6CWw6Mk9adOn2ZMu17x7evvEGJzyYCEWGODGAhhFknFtdLsoHmv3bvrZczdo/sY5hSnl9Ze4MzwB72F2dnHHn4kDEYQJ4nY74e8NWjn8omZcxozkz4bbWxus0RYloU0QIggaBiW62UrkJjEMsfj0Xs3Pp2emhCpVIoBjEzLVhIKoTjTWkCISbU4NVEmhilXT11ClAqdplwkkdFtib2dXqc95Jw5rkkpdl0XQujgqm1T0/QkY5ZhY4xff/+D5sHeyuKpkB2NhvL+1pCHPuOJ0GzUTaulYiaTsQ0Qh4Hn5cYitG07CMdSK9OwJRMM8zD0NUioqW1KTcewTEyRKpfLebeWdwubdw9azXYYjtstzTUwDRTHystaAEjGOEYg69SP9pJatU/hGJpxqjvUlZVqrdnuddq96ZlKEkSVUmn3/mHgj0zbTmONidvr93JZT6lYaWA5aGp6+td+5plcniIUahETDYUIbBi0Bv28B+6s/7MfG+NQUpNggCTjHKcAw9GwmfJofqHUH3WuX3+tNpGbqM11Wy3GhEHd8+fPI0SHw8Gbb34UpPHauYfffu1tRAFEETUym7e2XGs+l6sqbU82iqZ3GKsBxyxfrFtNS8IQGSm24KNPVRszXqddKE+UNnfWIUkRTbK5QrfX3NkeGgTnvMmte0dhXKyW3E7rIAz9kMnaZJFSKhhP4qjbaVu2gYAmIJmZKy8vnhmNOuOgx5NEShMBw7EyUpBB5ySTLc9MzwEA33//3TCwOOee/SDuK+YXJg2sNcfDocpkSoVqEWHZ6w5Y6m8d7xBLOzZptfc5ZwiltostQwKNKHE67aFrl7bvHWW8/JuvffjMky+UCo2NOzt/+8Er5y6cKeUa1JyMk2EQ+nHKXdeSmjMpNAq7nTaChut6WWd6aqmEsCxVsySbzVCCbt38pFSqSw6TWNQqk3Ec16emer0uAphS17Ay+WJOa317/cPv/dP/e/ncI66bXzlTWThdeOap8whqJBnWwDJNxjSXQEgguBwEvWEvVqZtm5blZOpuAUpNkDFRnVYmnVk91QtGFoCfrN862L5/vLf34gsv/tav/btXX/+nb7/0t9dfv1HMeaOwv3O08+rbbwuhk5RDhDKFXHmiqhGxnJzn5RCsh7554/rmQWUwHsh2c1yvNoi2L59/FCiskPD5QGs2Gg5SHh/u3dWADPr9JE5Pjvv3dw+f+9xcIV+yqN0f+J4DMm42SiNCqYKQYgIAVEojiB+0uyCEQAOllAZSA60AIEhImSKkw9THRAIIAMQQQw2FhJJxrR5stkjBheCMBXGYJAkXXEjBGP/MjwVaKQ0xlhpIjbTWWgKlgARSAvSgzwChMkwbQgwghgCXilWmsSLCphKTJInD8WjYPD7CGBwfH7iOLQQL8FAlCFGsuA2lkAm3DLwwN5Nx8hS5kxMr5dx8EqZaKqAl0KSYLSU0/Qx5kFLqiAuhpIzC6AGnyhkzzCQ1kzRNLYLDJIYQHB+fBEFwsLd3tLs3PTm1f3SsFMCWKxXUxPZyHpcSEoIoEVprZBiGoTVRgt25s7GysprN2lLrB4ZEsVBaPb1y6dIlyzWllAgB17XPnjlz+dJF0zQhRFEUYEzfe+96o9FoNBr5fN73fYRQLpc/PDp66623arWa53lB4LMkL5Wcmp7sD7pSqUuXLhqGceHcWs5xlZRaKtuyEID/1//xfz7x5JONyUkpVRxFqysrhFIgmVQ6CEOpAFPiqcefeOzqI2EY/ut/9WtpnMzNzjbbR3t7e0EQMiGWlpY4ZxBC0zLTNNnZ3r758Q2pxM/97M99+uknr7zyyv/0u7/34z/2ZalUkjzTbLU81x0PhxCA4aCvlEzi2KKWZVspZ088/XScxEIAjJTjeCtnzp4cn3z0wYeZbGZ2YcF2MzNzi5VGY3J6envrfsrEMAgvLKxQ25OapCkSSmoFtRhBkxzvtz27bE5nhmG/Vi/PLdWcLBwn3aOjAaVoMPJNR9XrBZ6GkKfRkDkETE9UHdNqtvyTw8OHzqxevvq5S2vnytmMZ5siTYCWQKsYWVtbWyJvsio5aW1t3dIZI7z78Vv1omHaZr/Xm6wuxcOmQ3OunftPf/y/P/LoY3e3toQQ6xsbjAkDQBMaJkixDHZu3kIgOl13Lc06fj/r1uPQV1oQitVnHWegtAISS6UQxlLKfDb/vZe/dbC9zVnwpS89KzCJeEQJlImqe5Ub908mS/myZZ70wzDVGskoDt28hxGKYkkxlYI9EGFTmSDEAcJcKMfLSikzWTtJxKc3NzCGSkk/+GBhdmZlZTkV8erqqVdefqnVQmurp7qdQdbJOBaeniomSU9KXipmshmXUvPW+t0ois4/dGVioi4lqFbrKRMI06WlFdux0zTFBEMEEVD3d7aqterR0WHKGOPi/v39wWBYq1cUCF3PaDb3knh4fydyHcTjNA4j07SDoOd5lElBDZeatmmZf/WNvyhNlC9dvkDN+mCohEj6/T5jbDQa2bZNKY2iyDRNAMD09HS+VDw6Or6zvk6IwRjb39+3bTuTyYShD4BWSvZP1Lf++rWvvPjktccuBOMxYz6kzE+D484wX5x0nSyE2DQNKQFnqVRKKaG1AhAqBZRMsxnv5OTw0aceP3P6dKt14mWcJAmVBkILlgQIM0TCRH2K3A1CUgtpbGCTjptd6I+pRFhBqjWAECBEMCIIIi2BYZonx8e242adAsEEY4wRfQDyUEIIQZ+5MUoLgU1qKKEVgIS4SksIPyuqSAkMQ8dx7GUMQpIwHNm2CSHVWrleTnBcRKeSNJKa5+2HMYZCxlL7+8e3rr//8mCUWKY6PmKjkW/Z2iDWyUk/DDmmmcFQVicyllPUiEOgecqHw/64F540O1EItnZOhFBjP/7tf/17Tz/+gj9OeaqhJoJJKRGEVEmgIEwSTiHOOsXYl3am9Obb7+/sbQsQSTi0HJKmMcaECQ2Rw9Je++R4FHQBMJLURsaUZc6eO/u4TRqtoX/uzMXzq6cHUQIxYTLa2Ploc/86092DTlLKNRRwqtVFQLDpGIZpQg0gREoiBdQgGCVCSoBOjg+zxbzSEgCFoBQySeIEaQch6o9GLBWjqBuM9nddhmDg5AxqmcSw3EyJJ1bOm5VCEkKFEGmahiEbjsZCSJS0H7p4XmsAAJJcQo2n6jPPPf1lhYbN3rYEfO1MIKVod064SIN4bNtkOO6N+r5r5S2D9IXodrtaadv2LNPB2Gi1WlIxw6Ii5VDDxkSp0chx5lMMRTKoVt1K4ZSUp4XgYRjutVuca0IsxoTkkqdSc7o0+9DkxJnNu8eVXC3RzZ2jtonwG2/cvXDxYdMylAwqVcdCPJdBXtY599Dq2O9zwacmlzJeIYkTw9Dz8w3LQtjQftjzbFUr58JxCDW3bFil2e4wnVua7Q+0OOhFaQIVwpAIzltHrXLRa3iuZXMURIWcvba22ukcKaXKpWp9IrN3vxmGQkq5uXXo5Jy33r5+fDyYXyyfPTd13GynCQ6GA9NQmRza3t5ZO5+pVisT09ZoOH7quQuZ8q1MkYzGvmV7na4PQNGgpf2Du4WCu7C4MB4PhsPhymrVwHmZWvfuHmZcixJz1Pe9rD09V4lZNLs43+10Qt8vZLMsFgBIBdMw6J1bW+g5yQzNMqbDSPW7oT+M4kRahiVSdnf9TpqmlkkJVtmM12oPbNsyDTxZK+SzxqDrP/PUtXxh9r0PbvrReHJyZufePSHjaBxSg1RKhYSFtp2t1yYMTMKxP+j0k9BXkg4Gg0E/VhJ+97vfb9QXXTOnJPnRD95849U3MxM5ABXnCYDp2TOLY7/ljzuESILVxEQpDIOBmZoWGgetLz//K8SyrMXFBa3I8VHboF4UJkGQeJ4ThkEun+Ei4cqwHEqJC6GsFisGBVs7t/b3jlLO5xdml2Yv5LxMtVhKIz4ape3OEJu25XhaA2Jlyl4OmSaQSqQsicJ4HDPGXS+33+u0hv63vvvKueWLf//SP5QL+cceeWx6+aFbW9sdX37xqz//8cfv7+/vSOKcOvtQtzMAEIk0SmIWieiku5vLFUsl0x8DHESZrA01MzDM5d2Do+2lxelOew9jU0k4GnfzOcvxzFOnloXgly6s3t897Hb977/8D2EoLds9Piko4EAIFQAQo5TFxMCIEqmkkIxgIYRACIAHlCx40EHQ/38FV+kHXAhVWiAMNQBC8QdDt0IILiBjLE3TlLGUJ4wxJvhnDS8ItIYIG1ApwTnAGCEkONcQAoAhAFoDpYVSXAENgIJIBWFUqdXDYERthwmlYOKafNjb7nWV74d+GI3HgW3bkCKFIUSGh/IEI8yhZ+Gp6iw2NQeyWpnMF2qOXTJxLhhx348pIpZlIYS/88r3Lz100XVdhFCtVguTEQCApWnGy2KM0zTlnJumGUVRmqZAqdF4HImkKiXjbHpq2nnmWQwhNixIsGG5iFpQaUyIglICoBTCFGuI3r3xoeKi6JkvvfTSH/3RQynjxVJ5MBgIoX/u6z8LNYAQcsUGg97jjz9OEBaC/+iHP6zX62tra5OTk6ZpVqu1sT9QSjmO8+abb87Pz1er1fs727v3d9I0mZubn5mZKZdLaRq/9967R0dHzz73bKfTmWzUM65LCe0Ohwahf/d3f7e6uvrpp5+urKzUazUpRJIkQRDkcjmCMeesXC4zLpVSxDS11hQhlqaE4CDwFXhIStnvD7u93te+9rU4Tu7eves49uNPPA4AuHrlQqM+9cknNzPZ7K1bt7RWUohMLiulmJ+bi6OoUiphCKMoghD6/x9Pb/6s6XmXd97rsz/vvpz37KdPnz69d6s3La2tZVmyZNnYJo6NbRyD7TEUCRioygwwCcFVSZiiQk1NUkCGDNQAToHtwcaxsYxkY6u1tKRWt3rvPn327X3Puy/Peq/zQ1P5H+5f7ut7XZ/PaCCESAW3PX8wHBYQisJQAYwAzOcLAKDBcGTb9ptvXUIECyEOHjlcnZhG1BFC2ZanNQIaCwWThKUpz+VyW6t3FRcnTp6a379QqhYAkaHs3d94/403XvHzIhpB2zai0ahWLMMorni+4Rau3L2fqfppYPTqYXls6qu/8uv7p2exlNsrqynXPBkQrBHgURzkc+WxvDkcjWYW59yHT7Y7o8lKtvTBJ67duDNdXbh1b0CVk7VLhxePvfX6O0rphYUDYRhgjJM0IYRQhDVnBpZrd6/XsmgsZ2KKKgsTb9/c4iBiyuBpih0bAiCVBJgADbVWGBEpZCFfWFld+elPfjIxNvaBZ57IOF4rDhGlSGoHgu/+v38+W6ZTZaKIhdRoq9ePOJhfOLHd6MzNLQzafZlqw6MAQMYYAJJSwFLmuh7GeJSMsImFEJZldzotztmxI4fn5mZev/jjf/H5z927cxNB8IFnntjd2u21FI8lB2TY6zmuTqIhZ+Gg27l57frEzBRGdGNjc2Fh8f7yaq8/TJhYWd/sDQOuFDWsNJEQSM+34jQRWtmOu7W+yZiUSvcHA0xUqeLGUVooOf0eG6+Y3/v+34564vSJU0BjhHCUpBAbv/u//96jjz2Zz+fCBBShMxikCd/r9ZNi2WaMtVothJDv+4wxpVSaplJKSmk2l9cAjo1NbG9vN5vNSgVls34ch9vb26ZFIUKWNsfL5Y8//7MXzj+8u71149Z7TAema09Uwlx+stPmaZIqmSgFH6B2AJAaPvC8IISR1mo4HDb26oVC7va193d2d0+cfKi33qCUBrF0LE+CntAtLxNgwuIk0gA5fg4TrjRA2NfI0kopDYXUQECtoVIAMdwbtJmIk6SPEEKIIIgBAAYhD5zeEEIIQZowyWHGz0upldKUEowRxpgQA0EKIVZCKs1Xt29QU7N0gIm0Xc80fEcXKHGUlAg7Jq0lEcbayOVVd7i0uro1GAStQdcySBLiMDQ2t5q27Vq2nc1WongQRgnjCYDgwNzYcDAKRiORmGE4CkMeDOX29mDQs3/jq//6pec/nyZxmgApgOA8m83ECVMaJWkiIYCQQAxSJr1s+eLb79y+d8vJC9/XWnOkIplCRCHXnCVKgJXBaMP3XZ/4ceK222ThoVNal1PRn5uv7TswFrC2BrGWUX3v7uUbPypUuO8oNnLfvfz+R144lKbKslyWSEItyZlSSkoFMMaUSc40IhoyBTimNkACKAa0xJRSZQKMFeTY1C6hjm1CGQ6D9nqjoYBC1Oj3wona4cfOFRAgvX4bY4IkAgghgA3DPHfuZDabiaIQAISQwVJ5/OgZSARACcKJQoyrZDDs3L9/O5uzmAjeeueNZrvT3N2LQ5nNeFoLCGGvN8gKaBFXSoUhxQQjpTRC3eYwrhUUI0BSrZVnWRBQbFmC6ShSXrnkFjEExLEzGBssEVpgEWMMclsrt7/48188MDe92bx65a771pU3y2VfsCiXMQCIKhVEJMp4+3568b0Nf6tQyLiWWymPb27sLK/cd117ZnK8WKt84+9+8PhjJ6sVc7C6nY5iKSR2KDTNWJFrd+8Xc5Nh2EeIZjN5Fon6dsOkeGpyzM0SxROC5NFDRwTnV69ePX782JHDx1/76eVmc2CYXrPZ29qJqwAKGbie8fiTDzMeTE9mlpfTvQbnnCUJo2YiZXl9vY6Jnp2dml+YHAy7rm0pqZuN1uZ6w8/kO52LSjPHcRG2Njfq/f7w4MHDlpH94fcvxbHyfEvwqFD0xyfHIhZRA1GKENR+1nMsp7HVz2XzGIlg0NlrtAnGGBLftUXKbJN2Wnury7vlcr5aqTDBO92WbdMTp49vb28XilkpZK/dabcbnlvGlHMR3bx1q90ahVGii7BQLgCcNpojpTgXsWNjTOSwt5fNZLKelQbUtcDqViMKAcYgjYDgKk7EmVOPHj91dGdn5913321FZrlStO3icNj+6Wv302RompyzgFB+f7mRJsDMgCefOsFl33QISZJ0c2tHAT0+OTHoRR4mhmForYZhN0t9x6cidaXknXZfCGZAJww4x+nBxWPUNOMkHvYw5JgokCbQcauV8QlACIAKISF4qIcD3RvFLBVaIYLHylnL9RWhEUz/5ptfDxi7Yd6bO3ng+ruX668237r2lkmwZeD6zpbvW0cWj4TRQEm5MFtMmRJSZbNZ27YMw+h1ugSZBjWLRcc0sWWBQtG9/O6bt5ffGZ/187liJm9YlluWs91mp9Ub1Fs9gxqUWpRmq7X8hWcrWkE/k9VA2xnHMmGztROoFrEgAIBJRamFARQyVAAAJaAGWgIAIEJAawWQBkgCoBSQCgCMsYZaaJUmaZgkjHPGGJMiSYUQQkihlIYIKqWk0g+IVFprqbVUQCotNCAaMa4AQAgioYQGQAGAoVRaw39ixqDyWGVvb2ezvpv1s1zKNB5wAfq9NhdCKs2ZJAAjwX3TlJxjTCa9yZxnuSbIZ20/m7P9guGWOXAGgRx1RJhsGIhgTJSUaZKaJvj6X/2lgeHp06f7/e4f/qf/ODU7N14b279//4MrPyHYsrAQwjRNz/cUF6ZjY9OACLE0VULyhA1HQcololQjLKW2TFMwppVaWVldOHRQptx0nM3NjUGn+8mPvVgoZLlILdv87//9L0+fPjs2NkYIHg37lFCFpOD8e9/73osvfMi2LN/3H3QMPM8DAHCerq2tzczMjEajN954o1qtrq6uAgCeeOKJxcXFUqmkgUzTMI7jQwcP7m7vZDL+yRMntrc319bW3nr99V/4/Be05BhDrVW1Wk2SRGvN0lRKEQRBoVBI4ggTzDknmBLLStOUEJImiWEQwYXnOAppCGGxWJ7m/IFAknPOuDi4eIAx3m61HMfZ2NhgKcfYiMLY9bw/+29/9uijj1bHqgjA+vZusVj0XB9AgDERQvQGg9x4aWqWaqVEmkopIQCSi6kpefTYsW63W6832t1OvdEwLL++N9CKUEqZ1JyxXq/veb6SWkg2HKnrd695ppvN+cePn4AIYQs6GRiGrbzrFDyECw6Uklsop1AOOsPtQSZf/WfPvXTyoceolU2FjgP2d3/7drf1g+nxiYzrjleLtoXzeUdK4XkVhxsQZWsTlW43gNhvtnsAmNdv3rQd/8rVa8t3N965dmtm7ohv5e7evvfZT306jWOCEICKGFRKFaZdA6l7d2+NZ7zJvInjHk4TrePFsfzNjQbDDkT7EIQaAg0QxFhJrTVACEGIioXiy69+y/Wsp5966vTJU91+oDE0DcSD9htvXhz34IGqK9OGFHRx3ElYiJX73FNP/rt//4dRPzq4b96w4I/euHjhwtNAK8Z4FAQUI8lTwbRjGUJwJRKtwPFjh8drNdd1OGNPP3Whvr37o1dePXHseLmYrRYzWmmL+oKFj58/FsYNw8Zurtbs9ne3d67fuBZH8TPPPS+E+KVf+qVcvmi7/pe/9BXHdZUGnGsIqQYgimJEDIxopzPY2KwrBZIkHh+vBkHk2G4+azzz5LkXP/j89samid3/8O9+IwlVMIoAgJadiRJFqP+jn7x59uwpCMHSynbCFKSOAtTxJ5rNZhiGSZJQw0AIFYrFKIqSJBFSYkQmJ6aU0q1WyzTNMBwtLS05rj0xWRuNRkkSO3RU31n6zvf+6OUf/2cA9SjoSpm4bgZpf2b6WKl8ThJETEJdqagAACAASURBVAsAiBDinCFCEIIQYq0BwTifza6tbbRbvfeTGw+fOTsKEkoMw3KClKVMEJIHkCtBWYoIp/2OJIZOwjZLHARMJblWGkEEACIIcaGgRlBDjCAl2KAEEKEhFkpSTIEGEgKtFZBQKQmASlmAoA5FCCHVQI/ClBCkpIaQAI0BwAY2tne3vv/qqmVDBULTFhAqAJFB7fm5A9NV26DjLl10zblCYWyY9pfWfnJ39R2hgr1mxyBmNpMlhsVUu1Ycc11XSJlwblkZwfH6atcCY6dPflBWYRrJbq4zWez0esOsufnhlz71hS/8SjBsSyENw1RSSgmGoy5EUkhmmIRxZlmYK04c57W3Xr96616u4gEzvHH3TY12iE4MaI1NTPk5X+HRgSPk0PEjBikMB0YSF6amHhurHWXMQMCaGC9DkERB13Oo73qmMfaz5U8K2ME0Fgk9cSCdqC6aKCsN7llY8gQizKVEGNoGjdIRAhBAxUWoJas3u7YJNZAKaoixg0OIETDi0agn+Mgv5Ir5WjZ195mLACEImUFpp8n8rBEGqWkhpbVUQgsgpcDY7Ax779++bpsWpabr+IZhQwgBVH7GMkwXKr+Yyb598bs3bu44rjZd7ZCSAdPHH3mq3482N3cNSkfDYSFb7DR78YjlsnkRcWoS189Sg5oIR71si1r5bNawkedkICAYmvlqyTRtCKFQHCHsOi4lBGgtuey1+75dcB7JT9bKo7Bz/frbW407+/ePSVgPgtYjDx81zcB1cGOzH/TNKAAHFw77Ge/i65dX7u2tr7dtBxsIXfzJVUJ1ysJUYoCdQdAnwAiTEEOZRKNYUAnpxta6Y1EvW+j34iAILMvKuI5ggmCbM5UmcnVlczjqWkbm7UtXdneG9d0+F7TbqduefeTI9PyBhanpuXfffGtleWtzff32nabvFyk2XZ+WKsbhoweLebq+vmYYpkXsH3z31YxfXLp1Y2pyKutZWd/ojESh5MQxqDf2dnbq9Z09382+c+nmaMiVAF/5ykeu37vUaLbGyr7ng5xdkFqzNMhmfcXl5vpmrxMTisZr1cnpyX37Jmu1wvbOeqPZkkoYpoUJXliYRpBYlpUOkigazcwuhMGg3alTYlJKqWV7fi5lImX8+q0blE7vtYazcwsAhVHak1plPR8SALV2Xa/T3oOOFY4CM0OBUrls9oVjJ3d361ubdSlAHCml0p3mhpf1UpFOz+5b3ert7m7bjlkoZKlZsh0vTQcmMQySJGmsAOPCOPfw2ZT3GONEKoUNwwDGxvoWABgAlCtlp6bG37vyTiY/znka9GStOjYYDuMkGavOXn1veaI688iZDzuehwnBwMEIa6X8gqk0CqKES6Zh2m5sDQf1A5WxsUrBynoKyUEcJEnaDXbCKKUY1ddvD4Kw3qyfP3/+uWfPX333vajbmFtYWLp1e3asMjU1efDgYmliuhunxUJVCD05NSMFgyD5rX/9O6Vc9gMffNagBtc7jMV3lm7dul1//9rVlCV7va7leJCYQZBQmFHMsCwnTbiSyjSNYjmXLXgpD4VMTJsCjQtF13I0peJIdq7T2FtbXTswd4QS1zZ9zyeKS0pMoBHAEALEBVNaYAiZSAjFHCipFEtkt98bhJEQKk4YFyJhKYBaKv0/0YkQEQCABBBqIIXQACBEtAJCSACgkJJzTinRSBODPvCgWlgpCCg1ICWN5u5g2NncWYuTGBPi+5mUW71RRAgxsJ2EIQHYxqTmF6vFooGJSeg4LVaq1uJCqVj2qJ2JZEbjcU2r7X6UStnrDiAALE0Fl1HKcC57YP/0/fu3nnnmPEL+a6/+oDqzf2939xOf/OQv/MIv1Ov1P/iDP3jooRM/95mfi5OECO4aDgQIKm1ahus4gnOZSqkgGwVKIYiQaZLr165ThE3T/NP/8w//ze///vjkBOf8xJFDb7z++oHF+Y989KUkDf2Mu7m1VqmUp6cndnbaf/v/fevChadrE+O+79fr9WAU2pZ16dKlo0ePmqY1HAUIISl1EASMsXw+X6lUdnZ2XNellB49ejSXzQajYcqS5ZXlc6dP2bY9Mz0tpXId597deyePHW80GsvLy5ZlzMzMCMEJQf1+P45jxnkUhQgBwyAQ2l/96lf/9E//9Mc//okG4JGHH95rNCYmxqMoJBhyzm3fjeNEa4gAMCnVWpuUKgAAyAAAglHoOJ5tu9vbO/lsLg7jfK748vdfLhXLi4uHWs293/3d3yWEZjLZI0eOfO5znwNamaadpnK8PNbpdBzHlVICpZ28HYahbduFQnH+wCKlxs1bt4OIC4mUljzhFJNer/u9733vwjNPGYbR3NvTUhbGivOzc/Pz+yHB2UwGYm0QOTs+4yKnYJmacCRBEuiq4ZqCfuCJlz7+8c/G2uDI+/YPfvTnf/XXFs5KLh955LFWnzXa7OI7V+qNbQA5oSCb88qG3L8wWxkvZzIO2d6MU85Y5Pu57//w9ffee++pC8+cO/Pk6lr9m3/zHUKMer2OCTEtapmmY1tQg0jEPIkzOd830fXL7xyq5rKelfOMhLHFmdLb9xuj/sBxXMa4YVqpEBgTJaRSqlqqbG9u3V+5DWRy6vSZhDEETQcTFcdX3rg4Sfn+ajbo7Fkml3qIrPjE/vGLt/bevfhmPIjmH5qxifrmX//F+MIh2yC9dpjP55t7IVRCCGYYRr/VhBAeP3WyVhs3DFMrmCSx4Iyn8U639cbFn5566PjLL393erJSLlXC0TAK9378j6vjE/kvfeVLS6ut3ih+6WM/k7BkOByWy9U4jguFPJPcdqzZfXMAKMMwokhqDQgFEEKpgJRofX0bQMwZZzzmUubzFYPi1197897tGx+4cP76tSvBIEoC8YXPf4kx5fu+VlhrMj45P21R6rhaSqDUzGytUCmvbqybllWpVrvdbkZrqRQ1jKX798MwrNVqAAAg9MrK6uXLlw8ePLh/fn5paQloTRCKgkBLEUfBc596SBuDCG12kjZTDFNgu3TIB+mAZvKZ8YknKLEhJEppjDGEGkDJRKqVNE0HIwI02d1pFgvVXrf77jtX0zi9fv3Oz/+LL1t2HowGpmW2+yNMtOe6SRRPjM3HfBiGDCKIqUAoZYlECAONpARCagAQwSZGtlL9MBhBG2OMPS/DeWqaptYMAKCU4oobBoVSKg1SwaRklmUDrBHFkAAlgRQKY8LAIBG9XrhnCEVN0U/6STqiBlZCZ4q6Uin2u4OcbWfGJyBJmRhsbt2vN7aESEYDUCy5vcEwl/MXDswnadhodQf9wHEyKYOCwSQRfFQv+NGTjz0b9PhEAWGgB8PuL/781JGjR/aae5ZBLCMjpSIEESIJwRCjKA4JMZTiQGPT93968fXVrR3DsrlUIOXj01Oe57oWYGGqgdMfJo6FCkVPc5qGpq2rhxfPz809nDKsAXbscc5HQjAbAyxYOTeWsUzD3Cd1KFSqQISBbdI8UR5QBEDF01ACDiHQGmBsACj/8Y03kjjlaZqmoWlCEUsAFcCYiZSRnkJgY2cTQhXFwa17bc0ZBKpYKpqWVSq4BInxsUUuiFJIKAUhpBQLqbBBDGqMQtXqRQCEQqQIQ6WklIxQ4LkWhBoj7XnW6sbNh04fyvrGKOzGyaheb4SDdGerqThCWlUKpSSUhUwBAVwrjSVeMhgOkSCDYXRk4eTBmROPP362UsoYFGCMCMamaaeJ0BphhInyAFAQaYiE0pxACWc0i5I0YYNO7/b6jctX3pa0MZ2pPfHIKakML0OjmFXL+Wq+dvW9zeoYOHp81vO9d6+8vbPdqk3kPvjBp9vN+t17N4hSgic7WxsY5so5jwLq+f52fROayDKMjEvSQBBKleJBEDiOm61ko9GgsVcHVBStnEEzK/d30jQ6c+6hfDH/wx/+Y78XxynVSpx95AwAotvtDofJzvZeaxss3W3ni67W+NixA53+Vr4AAAooMaoVZ7w2w1Mcj5L3Lt34wAceauztXL3W/PBLh849ubi7W3/r79+vjWWqpcl9cyWRaiHA9fev12rm25cvzSxas7PzvXb70JGZpdX14Sh03CzQeHenARWcnh+Lw+jWvdue66xtbJQr2TgZVauVftC3bYdSPDYxubKyEYRDJpJcLpsv5l3fPHXqoThhGONmK2z1uo1mMOh3K+X9pQqZ2bcYJ7I36IRxOxh0qsUik+loFHa73cnJqkmw72SARsN+0O8Nbi7/RHAFAVYKIWJpKFc3Vzu94cL+w5VaBhJjbX0VQdnuBAsLCxjnuz06v29ibMwDemS7yLDSSrl68/Z2rzsgjPF2u9PvDRGmjKWW6YxGg/V1ls+V00T6fj7naCbSfq+TzVb26v1f/aXfKucnDcPhQmkEFUw0ABCihCUp4xJASlGcJMGg3W/Vrwz3BIaZnO/7FgG64HpZx57KZSEH/+V//fVOp7/R4Vs7O/eWb027zuLi4ukTJ198+gLEyHBtiVAkFIPoJ2+/AxHxV9dyWZ8S8InP/1wahuut7cX9C7Krf/Kj1zElu/URkDkp0saucDLQzTilyjzCDgAmxjiJIq0lwmKko1ZjV+iRVJHQjEIW3h/4PrFMrc2z2+sbd27f39i4NzU5Pz+76OXnMNRcpYJJiowHHiAFRJRE1CCdQac56BnUFlz3uwGEGEEqhNIQSKXQP+lyodL/pAoSWgkhIUIAPMhrOeNMSYkwBlpBBLhiGECtQCZjRVHQ6TYAQPVGM4hCxpMoHhkU5WxLC67jVKdEiSwldsHPukVccqy8bYzn/FohW81ncr5fc0uGGUM8NF2UamUSKwUWE7ji5aWWpVyGMQ4gTOIkSVMI4Rd/8QuUkuGwyzl/6RM/02z2Hjl3+uSJY5wlpkmH3falS5c+/vGPe577J3/yJ4+de+zEyROQoouvvcYY2z8373sZgxpKIUiJkNI0cTAKdtY3Hn/8cQDg3Tt3qEGrlWqpWFRSdjqdRqOezeW01vPz8ymLIQS2Y62tLJ84cRxinM/nZmfnNjY2stnsCy+8sLu7m6ap1lpK/WDEPRgMTNPM5/PFYtH3vHarOez3Vu4vVSqVjc31lKVAw3AUQAgBAEmSdNqdTqdrUDMIAsPIzc7ODofDT37ykxqAOE2iKFpcXJyfn6eGQU2j1WkLqTY2N1977bVzZ89+9rOf/a//9Y/n5mYRBClL3n/z5rlzZzudjud5hFBKCIQoTROttWEY3U6n2Wy6rsuZ+I1f/03P8yAEH/3oRxzLev2nPyUE53LZ+8vLjfpuMBw+/tj5yakpgsjqyvJv/eZv/vbv/buxShEjtLO7AyGYmJyMoohSA1EqhDQMk/cjRCwM8eXL71CKq9XysNfqd5rFYv7gwsxYdSw75tuGZSIDSs0YoxRtN7YbWy3PyA32unYunRwbtzPVxan9j546n/NKP3r1nVcvvnvxvRuZ6vjps+ddM4cQCUbB2NS01iA/MXnCOq80F4qnaSLDpMXl+t1+nOzEcUCpibFhmpZpVo498lzAEIbo9LmnpmYW3rj0nul4g2G/3W2ZBKdxmvE8SUMgpcXSjWZvY2WX7+08++T5fm9IvWwlX5nl1jAIxzQihAglH9wxCCGKC6XkD/7+74HkX/nKlyWU+kENSGvXsJ975pl3Xv5WJEzfK4g44nxEqSlibWFrb3fv/GOPIaTTJBivlU+fPt3r9SzLioIwiWMlOefcNMjJk8dq1bEb9+7s7GyfO/ew1hBBkCaREmmnXcdY7dbXDZqspLvZbDGNY8tEQqa9XjAcdOI4UkDXxsdYGk7UKn4mp7XY3q6XK2MRZ91+r1wqM5ZqaAINpJIASMFlGIZS6MZu3TSRBnEY9rLZXKvZffjhRzEQIiXPXnjpxQ89n8tkAdC+7wrBHNcTIYOYcCkhgvl8qVis+pksU8n+/ZNRiLa3t1dWVg4ePPiAYYwxjuN4ZWVlcnISQlkpVw4sHKDY6Ha7zXpdKxFHIYLAts1iNqOxJwAbxTollGtoECI5Rsxw3bHK+FElJABACAYRFpxroLRWtmlLqTFClFCWivpuI4xZtVQpF/Nnzjzyne9899iJx06de9Kw3Fj0uOpK2O30Nyh2sTQwka6vHNcAyNFAp1wILjFGQug4YoZpD0f94WDHzYw4Exzg0SjiymvtNV3XI4Q4ju04dqGcH/R71HQFN4mBeZwyniIMpU6AxphSDSBjCaahAANMIw4EBFpBZbmuRS1K7H6PmXCxWJmcqJzBuhAGzHTs5t5AMxqOhhBQrVCSCAhiSvFwNPJ9PxiNDGIpiXvdEGN6f3ClNuEXSwbk1CE5mYKjR04uHjg8HASem2UJwxBBKCFkGJsaAKm06xQ0gABwy7au31vZ3O3Ybs5BRsJjxf36VkKMoFpyqsVxBTElTIOh5EJzD7Di9NjZyfIZzAsmAJQSLaRmqUmBYFxIPup2DWrFscbEl9KEBEBoQWUoDYFSGgilFMGYmDSOGYKUEi/jlkbNuhSSEAShwhgIpYUUACAIHC2F4EACubG1FY6GFGnLoL0wVFCno1HG9Ken2OLChTgNOQdCJoZFpJQICUJQkhKtbIAFtTGiDBGxvHJfyUgpVhurQMRurzYopZt7I7DLSoWsVHxqqpxyTQy0u9uOmmEUByb2xycnc34uk8lgjKlpIGwgTPdNH5yqzWW9Ck+k5tC0qOSKMYCxhRCJEmEChDDGACJoAC0VAAgA2yOeDxM3moLJwt6J7T2BgCkYRxCsLW0Uy87S3U3PKa2tNadncgDw3qDx5IWH2u2R5+bzuSwTo8PHDlSrhclynlLB064U3DQM0zAmxqsxC5iEs7VCv9UyHYtxUW82JifmgmhomOjE4VOtXkMIeOPm3d3tlBq63w+uvr8kBTx29BQxnHy+0O42hkFnZXWbp7BaKk2Wx3Y2+4VsBlGj19tMWTsODZ7AfjeBCIyGne2t1vGTc+cfP7O9vXfs6OFCMeu7mR987yIh9Mih/aVi5f791Xy2GCSxYPyFnzk8GoUPPbQQso5n2bmsY9p0YWHu7tIaE2prcxcDyrkKwrZh2iUvl83m7i8teTkbUXxv+a6QvDtoJ0y98eabrutJLYlBPNvlknc6wdjExP4DB6/fuHXk2PFGY7uzt2vbBdcpbe/sPPXko3fvrSkNk4QprYSWQkiMjUKh1Gl1kNY9Ouw0R0iLTlsOQgAhgFBBIA0DQYgQIP1+a211pVyaLvm+Hq+tbi4rqK9fvzoxPmta9vZ2u9HYyuVpdSxnOYN3333XdjBjghCMi7l8KV/o9fqVcu3+/RUtpEmcKEzX7zcsa6h4z/dzjpFxaP6fffxzczMHpYBSaohlKhKEAaGUQoIQME0MEFZKIQGOzp8i84d3Buv1qJ4Gg6C1zlqtwLDpMDlQmzE1zZiZuWJpupQTlQp94nHk2sqgXKtRkgqCAy2vLd2+/N6VibHJMOanzj6802zuNtZv3nh/t7559uTJ5Tt3vxGl/+ozn3v4zJOZXK6x19xrt9Y2N5xM1stlhVK5fGGYjiIWhOEwFHtJPBiO2hrEiDABEoiEYaJMwZB6MFabPPnQicZOvTpR3mu27Kxza+kGtWkvGVWK5Yyby2XzLOFRFEdRlLA4SsMwGaWCvX/rxqmTZ5JQIGT0e8NstiC1QoA8MHdpDfX/nLlAoKSWUgKlhBBSakygBhJiDZDQWhqUUIqGw8Fw1N/bawyHw3DYdh1faySEhFq6GFkEx73B1MSk52SMUt71S+EoAIJ7lulodrA2vjgzZsM071m1ciblMTGkny1IDV995Z3LN/ZmDzx++MTj5cqYFikhRpoKoIHvu4VCQQhRyOeVUhjDNE1/63/7LcYE53x9Y7PbaUEIzzx8ttsbDAaDarWqlV5bWT1z7nS5UtnaWL93796bF1+/fu3mn/63PwcIcaGIaSgN795bWr63dOLEQycffvSpJ586cvRInCT3l5aevnBBCv3CCy829ppKASnU5XevnDv7SLlUkQqsrW0USmUhhO9nGo3myZNoYmLy+PET3W4PYwoA4FwuLy+fPHkSQvjCCy8Mh0PHMnPZzLe+9a17t29/6Stf4VxEQRwGwcTElOdlwiAcDkbPPvtBCNEXv/glJSQ1IBcim8/t7e3du3fv4YcfVVqFcfTDV/7h0qVLDz/66IsvvcQYn5ycRAgRQvL5bKPRmJmZUlB7Ge9b3/zmhaef/trvfe3ChQsf+tBzb7/9drPZfPHFF+MwIhDms7luv/fAlPyjH7/ysY99TCvx5BPn0zRVSqUs+aVf/l/u3rnb3Nur1/f+9tvf/MQnftb1MsV8dndzfdDtL8xOc87fuvTmaz/56R//8R/HQvz2b//O737ta56XU0pLxXkqpBKN3U3OUtuAH/3Ii6dOnfR9z3ddSmmiUpVyhYFtWIiAMAwMYkFFFudPvPDcEz9+8zv99uDnPv35YTv8xv9489KbVzvd0bHT51762KdM31taXd2rt957772nLzzDVS7hrNGo7z+wgAAiClPTM0r7CQZJMlKKl0pFAKDWII2TVruRpvHyvXsIor2u+rt/eLNcqW022489es61zW6r5Vvu0t17maKfy3uNtbvD3frikf101A0Yx7YfStxpjRYOHx9EQEqRzef7oyHBRGnAU14tV9+/erVe392/f9/M9HSr1cSYIGwggAgmZ04/8p2v/5lDwe791WceflRDGAyESa0k6taHOzTHuxt9LJNSdfzm7bv5bDaXy1UqpTt37mCMHz//JCbw/fffL+TylJrNZhshIqV0HHtjY/nW9fe2N5dKZQvi0DDsZ589hZASMkaAA8UG/bDe2Nqtx3Zu/i/+8i/iqBcE4fnzj3/sYz/7jW/89T//1Kcbzea3v/3tf/Vrv1oulxlnAFEMBABaAxnHcbvTuvzuO55nDEaNQ4emp6fH07jw6ss/HnUj16H/6f/4j/OzB4eDAQCac+a5zmjUzecnuBBu3pk/sJDPFOJIBlGiQMxloJRHKUUIAQD279+/t7dnGMbs7OyDPky71ZmYmMj52Ww2e+fWjSRJFRdMCtu2MIK+54vYN3yrYJn9pAPSBKQwTlOgrNrU4ULmKFKIUppoDgFwXBdAqaFOkhgCbJm2Zdo7O7vdbtdx88984Fmo5etvvHnt2jWEiRBaaWAYiMnE9YmACEjd7fezBSx1ohRmLOJylMs7nHFKDYAIwKFhWIkcGTyseNjzfNPxpJQQItMYt23bdZzBoNdq7VHaVmBIiEwSahgxNlOEHvgXFIQkChMuATEMzjiXDYB7LA0INaVQ4VBzaioO/KnSRPnZfLYahQCbhm8RocS+6SMAxDfvvClVhEkiQtDthK7rA5lpNRiBRYpy65vrcRw7jmPnBrlqFIibSJHmrv7wBz91YN90v9eHwABKI0gBBBBpCAFEUGttmlYQJrZtuxl3efn+7XurfraAEASAQkU4h7XsMQ32wnZXuzWhB/Xmej5vCw4wMA/uOzNZPaOYNxxF+UKWENgdtBxbR0nn7t2rtonfvzp6/LGnXSeDNEZKUehiaGBNIcASCAg1pYRJpgUgxAlibllWsVpb3lqFRIZhx3UgxhAjjQDG1EyHWkEJIRkOO0maWDbBGHKeAqW4ZpDCXjB6dHYmTuMgHDVaOwAoTBTGBGhcq9E4SRjjCidIp629tVR1E9ZZX7s7NlZo3L514MCRe+uriquFuXnXNgAinm81O/U7965phdq9xqALZap/7pM/88xTzxGIjx09lrAkimJE7CjmJjUd2wYADvojCFSaCNe3iUEt2w6jOFfKC5ZIJR88Ba1hmmgDGyIVaZJopSy3eubcc/QG3ty8lndJq925c3tpFAYawkp1cnlpV3D5/f9xSegYYUyovb19RylEKbIdCpFn6AE1ZLmca/eGcdjyXMfLGFPT++KYsaQzUZsAhrOz07McCyA9GHZc10GmGp8ZC+LoyPGjhWKvUi0CILNZ2/P80SgIgt7t20tJMjRtFIx4GKQ2IX1CT5yY3d7ZzWScfNEfs8rjtVKv067lq3EySmIxMzs2M7NvMEjWt3aWV7ZNyx/06d62cD2CtCzkwYmTRxhj3/n2xUOHqsdPTfsZulNfGwxTxXW5XNlrtStj45lsfme3bZh2NEgpNCuVghC6Xm+EQTQ5NRmnke9blUqlXm+EYTBZmy3kxzqdXhTGbrZo2nRpeTmMh8M4uXHr7mgY7rWjvd2GgYnizM/gUYAhEMePHnZsfuXaUi6XHR+v3rp123E9389LroEQjkWLC0XJ4v3z6Nbdvb1G4DgkDHgSpbYDBAOEmjwd2CaIOkMiVNH19not03W3t9cM0x4bL5lQmo6PiDYdIoEaBBHjgjiObVFMDSOJaLO+SyB2DHesOJnbV3n70pVf/MUv33z/ne3derFSI8TttEavvPpDx3EOLM4qwhIeYGgbwsQaYWhgZAFtIIhdw7QgJZLm7cphJgOpFRdaMrnVsZmkjXtaohSSDaWF5UhCoGtJg2bKFWI5ttYMES+fdTwnwrC9fI/F4tU7d7b39tr9XnW88tHzj7IkmTr5kGu72bzr2LYGqlrbr+G+MDmokFAo3WvXw3gvh4KE9dI05JMjzzU1KGkgHnBnTNM0TBPRBAHDtvNJBMOhuHPztlJ4M+4kMbty43a+VDSIUcqX56b2Sa7jMFJacc0UlPdXl7r97iAc3Lh9vVwaL2QrTKQaKAC1AlIpqQFQ8p+otEopBaAQ4sHvUWsIEdRQAsAB1EKIbqfZ6ez1el0Ida/fBkBlslliEaG5YAJIZRNqY+RTY2Z8spwtOabjUAJEW1ANDAR0ZBuIB612M5mbKGXzfqoGTRkuXVvZ3m63+wJZY/OnnjbcapcnhgxNkwCpPMdVSisFlJCSS4SQBgACRKmFMbYsSCk+euQgY1wq/Zu/8RsJS4Mg2t3dfeGFF6JhkERRv9+zLCuJY8dBH3z22ZWVFSdXIpgyJra3d06eOvPk+aee/cAzT164ukzW+gAAIABJREFU0B30r1y7EYbh+MQ0S1LTtP/mb745MzM3v//AI4+cf/rpZw3DlhL8yq/8mu/7hmUwliwuLlqGmcRpEASvvvrqCx/6cMJSAKDW8tChQ5xzy7KSJLl65b3HHn00SZL3Ll82KFm6e1sBOD4+LiWo79b/7b/9N7/61a8mSRKGYcb3gQbD4VBDUa/Xb9++fezYsY3NjeMnTwih1tbWDh48WCgUVtfWzp49+8alt5qtZhRFSqlKpbKzs23bT6YsVkrNzc5ppaYmpwxCMp5PEN7d3vn6X/4VS9Pnn38+m/N6/ZZtUQjVyurS8vK9qanx6ekJx3U44xADLtixYwdZyoMgCEcRY4KziLPky7/yy0Dz73//+48/8XipUJScDwYDy7L6nXar1cpmC5ZlDXqdKA6TNB6fKM9MTZ08cTyXzYIHgjoAtZBEY8s0LWrsNRqMs1K5PAolQs54bf6HL79Rqh02ifgv//cPrt+4m89V9x15+oCfdR3L9LwkjmbGZ9KKmp2Z93x3ZXV5amqi22rtGkatVlNcAAiipCsE29hYFYKdO3uWJbxars7OTeybrDWb9VKu1B0lCmC/OtvqdPxs5u7yOk/DqbFaKe+8887lo0ePT56eyWRKl9deeeTIhRzISUK6cbqTiC6Gt964XCnXFIQb29spFwAhahie4wOllpbuBaPh8xeeHw1CgECiIow4BQZANGQaOqU79e7a5taZR095rnPxlZ/mJ3rnP/zRV67e2uw2vXyhmpubqtSaw14SJ1HKvvu9H5x66KFDBxcpxj969UeNRv34sZNSQimQQa1RMsI2fvnl7++brc7N13Z3As6jz33m+YnxIsKMGowlw/GxGgLe/ZVupVLdavYzOR+ByLZMBAEAUvI4TSNCoGaxYZAkiRAxtVICCAgBAIKxeGNtxfPNJG3OzJaOP7Tvzp27q/c3fu9rv3108SSQcHpiKhgmGFMhmGVZKQtthyYsKBQyY9NjuXwmjrhlZhAWEkAkOeeAc3706FFK6e7urlLKsiwhxIOwdnY6V6/XIYQQwGvvXTEsc3p6mqVxHI167fYAwVuI/4ff/x3HUWmcsFRKoFMRK4gZN4WACOlgMAQAE2L2er1evw2AHgwGUcT6vQAhOAoCIQShaGt7a29354nzj9Vqtdr4eJImjKskjEfBIDNhQGIp7mglIRRSJgAahJpMSKWkVDINRowrIVScJEoBy6J7zRaEOgw7lmkrra18gcWhSIFBSKVoheFovGz3hn3skoyfFUJijOCDkYNmnAPBIecpRvbc/GLMJrqDZj5fTBOcdWY7dUT1+L6ZkxnrCE+Y6wBqQCW4YPTY4Wcma7OzUzM37r4SpK2YpTrRnCdJpLudoUmpY5n5nFGrmbZDH3/uZD6bjcJ2MlQfefYLM9OHkhhqQQCRUdJ3HBdBQ0mmYKohl1oLxhzfVUosr6y+d/Wy6ZU1SDHUCEBCbUTdw2fOUjMOo6aSAhNxYOqsECKMhWGUCvkDqXSpYWQ9IxVBxFLLI2HcvXbzcq+zMz09kapYY4ZIAgnUmEPtPBBWSMWEFELF2EBSacaEabhXrl7faW4CQ2qDCTjIl0DGB2k8QABoDVMmTTOXijgM1lutLURSiDFjAgHIpeSSOyY8cfzA3P480816ewNg/cD6roUQAmqt07QtVR8RgTAfjHY2du9MzRSLFTtfdAU3d5tbiYgma5NhGmotdxt7xUJm//yiBiiO02EQQY67zZFve+PlWqvRvvTGpWIxPz0zF0bCtzMASMMgUiCTOggTpVWv37tx653BaAgxklJDQ0slHpCtlYZpIoGCCEIIFaUYSopRzFLv3KnnN1ev75tY+PlPf/GP/uj/efnVi512Y6+RKmnESYvrGFOgAYDIMAw7TVUYRv3+jSuUIswoVRpoqG2glWPrbI7Yhp3xCo5XkEDn8sXBiIXxaHKuhqEslJxrN69R152ame12Bo5rbG9vHzl29Ma1pZ3dRrcTtfbi8Rl/4cC+fD66cf0eRHqsli8VPdNJLBftW5jRCl27chtDc403pmcn33nnyuTU2M72UrsT7my3NzeHhoUHgySfy4VBOLevXJvMI8SFIF/8yge0lkE8VIgGUWwahdXVjfXl3dr4mGFGUkGWKimAaToE0lEfxHFs0ey+udkoHhACWnudcBRSYju01GkNMUHFchGgngaq0+u6vjc2MeZ63mAQWg7cazSCYYw1TqMwTZTU5muv/QhqO4paYa9vj1n9YTdfzNmW1+n0KDaPnDg2Xavum51CQGglhsO02xkEQTwcjZqtRhgNkzQd9OJeT55+aN++4vzU7Hg3bH7jO3+9vrMVJAxSGLFtbMN9B6epIdNUYVOPBqHSgIhYGNKqbzQlgFGshaBxpEe9eDzvLNT2dVbrj538QHu2iy1DAKgA4jjZbm+tNl6jZpDJ4y6PbGrZwMhgL4u8LMrksItiGfVDNhyZu/VCEBcVMAEwtbY1BkJBCASCoeSKEhrHXCuYhLHgbH2dC2VhQiBShOQp/ahtgekphA2JaScIkGNlx4r5ySpyTEERV2pXNQOxO4p7sh8QzbWKAGYCppUxEwFJDEUspLSRzU4wFkWRYilAyNaKcA44E8gcW1nejYejjc3OKOCSgzAJfS/nZbJBmO6NbkOFsn6x3R2NlWquaUOohBCjdLC5u5WINA5TrXZNy6QUcxkLwZTCECgAtORSEaq0hkBrrJVSxEJACSVTEYe9QT9IeqEK+v0egNA2TQA0wEoJVc6XCUBaatdGpXzBoSTn2JWMO5bPjRXzk9WqgUk+W0iDIaUaQggJhpQAgygEd+vbm62di/94qdlqZIsLk5OH9x1/cga4e+1hdWoOUnt1fbs6MfWH//n/+tiLH2612rZlz8/vH/T/KXmVWpumiQlJ01QyhhGUStqWwZnAGBsIFnNZQGiSTjjESNKUK/nZz3zmox/56NL9FQQJwIaGSGsNtXJMGkBpWvD9a5c1gFGSutkMwQgj9fW//LPPfPpTwTCo7+wcOng4TaK/+fpfffbzn/c833WdwaBvMtPznNFw9MpbP/zEJz6OILp69epHPvJRJHEYRZZlDwbdra2tRx55dPn+Ur/XD8NobW39uec+dOjgQct2tJZAq9GoP1apnDx9PIyGuYx/5+ZNlYrXXvmp53rPPv+UUmA4CADAvV6/026tr6/+ww9e/uKXv/zJT36SMXDr9u0wiiGAX/va15RSX/3VX4NAp3EqtYII/st/+cvdXudTn/7ntm3fXbofp+wb3/z/WXrPb83O8k7zSTvvN8fznhwqR5WkKoVSQJKRRTBGGAxijA02BozBqe0P3b16PGvNarfb9uppzzjMmpluMz097R7AJIGQZBAoVlGSSpWrTs7nvPndee8nzofin7jX7/5wXdfXDx5YyBfyx3aOTs/MLGZJoZDHhNQajb39XQhELucyxjVCFBBE16WUOdspF4sIQAgx4wJj9NAD91PGsowFgf/4Y48++MDZLMv8LP3Sl79Ek6i9u4kVKxacyemxerXmug6CSElBs1TD2DJNCAEAwEXGzZs3VldXxsdbF3926fNf+AJUSEn85C98uN9td7wozVi5efrxZ3JhnKYZ9T3vzq0bs1PjpWJeMFbK53u97srq9rvvXKOZPHfuYcG4bdlaTkMQDYfD5eVbSZI8fP6h9u6e4HzQ7SbRVHtv99q1q9WpubkTZ9bWt7BuTM0s3Ll9M+daIuPf+uY3Pv6xjx07fTSHHMewy5X65IHDWyEtzM8GVLST0Q/eeOu53/7q+tbOT197nXJONPLU+99fKpevXbsGi1BkLAzCT/7qJ8v1IsZKQzYiOcEVhjpGmgBQQRwl2XirRiDFxBRADINRLufmXfPO629A3akW6me++OWrryx/5zvf/cPf/4Nuz1s4eJxxqQCKEyoEFAIemDt+7PBpfxQBxZFiTz7+4PxcY3v7zmPnD09MVg3dSJJs5IXVWmFicg5DnTHyyPseWVrr/ezKy2HQjcMoidM0Tvrd/nPPfdLNu41G8be/9FuuaZi6m9JE06ECCgFIFF66tZiGQSlv50sLswdqb7/zXpaqZqNp6trM9CQCGDBBM0Yw0onGKQMYK6QJRjWiXNN86/ULWSYZBV4QcJFQEc3OnSiXa5zTLMvu/s9pmkIEFECcs1EwCkNvZm7OG3lHDh+cmZ35xV98/1/91V9A1xEQUManD5TeeuvlnI6Kpn3m3vu77c7ayhIyrXJl/I1XX0pk+dSp05PjExAqLxhmlBFd2+/0b99csQ0nl89rhl6ttYrFkuDJkSPTn/3sJwu5+l43yiRCGJAcUF4KOdMIpCC08yRIA6o4EgngkhCSUklHUkM2hJnpIN0ww24sEkWkzriysAJMpjHd7G5pJhwbKysiTFunGpOCalgmcRwrqeu6a+eyLJWSm6YlMSKODgAUUpg2SVJSLlQgcGKVL5qTx8/eV8kfVswmSjeskgQipVQIKqRwLJsx3bLA0UPTxdrkxvba9tYwCvCm3y/mjSAK/VCOTZS5jEp1Z2erffPqaskd/8Qvf65eOx2lGhAUGQgi4Vom54IJKkQWRkOpJJUKYZ0JtbK6dvnyu6ZppUkbawRIBQEGUnIRdwLfYgoqYZmWYlqreg/NHFApQ0RMU4eA3GWEoQ4TDkUkKceFUvPggcPtzd1WuSQZwrqOAcQUQ00XQknBpFRCcghhljFEdM6kjtn01MSN1UVsJANv3QvXhsMV25a6JgzDKBQqEGo5KyqY5H2zs72B44dRknAlSBTR/b192y7V6u7BhTGJurcWd7iwgDQx1gnBknEECVLIj7oChIz7ntfu9FY31m9BOFEo2CsrS+VyMRVpkG4tb/R1aNcrzbWNiBBczOd0TSs4uYJVqk7ZmsTjzRrgrJx3ynmTSn779o3eMBLKwhoyLdPzY89LACJCKgAA0fWIwSyMLdtgscAYq5+LL1HKmJQSQqUUV6kwUdkkZNATc1O1j3/sC2Ew/MG3fzLspU898aQkfHFxY2uznymKMZLgLkKjCQYUAKZjKMipyhEIGWcYI03TOU8hQJnPgWSg3XXtMMvSKIwMQ3vwobNCpgpmCRCNyanV1Q3BN/uDqD9cwljcubPc63mUsnqzVKyY5XJF1+x+rzsxMVGvmt3h2sTMofHJXJqkLE4CnzZrrTt3Vra2wowyoHRvQN64ccXQnYTxKKYAw/Epd9jzH3zwhBe0B13t2rWb99xzJAhiDMnUzIwGMJaFXj8Zb82/8uML7a43MZ5kTCKlp3FgaUYQxJLiOEltx1q5s2nZumkS26xqqhAHCZB4Z3+XKTo9PSGEMA0N65abs7iUWZblC0U/aJeK5UZV39/ZBhIU8sb01EKWCs/vFPIyjCCG0DDMNGLtnTZCWhiH6xsrnGeGjisle2qqXq7m0lRgZBaL5fEDNceaKBfLBrE14I5V56bJtFuyoDUxP+0u7630Ii9IQ4kyJ4cBjqXKXnz+ZpLGtuWUni0QojteqIWJWWu1ahO5wWAEFdTdku64zcnxQTQ6ZVhauZypNBJZSoXkouCAMIywaGspf3im4bXbcWdkZ9iIAQxA5nOdEVdgW2k2gJBLCDUIDYI0BTHAEEAAEMIQAIgUNpCUQCpDKQKgJFIBAKBSnCpORRrxUU9KAACwAOQIhMtsQwOZCWHRIqYuzFR3QatlWyWdy2gYDhLMNRsx5WPJkDQkMAFUSRYHgc9YNjY2nqZZv+chRJAG+wPa62V7ux3GNYxRrqCV63YUpvXq2Hq8f/DAwZs3FtOExnEaBKGtGaZOCNZMp3L44OHVrY0kHPojf9/czVKac6qMCUN3GeNpFuk6oZmEEAAMAJRUpFHgdzu7O5vrho5LhXzGMyqFqRPGWZqEWZwYANua3iqWWpWahvRWwWlUy5ONyoGpMQsrKNLAG2IcY4xTzxMSIGxpJnHzbnc0eP57r1x872pIWbFePXXvPdOn5g6Nn+/36MZGvLO7pjBrjNVtw6y6RRs7lUL99p07tm3fvHGj2Wz85//0f/zLf/kvsaZdufbOSy+9tHDwwLFjx44sHDQd2wv8NE1MTccIGIYWp6lAKTJ1lqWGYcgkwbruNltrGzsQa2nGhWCaZmgQFVwL1UrLy0tzc3Ora5s3bt35zc//tq4hHUOR+INBv1op7e3tOpY26LevvnvxI89+pFwuLC7d/uGLL37lq18xTH19vdNu7981UWq6HiWxH4SargMEet1OEkeBP1qYn19fW/c8fzj0DNPSDUcIFfhet72bL7iFgrO8slytls7ef/9o0K8WS5pG4iSO4gBClTG639l3HOvtty/s7W2VK861997+/G98pjg+9r//7d8qBO87d/bf/I//+s//7Z+VC0XLshCClEpdM5IsAlCVKuV2u8u5PHT4yPd+8IMo9FiW+b5nEKykAhADRAZDP/Svi4/zOAxN02k0xuM0dGyj3W5DiDljVHBClKFpjDEMoWuZruPUa5U0TV3XTdNUSnnq5IkoiqIo6nQ6B+fn3EIpyzLBhUJScua6DoJqOBxQmhYKBdtGUtLl1cXH3vf4+uYm+HmxAHhhYufrVYveNdDpuo4Q4pwTQh48d5pSOhwOoygiClXrtcZY84GHHlpeXgKIWDk7SiOVpbquUy4UxAqRlAPdcbd3d3e2dl5+9bVn3v+05hQl1p//4QtZSh+47yxByiB4Z2P9yruXxseqftBLktHe9tqFiz9CmqzXCkOm7VGjmC83KweetMbqzSZT6G42YnJyMvLjnJ1fXVwtl0fnz58/dPDQ0tLyu4uXdQTLOXeqNVUq1wulaqNaxVjpmGMeThYLRiZ0QzYbpQTpMk38vZ4DNYCIaRIpE8MwIUAQaVJhxhUCMIvSc+cetkxNIxgADSgFJDcMHIX9NPGuXtmi1COwEobDKKJurhpH0c525tgJV+DUqXv5jp9xOT01Nj0zPuoPoyjt90b/+I//V5qFEnDfHxFiAKlpJIewRJgZpgMh9oZx7AUF191Z29D18TTNRwnr7yYLs7X/97/+o9f3P/ZLH+WMYQgRlEooXdOAZoQp29renp2eHG+2/qc//Z9/8YMfBhDmCnaagumx2UZ9vFarbWys/fjHP/7Qhz4opQRQ3m0uaJpGmogL1esPao36l776FZrGEKnf/8M/cAtFP06HgW/i4fbqza39LZXu41JsWnamBcV8UbOdk6fOjC88HEdBxmih6OqmjZNUIrhw5OjMzKGVO8uX3rk8u3DQcUucc6myI0eONuv5nd0+Am4YxopoEAFdLwTdvGE0OeSZBAJXlaIEQilpvmKFLNSQgTnSdBVkIy8aFXBRd5woiTQNAKYV8g0dSqNk5YqGgiHlw2K5VCiV93Y7g909CDWCf04qYIg5o2bOUESxLDVNk3KhI5lJaKGqoIWp8smJ5n0IlhXXMcYGjDCELFUsFUykiIxurb3uhzctJxTJPlT5ar5UONBcXemrlhNFAgBsmlp7f6SbuNvZivygVCifOnoy8guvv3GF0cQyNU3DOrZss2BYlmEaUlDL0HTDwAgi03rv2o0fvfKTYqHUa+9rhpRS1zRbKK6QB8nQ9NZcTqrFKgR2uxPdWlqpV09ZOilXykoKxzGEwAllSIOOYZiIVBv2zHwTMzncHE1Uxy3NxcTEFJnYCWWggEIQSMClEghiBDWksAYBz7KxWpEQHEWhEswb+nv7fd2QXGQZFbbVjWPKsv7pk5PHjsw5hmiUy1QAJlCa8WNHG5xGpul4Iy+NIwgsBQTCkIs0o8w2bChNjFSSZliDI7+/11nr9rZd154Yn5SKM5oOBt362Lig+sT4dKs5vbW5q7AZ0YSOunOT47kcoUlHkbJtk7xrZkkgBWA8M12z1qq9c/N2ynRCdCfvjIIgY9K085wrjHQe+xBKZGJiQBZRBRCCGueCUp7GGefCMHQAAWMyEz0fZBokFy9ceeXlHz/x6KOf+bXf/awGXnrl+dcv/Kg1Vpyabt5eXdztdG3LSMIkjRMloGkZwyxxS7agwyighWLeNM009VzXFUIIjjTNYpwNRhnGUDesXF7f3FplKrVcqzY5vnr1Tq8TsgSaRu7K1TunTjebjebGWp9gHUD6+BMP9of+7o43HEbjrbE0Cx5/7FSajMYaY8tLO8MuKxSqt268E0Xh6TMnTdOYn8t3Or1TJ+f7fc8Lo+mZCUjU+EQzX7AcU5+aPjEcdNeXbt24vHLkyMJw4GURu3b5+vr6pltslIruwcPjQRDVm3XHye9vd2rlyo1rd+q1auRn9WqlWq+Foe95XhpTBJNiPh/6seA8CSOka1nCc7bbajawIaXiUZZu7/QwpklKS7mypqup2bLfFwTyKGiniRoNRppOaBpT09hc61iaXsoVTcswIiARK1aaEPF6tVgqFiSOu/1Op+fbuULkB/7ArxdKQSc6tXDfVz//Lyq6EwVBe2/v4jtvmDVzfLJUmzj46puv3L6zLGU61qwVc41ee/HQwiznksQSm+OHxitZs1pt1RuteqPX6emGWcgX4iT96U9f7SUjTYeSpQWoqhoyqNCZKuYarm5F/pb5g6u1jKmEWgrrVOWAbjKMmdQYIgAJZFCkAaQgwhBjhAiEWCGMFCYQAoATXSqpEAQKIyUBhgQoBQFUUgGAgOIAcPjzTIyUQpakFEJSKqkfCyCw8jydDe1s30hFybzvg4+tJoOAMMbiop0TjHqjwDSN4ShUUgKIPJ+mMYfQTWIKANrdbfd6w153lM81vDDsdHar9ZJp2u3Orq7h7aU9IjTbsHZ2VrvtjfKDZ4nCcZYGUby/t0vTTDDaGh+L4yiXUwqhiLFMJRhr0DRTxXnoMc78yA8i34v9MPZyBbvULLfbu93tXkkvwBRUykUEUalg21U4VinWirl6Id8ol8ZqtUauauqaYqkSscjSjMWWSQDByNAco9CLvMXdtf1Or73fT2LoFsZ/+aNfLFRruqV/74ffvXZtIz3lhiF3neKBk2UJ2SBaL9aL+73t2WSh2Wz0e3sPPPBAtVItlUozc3OYEKLp+Xy+3qi/8cYb3/ve9/7yz/78r/7Vf/jKV7/SbDZ3N7dWVlaOHjlaazYkhkwKU7cUUI7tQIQw0fzhaGtn78y9ZzMmpYQcQKxZYdz+/nef//innuv0B/3+cL/TIwQ1qqWJhYOLi4sHDhygaeqFgWlaAOEoipIkuyu+XVvbMC0dE81xc+1O1zT0sdZYnCSYkDhJ04yNT0z3+iPG1V67XWs0hBCOYwshLl9+e2lx0bbMSrmoGzpj4tFHHxsbq3POMFFDv4t1uXznzpUbJgCQyfDd995K02i/F0Olik7x7//u7wk2hBKHjx1Z2VjTTWNzZ8ePwp2tre2tzc/91udYwKig21tbzWZzY2PD94NisZRmiVSMpmmnvSeE8P1A03TGOMb44YcfdkxtOBwuzM+/9tpbl959j2aJN+p/+UtfHhsbW1lZabVaEMI4jvP5POecMYYIEEJACD3PI4RIKXVdd103n8+PjY3dWV7xwkjXCMaY0czQtXffeXtqauLtn/0MAPVLH/5wJnipVs2XSwqrpdWVu0mWlLO3fvazarU6MT1LKR0MBo1GAyFkWZYQ4u50LhQKCCEogBBsNBoRQkqlYpLEQnAzNSACSZKYTu70vWeDINhtd6MkuXVn+cknn4RSHTty5LO/+fk3L13yX3xxe3vb77ffXVpcW1x0HfPXnvvEeKvOGZ0aHwNnCMIAExDFfjgatLve2sZeQpkA5OY/fcPQzRMnjwIAXMcdG6uWK8VjJ47k8rlGq5Er5jY3Ny9duzYzM50ztF53sLvblQApkcVex1YJBAJiIjGIkvD4ieMeBYN+b2NtBUtgED3oDcPBiAA512pIlhAkgeJSKUyAmbcIRoymQ69/+/at++87E1MWR4Nf/fRzgkW+3/W9ge8NM9YNAjocBAhGSvaiJN7e2pUAYKLXW2NAgEYd5PL1MLKJNqmgCqPQsm1d1wzDEEJihKVSSZIhpNGY3762vL2xe/rU+YNHZ6JsMBy4Gs8zyu6/576FuXnGGAQAEwyUIhoWUgAhbNsuFAoPn38MQPLoo48iALmUBBPDsJq1hk6gZOnG6vLlty8++5EPcqA4FxCTXq9XrdailIZRfOPm7XvP3OsFAQYqTTKiaf3BQCKi6eZoWC/WtRvdHd1Mf/DOdxQAllmrZ2wWVytjCyEbAgJHI+9nl99mTOi2pZlGIe9CIk7cc7A2Xv3/vvk9AYWG4e7uVqc3kVBqmpYuHTNXHoWxUMhunTS0WpJ4ShgCGBmLAYnDaAfpiVDKIlIrIZ5msYosjSrF+CiFUuXcopEzSQyvv7u6vLRl27njJw6Mgv3xyTJWVpZlNKuXcgUBEtexg8ALg0Eh70Jo+H6CMbRtqzcYFkpOnAhOCzwrFuzD0xNPEFjhHOmGLhVNKAQy9PyhbkoJ+ourr7f71zQzyMIgpqPby8H+buaP6KCfDfpJqVDLYqk4UwgkCRUCVJw5m5RNOIZY0UDctGwAUkHTRFB/MBxFoygJgpFvmzZlzCrkKVB3VlZttxAloabrcepJwTLPJxpUMNjauvL6a1vFoqVrlmXkXWM67yzYNgUgjJlrliobw5EGVU4HWWffIMJHlACc8CRvFAXwEallLMpjR2mKU6prWCmlgAIKYkQgQkBCISTBmHNuu47rRoxHaZLQKCpaJYSl7pIkSakQ1UKOIGXpzvb6NufBwoEZYhg5tzDyuuVSoVRyecZQiZi2wblEIMuy1LZNjEDkx4CWiZ4xHggWpZm3sbFUrZdaraOEaBhCbzgULN3b8WuV6cDnP75xwfdGREfFst0aK2gWSpgnUZqwUCENEhAlCQAEQhSlQrIwTDLNtCBBQAFKacYkwIkQ0HF0pFAQBK6jZVxoSCAEq5V8pVzXNDPLGIKYaBoAkBBi6BgBgQErOIZJdBqmXh9bjvPYA5+8754PbO9S8/mOAAAgAElEQVQvXbv1tuMWTqHUdnQp5ajvsYx54Wi/P5Ag1YijlOb7o2EibcfxRx0lUZJSjehAQYB5kiaODeIYFkqzlWJxc3fr4oWLuq6PPJ9TPj1fPHS4ODMzubqyUq/UPC8dev3vfufVeqO4ttY1DUupjBC0vLJ69NBCo9ba2wlv3lhL0k3G2czM/PLSxokTx27fXoqiqNMZVaqVp558ojfoBYlfLlUqzSz0B++8d6tRb3zwl94Xh3RxccMPooMH55eXlxjH9YaxunZjMIwfPHdvrV5ZvLM0Cvx6tTEzX+VMbG70TEvvdtsppW4up6QMA29ldZVz6lgmIrDZbFimqRRfXV2tNIqWbYZBQrARhqkSKE2HObeQikzKtFAuuJbTbe+6VpEyITKraI8HQWDreqNZnJ5pRHxouhpAilEaB1HsJ73utu9HGibddsdxLMc1FZcnDx7/1ad/ZdxqhlrQS9rfe/U7S7t38B5Ut0C+ktvcXtOwSpPYH/QCPz8xPnft6qr3TEDGqs1nf+Gj060xQBOiZL+zP3OwlHFOhchZRsE226Odsm3CyLOEyjFQHMag3YajHUkHrgiLAGiEEKQMLKGUEDIgJJAIQQ0gDCFGQAcQYYQwwndJfwWRhEhBIhQAiCkgJAQIKoQAFBIAgBQAAEKgIIAIEAmkAkAhKACGBBEskeKSMSXENvW8OA5TMURpFEF59U7f5NQBMg2ZZWZZqjs25RxCyLnSNcMfpUlK4zhznYKuW0GwQymrVetjzRkvDPN5N0nD0Wg43poJ/MTrDkzLWF68ni/as/PjxA4sx95f3+oMPN1EOKKlYi7wPcPUKYvjbGRZUEE+CqKhP9zb38EsvIvnY4yllDpUNrRSL3alMVGpjeXyNcu2DeLaxkS9fGB2YqpZKzmmjgBPYppmPG7TSBKCMUYAqVwxhyyD2PalK+/96LVXX3v7llvF95156LEnP5h3Woq727v9nf1+EG1du7a0tb1SrNbm5+eJFu55m6trS7u73v1nPnBw/mHKUtMx5/JzExMT5XKZU/bss88WS+Xd3T3O+ZWrV3u9XpIkBGOE0PLy8tjYGOfi3/3bP3vwoYf+l7/+6xt3br1z5b0Pve/pja3Ner2eKxTzbm6s3tjf67z+01dPnzlrGBZTImPSzhVmjxxbXd8sVqrEdq7euHHo4ME4ZbPzh5rlQqPROHL8WLvdLhZKQMhOp7uwcDBOEppk6xsbU9PTrdZYmrKR542NjT336V8LwtAPAt0whZT93mB8YkrTzRwm16/faNYbExPjkrM0DkejPoJlXW9ghPf32gsLB8LQC8MAYnVn+er8/FyQdN+69CaEd+87Epz63rBWrmianoZZsZDfbm/XG/Wd7n6YRm7RvXrj6v1n7n3r4ptJmgigbNe+cPHC4UOHOVcv/+jHjz/+vixJosAfazYuXbqYpum5sw8xzu9G5rrd3p1up9WoHz1y5O58dBzn+rUrYRhalvXGG2+cO3fOsqzf+Z3f+do/fG16aiqO4+FwmM/nGWOFQuHnoiLGCCFpmhqGEUfRxbfefOqpp7Is0wkRgr32k5+cP/9Qs9FYW10xdD2KE83QN7a3wiT+/Je+0B8Ndd2otZoHDhyQUrIsFZz/7md/49e/+MVPfepTf/EX//7pp58+dOiQTjBQ0jJMKaAQyDBNx7G5sGukXijkkiSJ45hSqqB+13I6TmkQBMdP3rN0Z7Hb7Q6G/rGT9+RdN+h1wkH366/9pNqslUvuubP3zUyOAaAUBWmUZkL1el2Aganr87PzLMkghKZtEdMCBBu61tnd7XX7QRC+/uZr7U5HKlUqVW4t3ZmdnavXGvfd+0irVsaSdva3n3/+edO2Z6bHK6VSNkqAkpZjKqy44BpSeTenEfLcJz7JiaM0a3ltfW5i6vDRwx/6wNNDz19bWxE8xRgrpdIsW19drVRLcZKkWQQQEExSDlrjM5ioRrWSpunSneVataQRFIVBEPjDQX93d+fq1Suj0SiI9jfWVyAGabrfHKvm847tGPliMYpSoNxu18NYcBkbuoWxKbjAQHet0qlTk4PO+oG5+u9+8bPff/HbBsm8QemBBx548vEnaEZ5lkkBpOAQQgWgAkAjJEqzmZkZmmWWa37kw7/0f//X/zY5M+173tzCvBCSy/jq0u3IH/3ac5+iSUIFd90cZfzMPfd9+zvffeT8+W5/ODExFUaxbVeyJLINXQEAIJYKKAUBzic0OvPAkyfuMf+f//a/csUExwvVZq5c04k78AdXLl8DHCmJez2vXLN5GCUJrVddxjPbNaI0cO3cFz73ueXly61m2TDMJJQQojRKBMt0S0cahrqTd3IidQxUi6MUYdmqgjgNiFXSrZzf3SuVnFEWdvwhUrzUgkVb44COIv/f/as/9kbp/NzxD3zww1Hs7Wy8dmV3VKuTSqVKNCNIR4VqHXFH0X4p7+Ydm7KY0cQbjdJQN8zpYrG4vTFUvDxev2+ieZ+iDaLnXRdkNEQQcEEyGtTG7K3ty1u7lzKx7eZHusUpFzEFne3utVttjNCgJ1kKIFK2YVqmkc/VspTu7u5/5nNf/PQnP8cyLCimWSpEJESoVCI4973QCc1RZBXdMqMCQjyMvGE0KpZzlAspYZTFAEGIFBJcAdFtb4+8AUSYMtTpjXRN1qtzmp67fO2Wre88/YFnvZj5WVbNo92Na6C3efbooR/eeXnEfc3NTbUO+8k+V00BCTYR5EgqgTXMORf8bnQSSiUN04BMKAUxRELxarFhG/p9p+556rEnMxYOh90oHqU0CMNBEHpKjtUrOW+0c2dtZXZqHCh5Z2er3qg7th6HXhD4lmVqBJomthzFOR8MlqYnJtO8LlMTgiRJBxKmGxt3EOJpGq6trRYKZYxJ4Kf5QunAoeP7+96Vd6+urmxPTzerjSoiwsnn273e/GRrYma6WhpfXWzrtpaJDAIEAVIQhFFMmYCGhEIwzhljgkmGqJCAEiIlDUPPNPOa0pBkxbxz/MjBYW800arVamOcgzjJMNEUgEKkECgDAR3BcBQ2Gi0EDCBREqUImTMT+cnJhQ9+8NmXf/qd20tXHBO2Dk0dPXpobX2JgYxJOuhmAIDhcKibWr5QAABQzjrt3nA41DSDGBpA0rWscimf0XQwHErJbt1aP3J47vTpU7tbO2tryydOHDANs98bahgsL21lFHz+S8/ZtvtP//SDkTeIk8Hxk8eGvfWX//kVnTgazhHdSkZ9rGmrGzvNWmN9bSeJAwDV9jY9fqI+HPa++c3X601QKLqq72+tb05MjF+9cn1uOrQsd3y8Wi7nU+q1JsopHbmuORiKs/efrNXrV65eTeNsZnamu9/pdPbTlB47fs/y8oqTKyoFwjAxDANhjXJuW4bpGAVc3N7bLubz8/OzQhlLi6tT05O90SiXq2apF/gJUapSch3L2k1DpYpra7dZhnkGhcA5uxJ6WRKzUW9AkGQsMgsiD00hKIYojQLFQL3cUGLAlTKhgSAGRJw7ee7Tv/zpEqo40JD17MV/fuGN6z+tTpRjkUAEq3ahWi2U8i5NouGg99qVDdtWtbqLESYV2zjVKiAUQZtlWSjFnqHng2HPH3lxmBbliP74dVl0XSksIUyqLJ+6WaZFPklDrFKObGhAgZS0sCIIEggQVphkSIdYQ8jESIfYAESXCAIgAEQKUg4AB5gKgeIASHkXXEA/50IRBAgACADmCgmIBdEkQRkCDAOPpaHIIsZixQUUnlsCWokrylkimbjx3u7AFUbLreQNaOeAgMN+Ytu2bpAkYVSHGHMhJCKIiTQN42OHD4f+FZ3krl2/IiRI0kQqZrv23t4ehKToOAqpQiFv5zWB2FvvvFGvFuv1el0r3F5c9cJhzmjm83aShGlKK1XTNOF++xYX1LHJ7IwUiavrehYn/XbPJKTk5GykXDdfdiZbzeZYJV/JG+VCoVYu6RAZCHFKcUrTlHLGDd2QrjBNC2ICMdnp9FZuLd9Z3/jZtSsUYmQQZ6wJsX51qeNWNwpuAriGEAm559PB2UdOHIunkCneufkGgBSiDBOtPl5KaaoACJP4vvvvifygN+gThAUXjUZzfX3Dtm3d0J977rnV9bW1tbUwiv7kT/5k5PkQomqjWa5UNze3wjCqVCreaOTk3L/7+7/b3NxycrmPfuzjBw4cRgj95JVXjhw/pWk6ZwIQGEThgQMHDU2bmp07dvK0ZTsQgDRNZ+cXBvtbQRT9p6997ZO/+ilJ1L/41/8mny/stzuHDh3+9c9VipWKApBz8fQHPmCZBqX0Jz/5yVir1Rof9z1PM3QnV9za3HDdnGHoFy9ebNSqjXp10O9Fked7/XIpp2loOBp8/esv6wjkXAtpKKOxFHxlZdHNmZRDKaWSwi2YuXJ+fnoCCgWY9nf/29994be+LAA7cuRgRJOB59XrzfWNrXP3n+v3+q7jJIOUMzY7M0t0c+HQ3Isv/7jb7UdB8K1v/ZMGgWWZAMpzZx/GWKeU6ZrhmNZit3v8+HFKaZzEURQBYH3oQx+uNRqYaMVicXV19fz584LxKAyFEJZlfePb3/Z9/8tf/nKaps8//7yu641GA2N87NixLMscxxac72xt3rh5/aknnsBAHT16GCg1OzO9trIcR2GSZVjDX/nKV0zT7PcHbi7fH/Qr5fJgMAAA5J08pXTiwIE0TU3TXFlcvD09ffz48TRNhRB/8zd/c+jg4WefffbNN99sNOpT01Oc8+3t3UIhVywWEUIZA9VaDQAAISIauX37zje+/o1atXrxwoWJyUlTw7evXp2enfrC73y+NdZgjNqWmaZplrAwiJQCrenxlCUbW9vD4dDNFR3Tsgw9iFO/24t5JtKs6DjVWqVYLh04dGg0GkFMvCCklHtBECWbOXcyMGJvsD/eqGKMpRIYoTTNMNZiyjLGueBEMxaXFjNpnn54rD/s9aJ9qNuW5ayubpx/4sGcm2dCDbr9II4gBKapv3HxzatXL3/0o7886HtRkLEMSkEIct984/L8/Mx3vvXSP/zn/zI3c8Abdf7jX/95ozaZz6WN+tT8/JFHzr+PYBiEfppEGc2SONjd2xiO9kZ+f29jOBhGmu4bFoxpVzOzw4cPDPuD9t6oXmlFAypFt1RyvvLVL964duWFb/9w0B9cuLTz0gsv9r/UPXbk2Mz0DEIQIk0pqYCyHWev3ZeQjI9PAogZpfecuee/f+MbYRDUGmN5N6ebRhYHMzMzY2NN0zTTNLOIxpgCkPzs0uVyrVmrj/lh8uqrr0+MT1TKFd0wFARCCsmFgMQPwjQapXGv4ua2rvmTufsYo/lCtWROdbYHe1tLe3EqGRj2+sViFRPH8xKIAYSo3w1atQpNosH+Vm3hyIGZ8aXrbz7y8MOCyyCMAdbjjBMNSda7dvsNXy5rJigYLY2WZ8dOpJEeBk5niL717W8ZunXPmYVjp+Yu39xGxMqS+JF7D+7v7Asp//Hr36+Xj/3iU+d8L/nb//jfj584TLSWpZX2Noc76+1CoeLkyxdfvyaESNMIAomJgkAgBJTihUIeKIU0hrFTcNP5me1BK0/TDV23LAdjjUPEC6UpoKL9xdWV1Tch3mN8J8n27LwtIDKN0qEjpbGJ+u5mj6Yoifig5yVRGCYwSQ2d2IYBjhw+EgQ+AraGXFO3FdQxKijFgZDlApoATCBFlM6oABh+6/lvKBAnaUIMXSkAoBRAAcU1Q/T62/3RpmEgSHISmLZTr1SmivlD2KjqUDz1xPs1qHmjoNXIbdx51Yy37l2oG+leuRAqFrf9DgdVqCXEBH446l7rY4gd7GpYu8sF6rpGCIEQSagQwgBAbBABRK1wsC/2a6Vx3cRKickxAYFUinKeMJ5QtnHtyqWt/mberMaexKYwgJEElCWeTjSWoiz2Az+sN+qcAU2HGKm9vU0N1mTk7I82LSu/sbl5+9at8Zlyq9W0HXd7a880XNfNp0ny8ssvbmwOG9XSgUNNQkyEsR/Evr9jaDIc0ZxjQURLZdMwAKAKSCUAQkobDnoIa0ABjDAGyNINQ0eGZWcZ90ZDAATPMiAFlJixzLHMnG3qtXJ3f6+z122MTVq2KyUAEEBgIAQlkFyqXLEqJOBKIgR0TZNApBkBqIwge+LRT545/cjS4nud9nro0YWZQ9cXL0MMbMMXUpYKlPJQ8TRj1DDMyXG92ahRzjTDTDNmmxaQmWXiQsEN4qhaZnEc9/aCY0cPe2GnNdbc3tzPO4XRgB47dqzX7126cDWhIYQyTZL81NjWeufwwaM3r24PelTXAstyIbKziClAHCNeXNo/fLjRahWOHMkuXbpy4sShX/vMY5evvNvvdnSjOlY7bGqObcSX31k5cfIYggwhtLR8p93enZubPnny/EX87qAXBF67vZsILgjyCDKyDLXGplPGuFSUsiSlGuGlku4FkUJINy2k4XAwyjI1MTUlIQSAVCrNMMwAxxq20rg7N7NwcHZiONgLR+3J8amJVhMrGIWCILvdDuIwMjRkGaRSHLdNN4sSbJCNld1mq8B4Ui26knGG9RlrWpOmjGG9UH/y0ScQAOPlscFwcOnqxR/efHFzez3ftIZJp1gt5PMFyzb8IaQZgxAfOnSEGA0IkWlapmUQTpI7vQtrq4s8CW6++/ap+QNHW9PBzfXtq0s1o3AvsQ96hh0HmGeEM0tBFDNNAUkZz6BUWJN5kAIJGKcEEAk0jE0LGRbEJoD6XQAVIg0hTSkpIYOAAyCVYAoowZiWpVCpuztWYCQREgArhO9aTyhxU+JkSkaCDdPUF4IRLHWsnDwHSiqlS8zSxAGqgmEvDnSC7GqeEW1jeck3BvWSu7a5VSwWLEtzC5YMaaWSh0hgqILIh0hlIajXytevrR46fPjG9cVut3v8+HGiaZ7vpWnmjxKkaZPz84NwkFG9Xp8pV/JCyjgLm2NjRLeiQdisV88/8nQU+aZFut29Q7NzlXIhST1Bs8EqHw4GlcbksWeeWpieLbsuptwfjAq2Va1UIcuCUV/TtCQMIMRUKYj1REhiGVapiDBOzNx6p3P9xuI7l6+tb+4aTuHwydPPfOILIc2W1tbeufSeNxgxNiqV1w4d0qIoHI76ugk7vc2UjtIsNOyCZRl+2CuVXKmEoVmGmYPQ4EyE4fCHL7z8zDPP5HI5y7Yhxlgj/eHAMM1DRw6fOn2mVCpFw6FbyHtBmDGuEX1ufmHQ66dxYllms94wLLs1ObW+tT3wRtt7u2fOPkA5O376VBiFpmUjjDjnSshGtVqvVTDRBQCc0igMLNNcWV76h//z7//4j/84DKKUMk3TuFA3bt669957mRCmY3MhkiQVgv/s4oUjhw8cOXyIscz3hpVaOc0iKYUQ8sLFi/mcOznRcnU9ioOdndgbDgt5h6fB9uayrmMEIYEgTuIg8HI5OwhGTt5kLNUNAjipV6u1eqlYsHM53TYx4Or0sfsePveY19/hFnGLBRrHo37/Q898gGC8v7f/0Y88293vEZ3QOHvssSeEBIOhh7H2rW9929D09n6XZgkLg7GJ8TCOMdHiOEYQEUIIxoamCyEeevjhX3r2VwSjNE09z+sPBoZpr64sPfnkkydPnqSUmqYJABgbG9M0Tdd1XdchhC+99BIA4POf/zzG2DAMAKTrmr4/HPX7CAKEcD7ndjvtSqk0OTkOISAIG4bxzz/60WOPPc7S9NEPfHB/fz/LMspEv99nGc2S+I//6A8ppZvrawcOHqBpEoeB4ziGYYwG/RvXr3/gmWdu37q1eOf2H/zBH7z22mt/+qd/OjHRmp6enp2d/divfkpJBQAwLYvSrFYpTU20arVaHAWvv/7TybGxo8eOcU6jMMiyAsYozTLHze+313Z32ktLK7/yiY8cOnyk0ZqM4wQrrADYb/e7/c7YRDMKwrXllZxp1+sNBUGSZlnGJ6ZnMibL1frCoaMbm1uUSi/wHcd++hd/4eV/fnGv3Y7ibHayEXRYkoo0FUohwSUXIAgDCHGpVv3pOz954Uc/+fLv/QGF4KUXXrp2/fpnfv2zjm2HYaQUoJQDhAFAaUotbJ2750HEsU6MQafvO8E/vftNKdXTTz3zswuXP/6JTx89eo8/8t5489LhhYVWa7Lb3pdSVAtNUoVpkqQZnp44qhsSIgaAFkeq3enkymac7a5uXfajtt5wFqbvGbazN1+/VK2VvvJ7XyYGX9tY3tls//qnv/CXf/m+u1IUx3J/XskGSillmSbC+PadW/efPY8AxJiklDuO9ftf/b1vffe7rUazWCx2uz3TMuI40TQjyTjCGtGNjHIF8MTUbKFcpZTNzi4UCuULFy50e91WsyY5I0RLqIAaDsPI1LRKPnfjwuUPP/nAb/3Rv5eUKmx++3s/+ubLL2q6K9x8mqRpyiRjpq5FWSIYR0Anwkwt7nUHpw8fmJ+caa+vtMqlhckZKoFm2imFQRQWqzmQiLWllVt7P3JK8MTC6TMHHy4WUp+nhXz1x69eMoiUae9r/+V79yweP3nm3NbGZhpGN8zB4+dPXbjw1huv/PAzn/7NWm0SqOEDDzyyubm+tb3+G5/9H3I5V9O0GzduUcp/+9f/SNc1TSNCCD8YASl0Q4uisN/vpWl6N900GnnLt7e8fkYZv3r1arfXFoI1Go17H3z/8uLlSgmeOF6plZt7+4M4c4KeGkVxtVaRKNUUnJseNw23VCr3+/00zWgm9vd7CBoaMWfm66YjaBYDjARAEBDKpBAQQl1xmAkJoJIII6BlWSoE4gwASBgTSkqi6YwyosnNjVvtzopjYSalTE0FjHrtULN5HIhCmqjzjz6IlObtDypFe+/qRZtvPnCs7vDMUqhA1eb2XrFcSuhgfXPj0OyZdt+7vbnMuTSQBgRBCHFOIYS6rmNMGOOGYRKsG4ahaUaW8iQdMriXL+ZqlTpnGEHD0HKOWZVSelEbSMJTpUE38jJbGpyDOE4gkFJkmkYQsUAKWb6kw5xUqlEZD4NeEmhY5NKI5Cq5em38/nvPdQZrEMCrV6/0eqOF+QPXr65iEjfGmvfdv8BSNjd78NXXLiJirG+0i0UX8AwrU0O2bcHZM8cNA2JCvEHq5nIzcwfnDxx57HGsWaZgCgOikAQAYmKklL/zzjuXLl1Yb3cIpKVinmfBAeMAZywM/XzOzai8du1asVxz8iUhVZpIjCGjqY5hFPoaBkkcQiilYlRkcagYxVyyKPOhShwXaWjMMcovvPAtL9ov1hwdDMrlMlRYcgUEszTCWQqxXs7nfd/vDzpW3snSjEANYyONo2NHjpx/pPHCCy8fPbZQq1V0k22u746G8d5uFyjrgXOHXnhpPU7C02dOvfPu2xAA30sE1S+8eTUKgGWaebcaRixfrIgo6g36iu2bJrjvvhNZFuTypm6smTa4fu1qPmem2SgM3FK+XCmND/MZ4IY/FFNTE5fevpRSeu+Zs7puvPrK5Zu3VzrtoeezVqthmm6vTRvNsms3u50oCoNSuSYl8P3UMk0ASJZxIeHm7v7C/OT8gTnLcre3tqYmp/oDL5dzuaD5fNnz4nKxDAFamD5x1Y8ZiXN5mHNtJ6cJwRxbX1oalEu1+bmpG9fvtOotKXA+V8zosF6bLOYw4ERksaQ0VsAQIK8XHn/wqXOnHuIp2x/sBKH/4hvfv3jjrVDFVg5FiQchh1AowNdWVq5eWXUsdf+99+63B+3udiFfyGg8Gnmks7V88fmvtYrlGtFsBBrrW/ri/rEInoVFy0e6pIQzGEkMFQEQSgUllFIJaBDLUEABWQBAICQBBpqOEcFKESRMoAyRIQE5xEwSRUylaQphBkACIIWAESUxloBArgRTUiCYQsAR4pjEUqRcUCFGAkdAlwgLpAGiK80AGEMAIFcGQBBCCExN0zUOMFM56Oqae/zsk22cHpnwQRQCmOStY/1Bd2tjtd5wuEp2N9uAMKloseSOjTV2eu3l5R1KaZbFtXplfGJSN6xOp5PErNcbluxKlGbt3ghpRugD28Cj3j6jUatVlwIsLMwbUiZJura4GIUhBHJrbaXVqDiHDphEq5Yb508b5XLZtXMIQkEFHfQxJFXTxAD3d9sYSCSlHwTY1KkQmm0pXQdE2xkMFm9dfefyneW9bSHkRGt2bOLEQ099ulSpI01v9/pXb76ztxeIDDcrrUcffyDOhqsb7wXJKMuijGe6hXIly4EFLlE+b5tOA0FAkAO5+/CDj/c7MEnSSq3w7uX37j977vvff+HokSMX3rpgmub73vc+23HDIIaQJFnKGHv38ntvXrjw2ONPzM/OPvzIY0CKMIocjB555Hx72JtdmM9XyydPnORS+VHIFFdItnudemssC2OIoG3qCU+G/W6xXLl1eymh/P6zZzWEbMNgYSiE6A8Hvu9Xq439/fbyyuqJ06e5EMvLy83mmGlZrmPpGoqjQCkeRwGCiqdxv7OfMVYp14p5Jwq9KHQMW9vf2cznc1kSDvt7SEOWbQR+r5DLzc+O37x+Y7xeE5IR4Bo6LtRr4+Pjx44d1g1tv/3/s/Se356eZ33v3Z7+/Hrbvc7es6c3lZE06rKkkSu4YuCQAHaObSCQkxySA2StLJMsTnLsRSA5GHACxj42DgRhW3KRbHVpNJKm76m7/3b59fr0u54Xyv3qenH/Adda3+/1+ewgSG0Hb6zdOPvUB5587JRikYYp1zKXrlz84XPPPvL4kzdvXMumckTC6fEJAiEUEikV+BFjnFP+yU986saNm4yxs2ef2d7eKpeKvV43CDzTdpMk9rxBHEVBENTr9UIxb7uZer1u27ZgrNlqb29XDx05XCoVAYROyhVSYow9z1uYn7vr5AkElOd5WxvrhkYGg8H5c28d2L8Yh4ljmkkYTh05vHL7FucMQVDI5xfm942MjJR6Bd/zoMKuZVfXN+V9jMaxTKiBtVTWlhKU8wWpJEKIUiqlDILgd//PfxXHcZIkcRS2mo2nnrqlOPUAACAASURBVPzAVnX3Bz/4fqGQ73Y7N25cF4JLyfv9fhAEb7355uMfeGJyYmJnZ+df/9H//Ydf/sOxcuH3//W/9P0wjhPf92lCGaWMU8/rh5EvpcAYY92ant9fGZ+76/RDGoxre3UnlTEN2x94iovl5RtB6Key6UplBAMMBczl8p1Ot1bf63T7o5OzpdJYEMVr61WMiWEiAEQUx7t7e7/665976/w7SorJ0fLVZg1bqXpnADVL0y0/2gipolJu12uPPvUBH2Aj7SJdT6Lo3BvnHn3sScdJSdlCEiGNcK6K5VHLSk0W04yJem33zp1bL7/6k//+V/+13QUbmxuNei+VST3zzAeWr928c+eON/Tfeffy9579t7/7L/8P1zHbjRYC0nVtgTQhIgABRkpKZelupVDCusrlxuv12z2qUtncSHrmyQcf/Ownv1gec37wwnee/eE3n3jkg889/0MZO0DDAIDh0KOUQQgBUAhBJYFl6JwzwfjExJSQknNuGBoXcnZ2Ymtzs9XqIkJ0wwBEA0qapq5hAiFEREtl8oZl2qlszJVSDDHppNPHjh+/fu1KKZ8hCBKsZTNuRGXazcQMh3770P79g/pGuH2DI7i+0zp2dOEfnn+h5wc6QSyJ8jldqBZXgOgcSiUVkTLr+2SkmD33ys+Cjpf4PtEAB9CLGCEpU7OLmhbRYQqOf+jJX72Pne4MdkdzYwemD2Ou5R3j8o3VwK/GwxqLvalJu9Ndf+Wne72m/+C9p2XSvXjxrfXVW/vnZwqVYs/rQU0uHJg7eGQBAAmA3N7ZbjZbjLFqdfPW7Usf/cjHMMZCqjAIIYSO7ZiaffvGKqXs7FM/zxi1HfPGrWuYAMriT3zyrGO7mm6EYVLvxCPlSsZVI/mp6cnMqSOnExo0Op2tWk0C5Pv9KBpYhmkYOo8oTzw35YCMShVzg/5QCPjd7/+ZqTtjozNjI9O2mcdI07Cha5am6QpDHVtAYiU8TKAmmABDLiNd1xPKAABJkkiZtLp7vf6uYSkOqGGkpcjreGKkeATxEpTorlNLo5Ux1g+yFgn2Vkhv7eiSacs+QciPlaPZKcuy8ul6syFAYljacDCwTYdyDgVQEEulFMYAgpgzHscQooQLCCM5UAAgobrNzsqeD50UTqczNAEY2LaRSbtpjDENNoXyuAgw4ggoDAFnIgwTzgRBVisIDdOwrAzPjRQqhzHSWDS0cWClCAvc7PRofqykYNTpbW9U7wwG/vGjx26vrI2OVgSnjmNlc8W9vWYSR/V6Y35u/tr1FV0jQMFcIUt0ePzkERNUbRs5NoyHSaGQd+zs1vqGZjnZYoFgrDjgSjJBpQIAhJTJIwcOLszNXFu++Pb51zY3NyEQTiYXJolhGHESI2ws7N/3+rl3aq2+aTkQGlIKCKChYYIBBAITiaDCGMVJpDiUgiBiaFpWMofHfOAH/e76Iw9+KFPRnTThg2Bra3O3ts1Uh0WR7Zpx3CcW6Hc7CAPb0pMgRBIBpJrd9q2VBqVgefmWbZlS0kZz5/bt2wcXj9BYHww2TQN+/7l/RJiYhomwKo/kojDM5/VMyqERLJXmd3cagd9EGo4Z88IwX7RszU2lrU633WrtpNMpIQTB8NixBYBBGHoK8zDufvNbr+sETY1Ndjud48fuMvXclcvrlrajaeZmtVqrDdKZ9Eg5RxM1HPTSaYcxbttGtxeEXpLN5JVStu3qupYkSRD4CKt0Jj81O9Pv9Q3LzBeKW9s7hkbCIOkPukK2DcMeDuNisXL+/FuaIfP5HMQeV9xyjHa7m9XI5OTY1PjS1NS+nWq73w81zWx2Gnef2a87sRJDU3dtK48kvGfixPzk3PTITMEtiFisbW6s7a3sXdmu+TvjSyOAwSD0uMwmIiG6HsZJHCa2aeoaZlxBSJQwhgM6Pl7CGJP8IP5QV8v61OCJleRJLEkoCMeaIgghABS3FFQIKoAhhEIBgTAgBiQQaxDiUCdACaU4VEJCpSBEAErBJVWUCSgYhAwRTBwD2VAzOICRgjGEAmFFIOhgTUKoND0B0pesFQ4joTyahFxwADjWFdYhJAiZQBGVYAAIEMgghkZ0BLBnMaghiiDBGlPmMAYGKpcsk6oQ0djKaWAOJUnYG7QGXqfd3aPc7w3rO/WNdi3qNvpCCp1YcweX6rUOpXxrc0c3XKXgYODZVopBb3SqHDNJDBiHsWJUA8CyTK/fvrO6kso4s+WJZmMwMT47Wh4v5guP3/PBcq4wViynnUzohU60SaOYe1xwgRXQsS6Z4JIpLDEARNciINyRctf3jGxms9Fcre6sbO+88vq56l5/OATHD88cP3bq5z76SVNP7e22WvWA84FmaBOFsf0z89kPPsX44OLlc3c2l7EhBOTpbEYThu065XI5CILa3kav3XadzMjImI7TsY+7vW7amRoMho7lHDt+IoqTpaUlqdRTTz313e9+dzDwmq3Oiy++2BsOCCFpw0hlc1zK1fWNQwcPPX32LE2okiwIgpjFHKCnP/iMZVnP//gnnudt7ewWSqUgppXREQWUpmlRFJbLpTdvLb/52mtf/OKXOu3W+kb1zJkHoFSVSuULv/M7Q8+fn9+3uVHN5cue5/t+YOhmEARr6+vlcknXkJIsjnzf0xHgjq3v7W4qmdy+fTumiW25pmFE4aBel0qxlZWbglHGEssyDh3Yb1kmFwwKkQRDS+OFjJHPljOZ9OLiwukH7jt16qSEfYyhkPGrr/20N6jZViVfUs//5K8zTm50ZGJ0/NHxsRwCzLawN+h0mo1Tx4790R/9h//w7788OjoipArimHFRKha73d7DDz+8t7en6Xjf4rwQbDgc7FQ30vnM7ds3z51/p5gvTE+Of/Ob37j7nnsOHDr6p//v1w4cPLi6ssI5f+bps4Zp3v/AA0rJr371q71er1araZo2PT1t23a73cYYf+ELX0AIra+vnzx5stlsGoaBEHRdZ3Nzc2dnh3OOEZydmR0MBv1+/yv/z1f//Zf/MI4iFic0ijSEkiACnFuaniRUCKEUFFC8DzqQEJRLRSnl+9GkEEIpdeTwIUJ0Smm73aaUbm5uGhr5xV/4hY2NjU6n89QHPtDtNFjkl8sjwbAfeYNyPhvHUcoxJaeFXFohomkmYwnCMI6jOI76/UFMmQgiixhAISKA9ILBYKjpulCy3W4NhoNiqUDj5Pq15Uw6ryHj2Im7ri3fWDhwJJPNrW9udToDN5UyTcQ4R0SxJNleX3nskYeCOHEz2SiK7UwWmWbIWatW68ey5LpzS8c2a22BdKrAkeMnqW4N/BDrWmuvtrB0QEqlIAQQM8Y9zz997/0ASiG4N2j++Ecv7O3VDhzY77jgwuWf7T8w5YXAtJyHH3oqiDqtdvfFF19cvna122k/8ejDnW4LghRQVEEBAZGwTXnQb/Rqu3txyBEwU6mU6WiZHJ6o5F5+7fpmtfnzZ391pjQslsvb25vf+s5ftfr1ne3Bk//tY7urnoKISfE+YwghqJRCEBqWZej6m2+8un9xUTJuWOZb584vL1//3Be/OPBDjRClVLfd8cJAEksKFga+bWgY4zChjzzy+NjUDBVKCKgUUEr5vl+uVLLpB6prdzZWV9PZrGE52HB36y2zOH3h/Ltf+oUnP/zAadtmkQhrrRsjWaPPdjMjE1CFEPqLS/vKFUfC6MrVS81OL2XnTtx1zDGyupJbq7fbe+3RQgFryC0W2TAJIopN1zBN3VR6mLV0U5d4onj41rXVn1y94lqWaWh9P/j0z/1c0PMtS9eL5k67kfgJSkClkF1ZX9axu3KrderEBzSTvPPmOc75/v37U65LMDFMDRtkdXP16NGjn3nw471Ok3KPxzLlZjQdYUy+/t++furU3UPf39zchOjvzz79oVp9q1jKnz37dDrjGIbxzb/59pWrN/O5kma5jm3rOvhP//HPwmHb1Iiu6yMT47pjuRl3pFy6dnl7enZm6eCM5RBHS1u6JiDFkjsjehDGVEatRnVtc9W2UhBqnEnB1cT4uKYZjCWmnpkYnc7lLIwY4xRbXTnwoEoDAAGQGkatVm23top1JhQn2AoDlHJLC7N3W/rYoC/vOnngyIF9zVojrRFA+1Hvzt0HS8WM3+3slUcnQsqQ0DHUDdNq9dYAIUQDjCU//9GfS2dzPFZe6DPGkiShlCZJEoZhGMZhGCVJIgWAEEZh7kcvPgv0DtCHmg7TqXzKzdtGCgKQzaT2jbt+0magbxl6sZTqDNqMUSVlGLJyMV+rDaqbXrFoHNg3PpI/mXZH4zjgcgiUgMIUzOKQ1lr9XGa0VBwr5DKmaVdK5SiKdEM3DH1vt1Pd7DRbjXI5brba2Xy5WMmurt4eqUxOTuWJFhsIx9EgpoOIJibWNVzK5zNekFy/fDmVTc/N7wdIgwhhBSHGCY11XVdQPvDAgw+cOf3yKy++ee5N07S4lCwITcOgLNItSyhuOIZu6ZwxKAAAmCMkIZBCakozsIaRroAF9QirSAGiFJYKSoEsIwWR/If/+dwg3J1dmHrgxH1Hj9z36CPPeF7vyvX3trZXM5nsYNgOgsAwiOKwkKmYxLI0C8vmjt4BHA66Ayr4wQP7N9dXO5241uhITsbHS3t7rdGJUrXaMSw5OTW5Xr3lBb6b1jXdPHhgSXB6+PDc3l49XyhfXb7lh929Wpx3gWnhrc0tx9Gnp2f29vYCP5GgnUpbrfbuzL5FKMjS0tT6Suv69VXL1p/9x7/r9aLpWVsz8IX3rpUrGcuGCfXctF3K5Nvt9l5tb2ysuLA4hYnqoEG1ug0AcGw35RqY4HwhXS4X0vl0nCRCqaHn1RpNpGCxUMQIIA91u618geSyKW/QMXOpEydPCumvb1zXDO3Mww9tb+z99CfvOOaYbRVvXt8SzJAQhHF36ehUrkzWqxtBr2MCxwbpJx46+8H7PmY62jDsNcP6uQvnfvLyi+XxMpWx7pBWs6moHB8fK40U/HBIdLKyunlp7VacgPH906XSyHvvvbe2MiyXc+ur1z75GCFZYByiGYsRQoEuYOLHCGJAMNJ1gZAAyuIUAKgAUgoqAAGEChKJCYK6gsiGVEokqWQ0YXEElYBSCi4kE0oBDSMAgQSYcgMIwoWEmlBESYwFggKhvq4njAY0SgQPFacG4QgJQ8MAIIQN+b5iiwpJOQecg/eDQiowFgQjjJguNCIgSpQOkEMTPRg2bHdSty1NtxVSUiIT26VsvpAV8zOKiRggPvR7fjBotWr19rJBwjiklpWNkwFnstdrabqp61oSx8T2hwEIIwoUpmFQdGcOLs4SDJhki7NTCWP7xk5tbjSU0BdnT+ia/t75m7sb50MvnJucGy1P5HOma5vl4ohjQBNzG0nToQQyggVQnOlkc7sFwvCdy1d8ym9vbu/Wu6lM0cnNuMM9mgzEME4h8+bFqyOVyf/ldtOEYYL5+UKztXv+vdciOugOmqmcwWScTRcZV9l8FinUbQ0UUOVCIdCZbaU1pHEWaRhvbVyfHjc0YgNBIIRJkjxw5kwUBP1+vzIy2ul2OedeGNy5c0dKSX3/i7/5W8+/8JNjd92z12hduXjx3Buvf+qTn5hbmPPqngBkOPT6/aFlmoPBgDEOMVlaXDTtFGdMKYA0nVJhO24SRV4Q1mv1Rrt99epyLpctF4vlcrnZbD38yKOGYcdRPL+wuLNX29nZsWyHc67rmCchxtA0cLdVX758sdPa8wbt3eoa55wLrkFZKY7fun45jiNCUKWcNw1d00gSx5yzTqcJpGRxOFLInX38zNzM5NTE6OTUpOumAAC3r57/H9/7ervTfOrsk9m8UyjYA8985fWfIIhO33u/kZKQBG4GUTlo93aLI6nNtZ0oGeQKbhAOsVZRTDYbO9/4xjf/01e++sdf/Y+PPvnExORkb6eXK2Q6nfby9WsGBLlCDmng+PEjly9eDr3h2Eg5DEPTtDrd3nsXLiY0SbuuYVtvvHXu6pVLv/d//d43vvHXS/uX7jp1ivEkiqJ2u+267vslBITQ0aNHpZT1er1QKFi2HcfxzMzML//yL0MIIUTXb9545+3zn//85zPZbKffw0KlKykhxMbGBmccQsgYFUIwxizLMg1DcK4AwJhwRgGEgrP391qIEARKKW7bxuhIGUI0NTkupXrs0UcoTQAAGxsbum1srm9UKhWMYBzHhJAkSX70ox898dSTYRhxmQRhaNs2pcJ20gqSsulqmtbptLPZnJSScBGzxI+jhFEEgEjo6fvujaOwN+xzhGp7TQTIhUtXUulMu9vbrbcABJZjx3FsWRZGGBqqWdsREuqms7z81r1nHrpy7RLHID9edHbcQmHharWe7vjFQjlVqMQSKqwLBY4fO/7ya68BgMuVct/z0tmMbppSSUw0x7GjOGq3m8vXrsaD3W5/MDU9OTM3ceMO2di6nSvLoyf2RYGUyv/mt/5KcC2dsT/96Y8fOrRomZqhKaSiKOinHH17d7XavBCF4fjI6M7m6vjIZDFXYayJONlaaexbnGEBc61Mc2/vfPTymQfPTC2OzM7OqW116u7DzWbLttyIKUE5JkRKCQCwLFMKrmuIs3hhfn50fC6KIs3QCcJ/+fW/+PRnf9FNpWZmZgvFchRTAKAyHd8burapYYCUSmcyTjqT0BgCZOqmAS0hhAEBp9S2zc3NjW63TWkSJrzZGVpOZmF0XLe19Z2dv/n7KzJpHjy23ykXfvjyD9IFUO/dKKRzUJPvXXnBdXHCvYE/FFK1OtUk9jRgbq1WO7sdGMvf+LV/9tlf/GwUxwog00pxgMPAgyBQOvL9Zhw3S/nSqWMnoQRhyC5ffg8TPZcqEK4UFnuNgWbnZOIvTFW8fqPZavocpIqTE7OHuey62Wyv13vz/NtPPPGERjQu0e2VjfLIRJSw3b12yk0FYWRZrhdwiLROezg2Ob+2uXP//Wee+fAngmhrEHUEUrpm/vGf/hkmaDgYTExMj03O7WzXbAG2tndSjvYLv/RrwaBHkEYTHkZRzKKYh+vrzSTWd6rDtbW3qaBREiANSSgBJJTJuflFqfx+f6BrBOOeFHJp6WCxUPCHrFrdiOJAN8hq7k4S7wHUHwwHbmpEobKbMpWECtDuoNVpbgKZCCax7g77OOVMzEzcTUAWMHn61MF9c+Ner+VYWNHe+s47hxccpwKFUnY+54chQNDSnGF/GHdBNm/q3ECIAsH8gaeEjpVGECEacQwHYQgBghBAiASXUoL327RER5t7773x7vd1M8MUCyMYhaFOuJIsTujiAhHDwHCgBNwLhghBIWgYxZqWbjbq/d7QD2Q2L/0w8kPhDXxDt1JuSsgIQGgYOhS6a2UNzS3kKt6wO/SHl69cSaczw+Fg3745KayEwYnx6cNHDrzy6iumaWbSqXvvOQGBp2TI+ADaIJHx1u6aRSrQsqiKpVA6QeNjowNvcPnqlZArBThjjDEZhgmEmEshFMVYEg3OTM0oBQSjCClKQylBQv0w6kuFEioBjISESmpc6gBgCIEEhDFlEMyphnEMCAMKAQkgFBDKbNbdNz934MBkrbPdHXTfvfbcpZsv2LabyxUq5bF77z4DIRKM9Xq9Rr3RGTQB4jrUH7r/MRrzg0snl1duZTK59qC5tXmnur138uT+djOo12qapk3MFMbHKr2+HyZwbW2z3e6l3Gw41G91m5srDcc2ASCOjYEybc0u5jLjIzalka7rpVKhVmvfurGey5R3dmpnHjwV0UE+m3Xt0pWL15ev7Y2Wssq1lpZmcwWn329zBRb2zesGv3WreujwfH/oZbJZ27aFMoMIYU3s1rYnJycHXR8AAZRSKm62qpWRUrHkTk2PUMn8wA+iII54ktBcNpdKp3udFkIIY922tLHxkcHAD2n/1so1TATEoDfo/fSln2Xc4vzCQqvGEyr7fX9yaqrbb9136oSZTm6uvhHFbQ3rWbf4oUc+Mz9+yO/Qbr9/c+/yi2//8NrGtZbfz0QZGtOUaSvGAETVes0wcS6bMgydMXX40CKjKpPLLV+7RjDOZYrVzbpS0LZdAiERwIgFhFxJaACiKQUIxhpCEEMIAScmgFgAJAHmWAECJAQAIQGIUjAtlBKQIw4FYFhJlnAWChYryTWCdNsChADTgLYmLEV1KDBiEMVABUJGVGxFAyklwBBjDeqW5BJhbACgAQgARlAiQzDGhFBCSKlARBOFVALiSAgIUTbRBJPsfeUssDQ9tbf2RsE4xAzDtB1JMR6aQoBMpgiJoxTKuLZUKp9SqWx6c3Oj9tPGSDF16/YVz482trZnZme2qjv5QrFWq2GMMUrpWlrQAAihazrrDUBAF/YfnJndl8qVC+VRr23K8PJWtf43f/3C7u5OGA1Hy6Wx8uitjdb5ixseI4aGsil7Yiw/O1EcK6fnp/PFYgYK6nmdlj/88SsXJUFeHO41W1SqI3edeej+hyxivPnyG+ffPC/7Vb+xM3PqZEyHhVw2kXQQda/duLqycQNoTNN0YprE0dLZtGnZAGpAIcey49CnLHJtE0Ir62jDQdBu1AhBQHXbzT6LwMLc3TSWjz7+GJCq0WiYhiGlfOCBM/l8/s7KysGDB4UQ7128AKR46/zbCsAwjq/duM65uHjp0pGjR+47c98Pnv9+szW49957z58/32q3EUajYxOFTG5tfXN3t/6RD38sZolQKEhi03Il0W+vrI1OTN/38OOlymiSRK3eoJQxKiMjN27coVQcPnK02WwXi0XdNOM4tCwrCLx6v9NqNEQSpVPWxffebrXqtmNNjJU0TTMMA0Ko69Cp5AGQvV6v221JIZIkwhgTQlJO2tL1Zz72kccfulsyL2WSKBgkSVfEQT5fAAC1W9sQ4uee+x7jFBB5/5l7FDIKldJ7V5artdZEheWK5cm5Qtfbixncrq8Nwy425Ub19om7Dq2uVjFkYdRPp02iq3PnXjsaHfvxiy/s7lbHxkaHXr+YykxMTSolHNcKQo8QdObMmaeffro/jObm54MwiuJQ0/Wh52m6Xm80AIQr62sQwocefsgbssuXL3/uc5/7yle+Mj8/b5rm2NiYEOLatWs3btyYnJw8fvI4MXTDMM6fP3/y5MlMOu26KQUAYzwMw8FgYOt6vdH40Ic/nM/np6dnmBSaob/2+kvf+dvv/MVf/uVf/uWfP/HEE4uLi7VazXVd+L8eSKVc3/dt20qSxPeGrusGQWCaJkIAIaQRhxBiW3ZAEy+Mrt24WSiWKKWapuu6+a1vf+eRJz5gue7KysrXvva1cmlkaelALlc4dOgQIYRA7FrWsN+tVEosQQjIQiYFoHyfAUujWDAZUbp09FgSs8CL1tbWOr2epmm6ThJG0+nU+fPnjx8/jhQMk7ha3U1bzsbGbmV06tad1XQhK7DIVFIzh8ab1VY9EokmG1u7um57sNr3aRzRA/P718bWwjAAGjnz4H0LSwuNRksorhPd94NXXv7Z1atXSoXiyRP7E7EFdVMio9P37FTGddNJIhhX9UbvqSefqpTHlJKUhRpRjAWmKZp72/6wtrZRswwcBTvFQin0mhpIJsvZybHSYDAolIr/8+/fvfvIsZHMRNrR9qrV8Ux5YjRLIHTt0viIvrHS+frX/vs//cyvQsPFBGOM3tdkJEliGRqEQMd4bKS8sblZHp2ncQIhHB0dM3RNKfj+1xdfeKFWb3zmV35dcqEh9MIPn9uubiolfvO3frs0NiYhbraaEdJ007AsS3AqOD9x/BiNIsdxJdRW1raZBOGwYyL0+hvnn3ns5GNnn/gvX/vPW7XtiZlpR0vZMLbS4tatG0v75oKwPwx8pKEwTqCGd1obM+Ozo/tGL9248Tu//htLJw5xrJgEAhLKVEITKQRPguvdN956/SULqt//3X+HodXrx27JqHbuZF13ZfXNQq5wa237f/zk9d3W8NjC1L/9F78Wh1FjUFuYmj754BnJIIaZU6ceRAikM6lOp4MhicJ4YnKx2+0cPnw0jmPDsrgKIspN0xwOh8Wx6Q/N7dd1vdPpBIwlgiisG44dRMnxu04LlZiW2W713zl/6dTJ02vrd5aXl7duLz/50bMG0Q4uHZ7dvwghsmyj028sX7vy65/7Ur8/pExms/l6fc+yLdtxojDpdgeOneFAdbrNdrsRRkG/39ur0q21qqkbUYzq9aGTsT7y0U+8+dZ3w7gBcTgIGhhrml5RCnW7WzdvXSqmXagYIXa7y1P21NGDZ5HKKo5P3nXw2LGFTrsZBl42ZfW8zU54q84y/W1asNwM1vK6YWChE4NgAABL50xTWUL5SkSAK5UooaBmQiGEBJJLKYRACGGkcS6UAppmQAgpG8zNjL12nkOACSJAGURzKIuisDcMGoePaIZl6ZaDGPB9ygWlTKVT2SQi27Wa6xab7RrRRau7NfTqI8XysM8w1ggmgidBMAhC5qSMifHp8xdepKqfzqWSWPW4Z5opKbQbN2/HibDM/Mbm7WIp1+v1oziBgBt6Mj95kDOOTE1yOIz7LS+cHk9VNBknEY0BQiiXz+ytVzdqTV0nCCEpQRDEQgIIAdaQUgwiYCKohJCKEyiA4oQQFg+UjAjRJZQA+BBBgAwIhAJYKqmQphSmlEWh1HVJBFJSAhlpSkhIkTQAo0nAp0eWilmaKvaSmDVrbT9oXrm0EkVUJ/rSwtJ99923MH8spkG9Xq1Vaz/4hxdmZ+bHJ2c3qrs6oqZL9uobD9x/dHWrraBaOrBoGKRcyTaa7eMnD2sk12jVy+XxYn5MCaPbqluGjMOuRlS/nywvb2ICivns8cNH1rbWpeBRyJr11toKeOShYzrxbcvtDVqGYbRavb2d5kg579iZjdX26dMlb9jCWO92eqsrG1cur5YrxcnJiX2WuVndsmx86Mj+mAa1nZ5lWtvbu7XaHkJA1wDjPAz43L6S7erbuyuW42ZyuXa7mySJZTuMiySmuVwOIm7ZmmWZGIso7KWzuSBi6txRPgAAIABJREFUQ6+t60LB2DH1emuPJ0ZpZH5hbqbe2FUoEDDK5O16d8/JOMUxWxf6Rx/71L7KcQPkWeitVdeef/m55e1LsUZH5iq+HyOoJ0owFscMACjMGEkkfW+4b26RCKVZWLJkanw0l8u+HVev3+D5nO17AdESmfOQkFAiQiUQEBMNKQMBDBBSGIEE2hBqUiEFIYQKAk6AwAASBSFAUiOAIESghgGyiGSYMCgFgpARDZgWkZhwAhPCA8BCJkImQwV8AX0BYgE9zJWUAAAEIVQKI4whAQASRAhBCkNJiIENgBTUAIQgZTIOOVcikQkTnOogEDSKAhlHgEJJrJvXBjZbb2GhZdJ67ExnF1NuPqFxOlVyUiWCnCimGGvDnhofOfi/ffa33nj75Y21F8cn8yk3NzU5W9trep5nWZZh6K47rRS304BH3j33Hrz3+PH5ySmWqHrTu/z2rZsrP65uDf1AKmSUR8dPn1nK5m3DACnXBlxRKiSgYRAGXuhF8fnrq/F7CSG6blipbC6fL+SLZnb8NFOs4BBhr8SJFyTJ1WsX5kdHP/rU/Z/79Ifa1VXG5fvljncvvnZz69aQ9oBFjTSChtAMa9iL4yTpDBu+TzOpHIYo7RrplBGFXZGQfL4opNI1zdBxu7tbKlaGSeIFLcYiBDVd1xv1uuu6nPOUm77w3qW5ubnJycn+cPD02bO//S9+Z9hpv3vxcizkcOi5dtp0HDeViaJICFEqldZWtoLh8LVXXhkbH4+TpFQsO6YFhIyDUAohhBCQhFEcU/HJT/2Cm047qWxE+cDzOeemaVy6dClOkk6rv7PXmJtfKJfLlZHKYDAgBEkpX3v1ldFyHipZq+2OjZaOHzsSBDPtThMAGQRDbygojZVSSilKmaZpAABCSC6Xy2QypVJpdnJu/77FfMao7VYnRtNKxq3WxlilcuzYEoBQ042nn37me//4fCKE4bgJi19+5b2Eh1s7XSHV6+eW7znePXribtPBW3trppkxXPKTnz3fabS+/XffAkREUVTOViwDD71OqZxrtDsXL787OTkiQHj85JF333unWt2sN2pCIkM3CcH+YKCUKhUrSBt+6UtfYkJs72xfu3q13my4jmvZNmV0ZmbGTbmcc90wisWioPT69eurq6vvvPNOs9lcWFh4/dVXP/SRj6TTac/3AQAxpVtbW4uLixhjTdMSSoUQo6NjCGEFVRTH1e1quVKZmZ+N4tgwjEKpmM3nDdO8cOHCsWPHFhcXv/zlL//Kr/zKXXfdFQSBrusvvfRSPp8/evQojWMNYyWEZZiGbiilGGMIAQjkzvaWNE3dMGv1xm/+89+xTTOIIojx6PhEo9W+eu1aLpfZ2dleXr5+585Kv+/93u/9/tL+xcD3DFNvt+rf/97ff/zjv2Q6lhf6uqn5oYchwAppxMjkc5RxXbfiMNnarhJdwxhfuHBhenpqY2O12azF8YLneci0T526t5TLDbxAN22MFDZlwto37ywnYXvII6XcUib70o9/1u8MHjjzaHW3tb5dK42MEA23Wy03Z5um1Wi33VQmDIPXXnt1ZWVF17R0OpUkwdXllW5nkM2q23deyOZGX3v93ZX1m8ePHc6kRvKZYkJVr9c1TGJa+OWXfzwymrEteefWu0gFSgYnjh9i3NEhnF3YP8xNXL1wxWt1LdMM+8GvfOafrK3tnD728NtXbwbhVuB3V25fDwXYXm9fvHaLh2I0XXj47senlw5gjCGEEL2/qUpCMFASAKWEHB8du7W2dtfddzHGTMNgnEvIMMau66ZSaS6krpGQC4JgbXe3vrvd73Xajb0DB5b6Qfhn//WP+/04DoJf/Wefv+++ezEUnU7n63/+Z6XiCNGt43fdrxBRlA8bnbXbV6sr17717b8FSH3qM59EQIsjdngqsyXPLar5RrPFGU2Y6g6Ghm1kMq5ha81eM1+YOHr6rp1e87vff3ZkciKVLdP3YxQqbUPnQr+88tpu++bT9z/xwo9+xJkLDNtnXa71fvLq3xtS3Hv3U0fv+vDDjz/dHnLh7V1dvpJ25ebu5qH7n9iqdnVsORhyDWIMks4QSF0IYBjZhYUKRiihoZt2hOS5oksZhQhCDQslh8FQegIioKQipCI4FAABgvp+oJuy1+pZRur0mTONRr/eaHYHw9K+2Z//9CdC3+OJADqK4wRx6PneTq32wkuvBn6UzebmZmeVFADwem0TQpRxnCtXzhXGxnO5dC43ISTTdaO219hY37p67dpDDz3w8Y9/xAtEu4HiyIDITmdVQommpaES3V57bf2qaSW+HyuohzHEsLBv/i6Mili5J48d3DefbzduJwxms3kWdtc2Lu20brx75w4mqGyV8kL/px9+Oo2EALqQrNlqI9vBQY4yX9MgS6iVc3iMRTRQUmGMoQIIICggUgpIKCVAUCkpJShMVk4Nm4YSJtIhxJpkKp1N7dtXjGinPwwzds6yssTAjmHu7lapgElMo5AZut3r9+20DkliOdyL6+lkAmKX8QQhBYkwLcwokDIRQqZSGTeb7fTbE+OTUsJ0Or1d3ZmYGKs19ijzO91+Plem1OYcRxGdHpsySLrXCgPa14mtqB4P4dTUoYQHEFlE0yljRCnGOSJYvs/rEIoDRTQ94SyKE81AQMk0IaZOaBASLDUEsQYCz0OQIaIJqAgSEmMJFERKAaGAgCpBABeLIzqyCTAJMgFQGCkTCx0lts4L2UwmnRNKz2esMWsOKCEVD4K+60CE4gsX3qg3N986/7wf9Ewjtzh7bHJ87sjSyXarvXJrJeWkQ+F1vN7k5IRh4lTK2N7ase20UHCv7mOsGaYdBTyXrSCCKPPDsLb/0NTYSGpyPOe6WPCIMt5uD1kCq9vVvVqTxQwjCBQaG0kHfjLsy27Xy6QyQdx76bW3Tx5d1ElufWUXY+3WzfUwGsSxXFv3jxwyR4r7IA76g8H1N69z4Fsmnl9YTLkZOYJHRycN3WzXGpjgbMbMZux02iIaBAj2hxEXpN7YsR17OIijKEqn0rVaTYokl3eUEp1Oi9JY0/HuTsc0hkJFhikNSyAkOq1ev51UUXt9bfvwocNSSSuNBl4XYOLaOSGHbirT7feuNi6WM9N1f/fW+rUARNlivjVs13caTionoQpZTExgOCkIRT7jYKzyZlE39OWrd/JZ13XdViPaWKvGVKXSwE2jOKFEIUgJQAghADUFNEAQwgQRjAlCCEL4/mEywgBiBYFESmEFAFQCMQCVBAMoJYGcAAowFTqjACREZ7rhExUhJxa2z5KQ01CJGMgEqljxkFMqGONcRI6UEkKIoFJSSCkQgkpJAADBGCNMsEagrhPLNHRTJwRjEyqMMMYYaDjkiYQ81oNIhaERUVNyJ7BxFdsqUHyn02/5F4ZJWJmYdnA6o9L7Rw4U7YmUNYKMrG0U+57v7dXThv72G69OzVeu37xgmEgJS0rt7kOnb2/0jh49dufWnbnF8ZP3PLK6Wf3+j8/dvHGj2Wzall0pVSYnylNTU6ZpKikRREmSQK6An0AILYQ4MqGOnUJGx5qua0DxKPL8MBgOB6u3NgeDgAvl2la5VBifPFCZGSW6Rghq97tvtNqnToxY6UxG5nIAENY8+tCx3e70q1euXqutOo4VglBRtbWyHkWgO0iENLvt3WIhfWB+Co9aGNhxyAMZIIRpRBUnGX2a+9bM5PTTT51t1JmEwtXBH//N1//gD/7g2WefPfvMM5evnD9yYgk5aHJxnAMZgHDfwkIU0XPn3xXEFpTtNFp2Ks24pBG999S901OVra3thPavXq93+l5hvFKZmbLyrn8nDITPAQiCmCvR872Ma7jKCL1mvz8ESEtn8opTi7j13V4qnaPVXSYpgCqKgzjy2426SRLiAsBbs7P7BO20OjXdIBDCoRcGno8xTpIIYGbqBsGIWLptWAjA6emZpf2Hjh07Xh4Z0XX0g+f+8S9e/CmldGxkpNvceuyBUxOl2rWL72ZT+GMfevKzv/TAL/+Tx/d2O1ev3Lpx7fZLL72a+HEcoAEDZqpSHWyDNdzsVzkXjVZzYd+S4DSVd4fD7vde/C+WZZw4crIyiX/03N8V3czlty9vbq3OHZi0MmgY3Ol5d4Y+X107VyyMmOWxYyfm7r33AdtKhdwX3LcIcjXsG4glscQmZqDTH0bDYdG2h62uhaz1aqde787vPzoMlFdvX7p4k4XDzVsrAMP6XkMBUq/Vc5l0v9dp1GucUaAE58nYaKndqf3iL31iMBhQBgjRrly+mklnP/DYEzLhSIJiNjM1MaZjMjo51e0PdcNyXDcMQwAAQdgyzO89+ywB4P/79nf+9D//ycrq+le++tXBYHD5rfMzMzO5fCaXzlDO07nsMEx0rLEoWb5y9YnHH0VACZb8xhd+vVmvOhaOwnB+4UCj0WCMCcX6XjcRCVNCRyhXHPnxD3/6yONPV4yKhXURi6/96Z9/9KMfnZmZ9fxo787awsJCzGKpoGkaCQ11AwOY+EG31epEUci5HB2Z1G1HKO7m0kkSS0gxgpBLC1kmyl+/cYMmYnK8cme16ubLgDgMgHwhu7W5sl3dePDBB7c21ouDLIT4xrvXpFIBS3waYk0HCEtKFNMSBAMvtlNcmabmFCHWah2w9aOW4rtSvqk73x2dKB2am9JF+NIPn9+/kH7qqfsPLY6+ff7lsdHC+XdePb1w3yMPPqJirs9rDx5crO5sxjyBFmqHG9kZewxmDoxnJXry2OnHALZ2d/b+zRcmY86GftTs+i0K5rBrI6wEVZwKIJFGAMHDIBRYi4QKgkGtWXv5lVcAwJ///P9u207IuEBwmIjC+Ky0fAVMQMyQofH5Az7lyHJNNyU4czSown4SJlHkuzpwNIAUVkJ1e55mpjWNx5GfyWR7SbKyvUHSmQGPo6HqtOu728Op8dFyIcdokpULpx955Bvf/GNKu+mUW9sLMhnYba9Pjs25VuHm5ffmJkuD7mopN5kbK7c7gktDCiQlU0jGsg+ZShVdPqY1JOKRgwVAcGDj2mQquf/QmT52uEMOL5YHjf4Lz90pnjn5zoW39k8e1GKW0fQgZNyMmq2uoVumaWqajoDCGGPN5VKZtpnQWNNwGAaZXDGKGRWCC4E1m5haHFEpJUNK05Di3CCG4kIIrBu5RAhIiNTDH373u9lS1iH29SvL03PTUENBMgAABWFcLhU/9clPra6un3vrzZMnTxJt2rbcXq9HY24YRn/Yj2l45dJ7jLHHHntMSjDwvHKhPD8988Gnn+x2u17PQ4ZBdEvIXBBlazVhmXZ5NPLpys3btw3TlXQs0fd4nLO1udMnHtc1G7Dg+LGl40tzkd9VkZW1Xab827svbvk/WzhUPOLex5QMvSHphVLjiBuODkYyo6ZdSPREYtnz14BpUoGFVEjzGIMAQYiRUlDK/+VihxgqpBJFIYIA0pGxvMJCt6HEVKrQzqRyBfKxn394d++GCUGr6a102tEQ5lI5jHM6SlrNFqdECSwlt2xsmFo6n0qkR/EwlS0mPraxjVGIkccSI6HM1jOTY/P1zs31tesRZ6VSRmlo38FJ14YnTk50mmDYR/V6o13fzqRz4/mZhenFOG7mCqbUzZB5XCql274abnc3vW5QKZYyqTwCjLO+TqSuaYyLRDHTUWHcxzpK6QYLY8l4uiSBHCDMmIRcQQPoiVSGrksgDAITpGGEkBKceToxpZAG1Oan59J2enJ0fLQyz5nGlcQYU0Z1gyjJlEikTJTiglMdOVJKoJDIAanUwO899cTpYbhX3b1+7cbbtebycO2H1epOsTQ6Nbnw4BNnxyqLhuZuba68/ub3V9aumkb51MmRO+sbtu1y7Nh6JoiohFxyAKTLBbHdVKcrNzZXJycqE2O5Qwdmx4qWbTVTrjY25nBRuHR5mVHUj5L9R47cuHU9k0k1u3RkNN1udyaLubxbePPVcxMTs4cPTdYazd2GTzmY2Qee+uCxxt7uyy/sYkjHp+HsvqNDn62vNnSY8YcDrx8FYLg46hbK7j0PHw9oVyHoD1W/jfwh2dtrG7YV+n0kpaIBpwxCVSqXlMShr4Y9ToOYcw5kFnATGU6r42XSjmCYxXoU180iMsusI7dM01w8tG9lZdX3/dnZ2XR6FiNyq964evXFOI7TGZeYBsg6Y+MHCpG/V11r1RuZjJbIxLIMRXHCWeJFFCvTNAcRp5Bs7YZx6OnY6LaHZhEsHjCLhXI6pRMEiUEciDBEUADwflNWYsCQUEhCAIiSEgKA3udxCwIABEIqqYQQQHEUIQikBhQGQmABUaK0QNAg4VHEAxVGII45SySPgaBAhowyKLmUXEmpFMChBFIpBSSQUiqlsETvD0hAKQGAGEKC1BBjhBHQNUgQ1jRi6iZGxNSIpqGUYbvQZlj4KpYZ/d57H972m82gb7PW0AvSjiH9rkJRo10FjfbsIx8VdDdhnd5gFdrk/odPkFQ8iFrl8ujQ8xJGHzj9xPLlW51WdOrkSU55pVyu7+396Z/8CUuobdnj4+NHjhwp5PMpNwWB4JyHUYwQMgwD65qSUioohYRQAh0DoABQSklKKYISE5JKpbLZ/MzMPq5kGISCUW84XN9YW9nYSCgTijuWbmqg2WgdODRSNI0WpJWczKS0jFtYggdgUfNpfxggDPXS0VNBTDnAvSCMKO/0uhL0BgFjSUQIyhTH9moNxmTKzaRTaQxN6vs/ff65xflT5hRNj06Wx6asVH6n1sGaa9mZv/32s4ePHEllMlevLUshTh5d3Nre5TIRigaJn82n/vlvfymbdodBP0p8hN3Jmf3/6t/8u9sra81Wx3EzQBlK6GMjc3EAmAAQIiBhpTLSadZ2q1fvvefubDZzZ2Utm8shBHd2Vpv1naPjpwbd3d3dlf+fp/cKsyO9zzu/VLnq5HM6ns7dQCMOMDPAAJiA4ZCUhqSYRVP2kpKpRJHeq7VlS6bW0q61esSlKEuyKFGWZFnMSiSHYpqcyAmYGaQGGmh07j6hTz6Vq760F6D2tu6qnuerqv/7f9/f6/lep33QbR0E/jCNIyliTQGBHw2GXpLSdrtdyOeFEL7v57M50zAQVhVCxkZHqhPVmampqer02Ni442QBQBknE8bxoxff9bH/7Zfrzc6f/Mkf+fHBj99Y51HPVmniu42OYIB2+93z5x/I2Ma73nbx337kA0M3vHFn/7Urq5u7B8PWwOWpv5e0e65E/ECpdXqdUrlQGSmahqaqZGt3RVeyV1efLJUnHnps5p6g4kdho31w7eqNSmn87NHRxcWl6el5jLTAT996/ZU0Et/6+t9//GM/v7uzm7Kk0x+s39mcWjhkmNmPfORDURq88/F37O7WBkFfEHHs5NLPfexnjx49ORgMjxxZGHa725sblPOp6blUoHZ3qCp6mqaabrluaFmZTKZ48sT9jlX42lf/cWFhcWp6MowChMHa2q1XX//xPfecSpJ0bGz0V3/1V4ZuHwqZxLGU8tixY9VqlTHGOQcAjI+Pd9odjFGxUPjhnSehBArG//V3fiefz2uaUiyW/vDznzc0/aA7UFXVMIwvf/lL7VbzU5/6lO/7U1NTx06ciJKYM/Cun353nMSD/qDRbCiKEnkeF9xNkyiMqtNTK9ev7u/ljh07Tilt1Ov7e3sL8/NpEn/ly1/69Kf/XWVkDEqoaaqUlDPe6/Y5EzMzs4eXjoyNj6mKBjGBSEuCAEKIEeQpRQRIntq6fe6BCz966aW9ne3q+KSw6PTERC5b6HS6g247jlMIzh1amOv06hMT1Thvd/tDXRpxK6WMmRoYuk1d1WI/HK+WYjrIODkuOUYKQljXTCmAlDxOOiCWq5d3vdZBwYY60qdGy0Swc6fuLZcyhqYmfRH6nobUyE8AkyOV8YglgzDa2WnuHXQNnJ8eO3LfA/fV6kNFZU52pFAaE5BDrECsBVGSRDRlKQYSIigYF1BggodDd2NjKwrjI0dPXrx4cXNzW0o0GLq3bq8tH1tO05SydHx8fH4hE8URQkpC2YMPPfTOdz5WzDn5XDblXCHKY+/86XrH7XU62XyBCwkJBhgfP3VaIVqcUs0wBUTXrq10u/1SqcC5jKLIcfK1Zqs6NTUMEtswCHOg0E01o6nScszZyUS1FYwSwVyGsKmCk0dOrd7YvHD2HAQAIwmkQBACCaXEvp9YslvRU+w2kzjmaQCkFoWd/kGvVF4w89OPXny/MzbT77pPrNw4de9RK2+98sZr7//wh4MoMjUdQ8BZ8I2vfkUKoOmapupc8LddvHj+/PkXX3xhZeX6Rz/6kUqlbGjOU099P5Mtzs0vIghrtV3LdiDC2VwWCyYFMwwNCq7rhhQSExKnNEriwB0cPn7ywYcvnDh1JIg9rOhBEGKIEUSMU5nKmCWbu7V7z55njK2ubc7OzCRUAKREKSdYWzp8fP/FF+OYvvL6m8eOHdVU9cWXfhSGoaqq58+fBwDoGqGxXF46hXDVupCDiP/40hPDQRNhP0oCFQEZQcLJsaPHeEJNSzn34EMjpZGh2xMssTJ2SoPt2srqxmWnpPmRh1RChcSKHrOASQywoRCexFQaQNcMy7JACJS7ZdoYpiGFAAEAgAAQACglBHer5ZEEEgAApExpmstl56bn3LhtGpaAwh24BCr1WsO2nNCLr11f393rK8Bq1vdK+YxhYFV3FAUnaaRqjqIqEOkbW/sYxVKMZwydJxoAJdsCQkgpKWWxaRpTU5N7zRXbzk1VskmalgojqmJubd1qK24cao26J4TQDLVULlfH5kZG5lxPsXQlhBmV+Loq9Lx9Z2Nz5fJTSJL5ubn7T507evheARlSOBMMEQh4wjkjKpCCM84RlghIQgjGiAEAgIQQCyEbjUa/3yeaLiFAmiokRQQBKSRmCMBev3P6xD15p9iot2r7vVJxzMnmhZQSgDghUnKMwF21+26OSAIAkLj7YA3DYJTqan558WylPLW2sbyxc2V00kA4bLT2v/nEP8mUmKZ2aGl2cWH57H0Xr+6sPPnUU7apC8ChZFE0EAJ0e8O7lAwEIJCo2eooBK6t7Wyub9y+vT4+WrAtNUmCen0vSorZrCMlKVVKnV7NMLCq4X7P9Tx3emrmoQvvaDUOwlhllAEMs3mbGGB6erxUynXbra2t9dGJYq6o2UXTdb2V69vDPjPUJA6TTqsNAZtaHEeQv/bKW2PTpd5wiIDVrEVhIA3DUDQ141ih56uanJoa73XbuVxu7faG78fZTJ4QxbbMfo8bFvEiz7bV/vBAStMyyMhYIUnp/MJcsVgaDLy1tTv9fl/TtGazeevWrYyTKxSKpmkXi5U4dpMoNjMOEKplFjOZRCU5CHhRV8IkxAo0od4f9FOWKEUtiWIFofxYIRzGgRdblqorhoFzk5UlQ3cIgoRgCyEkMURICigl5BJLiQSAQiKIaYwh4IBLKZHgXFAIAAeCQykgSGQiAKBSxEKEkodMBIwnTKQMcIlCmQYgThilglMpmBRIwUzIuxkIKSVFngR3K5YgAJAoioBAcCkllBAKACUEQjAguZQSCEEYlIKLkAMAIcA25AQRRVGJqgqIoa7pmjVbPjw/fzqBIo4HB62djXqt2R9YZqYwlX/g5AMqMKBiJQKEjNWC4f5+PYi8C+cf7fQDBbH7Tx2eHJvBvLi/V3/5+Zd7nS5CqFqtLs7NVyqVXCYrpUxTBiVgjHEpEMJEMwRnSUp1XeecC8GZFFJIDSJMIAQYSigEE0AiDAWXXFBMEIAQEp6x7VzO5hLFVKiG5Xq+imHg9aMEHIRZrBV92L9841Xd7M0tzjnVwjuOPoYYU4CqCmhpxm5zfxj1t+u7/dirtY2d/QbEtO8Ol6aWG82DMIokh4wOWCK8YZBzyg++46FOu1nfuT5ZeGBkvDL0B2cvnHUDf/Hw4Weffq5anSZAXXnz2tra+te/0hwdnzx27IQbBIuHFsMwfO6FZ5YW5x67eDGMfEmcOAjKo+P58tjrr1/qdHqdg44/DE4fP80iDrGqIEg5KGQKB3u79XrddYc3b97QDZOzhGjAtnictIOgMTGZfeuNF3q9ThxHUjCNYF1TMFQZZbu7u5l8IZvNlkolwZih6RNj47qu5zPZiYnS2bNnF+fmHcfptNqqqi4sLM7MzEoJWu3e65cu54uVKJRvvrl27NjDufzMq6+8OD9zulK0Bp3m1W1RMUfzxaU//pPv6jrf21l78NyxbDY7UZ3/L//+v5hOSfqo5/ZXVq9/9R++urm/3jxoDHte6PqWLgAztlrN/sCfHJs0VGtvd/fI8lHN0LUQCFhaWFquTs+bSrq9taOb2q2ba+Mj1dr+nkmcYOBHQ3flzctf/cZXC6N5M1c+ds9xINI/+4s//+Qv/oJ636lUxl7sUZiESaCbmMp46cjifWfuUxAM3ODp555rdQbDMCYqoVQwJu+/71y5PBaFKbLUL3/lG//uU59u1HujI2maxkkSMxbt7m38zf/6qz8984Vuz3OyOUtRVm7eWJibz9gOAlAKsbOzMzs7yzGjlN5///0TExN91y1m81MTk5auc8Z1RZNcEIi7rTZLqW2YjLGM7aSMaYri+z7G2DAM3VCllIZhqFgRTGRMbaSQO7wwK4TgnLuumyQJAOD3/q/f7rgu57y2v5fNZkdHyrX93U67pShqq9ls1Gvj4xOAIF1Te932cDh07MzxYycmJiYsy6KUM8ZYHAIgdFXhnNGE/vjHP77/vvsKOauYK3/mNz/7R3/0BytXrtmWtbe7m88VOWWh27NNxXcHPAlmqyMvv/J93+8oiq4qpgQqhipAPE0DpESGI0cn8Lve/cgPf/DSQaeLcYYzmSsVfb8j4ADi0IZuxdGhnh6fnf7UL//CseX5RmM7ib36/nZvv3nqxAlnpIwl8npDFqc5xwnDhEnpDZPAE8N+YlX1kw+dFhqq13cro9MEqpwJBCDk0Pc9gFSIOYRCCimFYJIp2HBCOmZLAAAgAElEQVRd/9vf+u4zzzz7e7/7e2GQmJY4evTY88+/vLZ+hwI5e2jJNM27vKEwSiAkmqYyxgQXEAE/TkwhAeUSpO/70EdSjqSUrjuIKctZdsLAu97zPgCQ7eRu317zg3hve8/K5LmEKZWjo5M/+6EPjFYqaRwauj50PQ1kqyOLn/vdP3zm+X/qdGuWodZbO6WM5tj65tqd0dK01w1L2coH3/fhIEyh4AQDRiWnnCZYV7ImzK9vbluwk3FMyV2B1INGc2Vls1SsrNx6TsksFPPNvjv8u2/89S/9yq/st3eBjivjE416R1XMOKaE5BHgRCWR76UoyGYyOcc0NdzY33r9hWc+9P7HHWPc84Kv/81fnrz/gQfPn63V6l/+H18IGDtx4p5f/MVfDFLBktTtNF949hmMUCaTyWSzlu0sLC6eWF48tfTvwzjcbzbyhZwbMMcZGfS9TMaJAxdjQmmMNMspVE6cOOG73v7+vuPYmqEkSRIxpiva4uGjUsqxsTFN04IgmJhZiOP44OAgEUhVVQlI4qUQmdWJo9NT87XGehxESwtjS8sl1xtiMBK2CksLZ3VlIknR3Pzcwtx0HCapEFjFMQs7va1af2Vyzha4CyH30qjVHmAJFZd6Ea9YRhz3OReu6xOkuKGX13QhLSF5HIcqQZTLn4CNpbyLOpZSAigAAAAiAACGAAO0OL/02pstigGTqUJI4Ae3bq4V8ooXiK3ttmQWo7jTcoE0PP/A0BTfi3XNYgLxIas318Pkhq6W93ZoJb+kkfzhxcWFuXHLQUSRKOHrG2uqBSrl0Zh6jmMlKQs9trZ3J5vLb23uDfq01/dGRoqZrNXudHVSmZnSjh55exwNvM6GYVHXq+3t1SKfbda25qZmdxpbhpWZnj+WyAQpUkopBRAoBhBiCDDEgHMohOM4pqHGEU0iqqsGkBhIUshX7ExR1U0m+EHLXbl5nbIYIiokxRBEfkTPP8KZyOdL7tDf2rmFsTa7sOhk8p4fmYYFEOJCCMaklIwmAAgAOYCCMjYYuBJixhilqaIWF2cez+SP3tx8wg9XIZA8SQQOUsFe/vFNkJbmZ+5tRnulbDlIQg4lURTTNNvdHsHUMjXOA5oIJhQhORfYsBzTUOvNVrfjlyu5MPCjiOs6930PEmya5li1JLizsb6VUlMneilP3ri08t73/Mz+bvPVV189fuJw0B7YNhkfLw373YPewFR1VdFSGqWUmGbGsZ3GfisNvZHSSMbSOY2BUJ9/5lKmAvwoiRnVVJ4meDj0FUMjkOu6ySlWdceyDcrsdvugMlKemXEOmp1sNgcR4N12QpOE+rGgldHC29/20OrKtRPHzysa6Q76g8Hwe9/74eTkZBQHjFFd14WQvhd1Or1CviR4FHpu3/P8zT07m5McHdQaqqIXCwUQwkyhPFaQ3W43N1XggIehh6TgNOi2/UFbaApWEIGRvVB94ND0MpIqkQgBhYi7LV1QQCgg5EIyIBgAHAhAeQwQFFAKwaXgGCMmeSxYIlgqeMh4LHggqCeZD0UMQCxlmkrBpeAgRWmKUi6FhFIAKYAkAEogpRRSCCABJ1z+5AqQAAomMMYAYAARRFgKygXjd20JBEEMGRACCoEAhABC4ULOGYOMAU4pR8yNglrv8m981szlxqemRor5cimbzxyavWcsjdmwO/jhDy9PjldV0zzo9xLBQ4U2Gl3KFCE0DdsBC159+Ybk13WNOLZ1dOlQ6XyJEIIQ4owLIaIwQghxxiCEAABMlLsqF0QYIZAyCgCACGKFAAAAEAhBKQSAEADABUMYY6IwARiTAjCEEGUUSqRqWt7JKLo1Ob1o6vrOxjoC/MjyowhgSA6a9NbeYG/10rOOnrOJnvaC6fLcwmS1kLFMnWRzo4WC1ep3D83NBffQhMrL1270+kOClZFybntrV9NI33URJh2v8zd//5fHjp3+7vPfOblybnKk/P1//p+Ui0tvPrlfa9QPWtlNNDuzUBhR4uuNTNYZKZVHR0aGXkTTFCN0+9bt733nO0tzC+NjI1/4q78888BZIWXzoHl77SoAsFi0dI2++Pz3ZmYWKpOz7jCBkEc86nYO6ns7NI0u/fjFIydPDvuF7e3dQfMWJsnlt15OKeVSIgRUAhSMoBQsCVIBENIN09I1I02pP3QBgIHn6aoKuJiamnrkwrlDh5Y4ZTzlkxOTY6Pjnue//NKPCFFv3lx99LF3ZIvl//ZHX4CK0feC6cUj959/+Olnnmx6w2ZXeJLiufzufnD6sY/HkYfzNy9vbNb3bynkVvXQw+PVqsOBYVmHl5Z/7//+LAUMENpobQ+8huc1IE6efvrFl1/f377VtU3ab3urbzQ5SHVLv+/cfYLSt1592cgrYRiojrbf2rp67dL01Fx9fydw463d1cKIMzpWHJkYo4CEw0E+l2NJsr6+XikW/uqv//pvvvRV7Ppp7D/91DPj1Y1HHnmbqiq6omQymXa/5UZRiqVpkrvDpG6qe7WdsZHRKPYVBTVbdYTkYNB1XWNj/U4U+0TBk9Wxvb1d2851Op3P/cEfnL73NIIon8uHQfi+974XY+wNXcMw0jS9cOGClLLb7T7y8MMf/ejPDV1PVZSPfvSjnufFcXj2zBnHshqMcc7vsmx1y9qv7QdBEMfxYNibnplRFCWNY5WgOI4RhFJKLgTB2DF1x9RVTROcz6pKmlAhRRAE//V3fmc4HDLGAID/6df/g5SytrcNEAp8FyM0OT5xz8l7CCZRHHJG70aaiplcnESGqT/z7LPT0zOQi4xpQ4kCP75xc+1DH/jw0uxsNpMhWAn8oL63v7l+Z3y0/NjbHmE8abfrYyPjU5OT7XaLs5gJkcYsZUzTeaFoLx+unj1f6PVu3X9mvtGIb96sJ5TWthuKJY6frM7NLxk4mh0rHzt8yMBYUflzrz3VbjU31m6Pl8tjxfLzL7x8ePbI0sJSmiSB56dRLABodHqvXb7GoL6yun4w6D7y3gevvfWjWm1w2pB2donFIo0ohpqCDcqAwCnCmNKUJinCiu043/7u9y699dbQDZ966tmz587vN1sXLjy0ub31wksvTczO7OzsQAgi3x8plyFSkoQCIITkuq5KyYmiGqYVhaGmKl4QDf1AcH73bWwaTErQ6w2IosWJiOPU88Njp04lScxpms1aM9NVopr9YcA58yNm2w6KQsTFC08/N1opsKRfsk1NGc3krP39gzMnT3ca0aAz0JUsTwQBCk0iBKBuaISYnMdGsfLux3/98Z+SnVYncIMkiYPIU7GWy44VymUAlLU724TeWTq6lM8btdb2Xrd23wPnLl+9DjgUjFm6IWT6kQ9+4C5djlEeRUHWMVeuvXX2/nuXD82PlHKGCpCt/dIv/0KhWOm3G8N+W9OJpVqGBnMZXY2kkrXW+53VG1dZmmKMs9nc5NTUO97+aKPeSDlJ0rQ8MpYwphmOG3Co2q1uUC6VktgnmnPmwiOCi+4wEExOzMwDIYAEqiEwRBLIWTObpgnGBGHk5MxMfgRAcOweHMcxxpizKJezgDBFQpp7Q113spmMEEPbUKvVI4JWDp3/mfHRw2mqcQEtW5NpFIdhmiY6IkO3v1W7HvKtJKwJ2I6DKI6QbuaZQN1uv++GqYkURbet7K36XtD2KvmRfm1zNF+enqrSmHLMgIR3t4VSQinl3a8VABACBACXUkqeAg5+6tF3vvrqqyJRosQvlLQoHnoDf2n+6EFrXdczEhuaVRwtLzdqdYLVNOW6oQFAlhbmvdDL5GwuREpRLleYmBzLWCNJEqytr01Pj4yXikix6WaysbXKANvbbpcrYH1jO01lqTQWecGwBybG5ov5xPW7UiJds32PrVzbeevSRrFYMCoRb7VVIx64A9u0j59e6ncGnu/+6M1XiFZUTVsiAIREBItIqJqeUp5SBlJeyhbP3X8mHfSLxVI+k1eIIgFkXE5NIw5AyjjEiDNy7sxD65url6+81mrXEpogiHRdF0KEcaRpuFxyENHXN26tb+5qhiM4hJAggBBEGGEFIoQEQBRinqZRElMIMACYUcEFl0ShOElYfmczLhQBki6QgkaQpdAxta3dG8MYUUYwzsaxHwrqYbeQL6sFK0kSgqWaxTGlY6PjCEDLsna2txVVG5+YUFUFK5bEQyLN+cVlIVMBKBdJ8+BAN9WsVTCNvOeybq/9jb/71tn7T+7ubfeHB6WSDYjc390K3Gh+anrYHQAF2HY+CMJ8zpmZWhh2RM4p0yiuFAsz0xM4Ce6/fxlo3Mk5PXfYPhjGESSKFsahU9C6g46GMOO03W6ZpkFURQjpeZ4feBCBJIkZD7N2KVvJJyw8sjzV6uyUK5nmwQ4iClHV1ZtrlpE/euQIACIM/ZnZmYNme+32nSiIQRYKBkrFspMthCld39pBUJUAb2/vb240UsGwSnKasCyEMC6WzGKBxFTqqprN5w5NVSqFmX7H73fJtdfWy9aEccokAEup0rs9NQBwDDiQAotEAg4EA0BGOAEYSwg5kVRwPw5SyV2WBCyNBEtSkwIWA+7JJEYsFCy5q0cCCAHgEjAhAADwX04VFRwCIIGECAIAINAhhBIALiUESEjwE18DQEIgzgXniQASEyQRlIIomsoFkVJIICQEXYkUS0PESBLZ7UdRwgrlCWBmsZKp9aGX8Fo7iWQ4iHf7fZfGlCdUwtv5Ul61dSefzRWsYuHQ+vr+xkZ9OIglwLMzi+VSRlOR4xiCAkpTmqZYVTllhBAIAARSUfBd728SJwhBhKAEgHNwN90BABCSc84RgQBiCbiECGAEAOYSCiAlwAATBLGqm5Zh2KYVBElpZLI4MgahChHY26/FgQcSQjQjFbqZq8SuYo+OJBENw4DLpHnn5ptr18cquUKm4Nh2dXxidupomiRBFA0Gg1Pzizs725sHvW6rE4SJYeYSTtvthkBSUZUXrz8fBJG+ltQamXyp0vNdjhgVDSdHd2uXNzcuxUEyv1jwuiLxPcAYlpKnKYRoYWY2DcNmo35s+fDB/kbszW1vbz3/0ovZXM7zg4X5KsLxfmNDUWSxUoZS6JqiIGxoOEm9na3b84tTjdrGzs5qEEQsPtB1XdF00zAgRlLKKIziOEZSaqpiWZlcriwkSFKqKVqv11cU5YH7z5y9776HHnxwamqqmM3v7uxwQQXj3W7n93//9z/+8V84dfo0Y/zhiw9u7+z94PvfpHT4wAOnmSTnLpxrNLsHnfrm1sbo5MQv/9IvPfW9vztYrV9dG2Ko3FzdtTX1P/7n30miXhCnkGBSABFNQ4ZtmacU7W9sXbl8e2vzjVP3TDg2/U+f/rerH+irwHnuyVe++Y/fn67OVKem3vP+90gEfvP//Eyj1dbGnCPLh9fWb87MT0CUru/cVIl65uHz0ooylmYWNNfzVNNy+93x8bGZqUnIRRIny4uHLr380sFB69ix0yKFl156dWpiplbbf+3VlzBB3eEgXyq970MflpBSlsRx9M1v/uO9p0+ZJrJMozxiR0m3UNJ7g/1XX91buXbF84eOY3z2s7+PECSKOjaav3Nn49G3v+2ttcs//O53f/DUU3/8x3+4v7//+c9/fjAYIIRUVbEdp91pT46MEVXFBA8Hw4//ws/ruu55w2K+0O/3qeChHxTzBUrpPadOScF2dndmZ2ZTGt9aXaWUTlerhWzOMowwDDHGtmUlSZIwBiEUjHHOE5oqioIgzDo2Qjibce6icI8sH/I8j0veGwzHx0ZarW6n3dNVPQxDTVHCyCcElcvZN1669MILz45NjJmWUdsFU9XJXrdbGSlnMoWDVv+lF64mweDI4eUw7J48cULX9b/9ypc6nc6dO3f2azUpZZBABBMEASKivleLAk1IrGCACMjns4K5br/lek0hc2Ojdrvdi6LB+FhxcsJgvNv1u5cvP79yey5jWUTBSRIjCDjiIQKtwIui6P4zD/r9vqYY9kgm8F074/gJrVanEqFmC2NH7j/1xmt3PveH/11RneefufKVL/1du3agqVoURIIkAECIMKWMUgoh1nTdj6IfvfLK+973/s999vMAyIcvPnLz9p1ur3fsxMmd/f3/8B9/nSiKqpv3njl36tTZOGHb29tCiKmpqjfkQejNzc1JwSYmJqSUnU7HsQ3GOIYYYyyltE2Tc1EpVzAm7Xb7yPKhyWrV8zzPHSgK5oJFUeT5ISGEc2ZntJS1dRMDkDQbrcmRYrlot4etF156fmZmWXJrdnpcpJgnmq7afTfmQoVYx1CBKoICASAspxiFvFQpFEtcilBVZRJTQjTLshrNXdswTIVoGTI+MWE7VhgDToEQgqWppkEuA05FJuPkcjkhRJqmlm4Mhr0oDMbHRyfGy0BywVPHsX7xEx9vHnRe/tGrTjb/sY//HMJKmqaN+p5tWZIhguT9994ThiGQMk6SQ4tzuoJurl5bX981LEvR9EJ5NKEimyubRgZitT/0TENRdXU4HNxd5Y+OjAAhExYDIRBCkChAypSnAKsA45hxAJEQQtd1ALFqahhjFcKN1Rtf+/Lfaxp+9OJP/dR7znPOW/WG6ZmNupifWoKjJdcHQAJDU6XgVKQqQaFgRFF1QxPANzMx4ClSVQSkbWeImoESVkgmZTTlXNN02872Or0A+Rk9KxnJF7K2bQ2TIYSAEHi3Wl5wAAC8m6O9q7bcFWw5TVEKjywf++3//LsCic2dm3/5Pz9XKCneMNTV/OHDhwuZ0Z3Nwdl733n88Jk/+aMv9nquFGhiYnp0ZHx0bPSJJ/5+e2vDNDWIsNvl3aY/OTZvqKptaYSksdczDAURJQxYsVLOmmM6yZ29d35nu17Il4mi3XtPsVqd2tvb3tpe1zQl8CinBEPdUlUsbCC7moYkTKNwEPiDifEZiKWTtQMX3Nq4XapMlEcqURBjTJKYMcEpYwQQyZCKTUvPEh0cNPrNWr86OV0sluI4oVwIACmXACLBU8dwTh2/9/jRI9dvXHn6qScxlBgRxlMIYEoTCRjGWIKUA8ohlxjfdWICBIEUgFsEAQQZJgILpKipFBAhpGqQszRm1DLNdteaLB4f9G+ZFgSSB2GKkb1X3z16/Mj7z/zaD5/8wdAd6JhBDLzQzxnljM4kBJxziROAab8/CIM4CV3fTWdn54WQ7baHEMznJtMQQAkMzUp5qGE5N5cFADZrXcNUmvUmxoqU8MaNG7ajjYxWqjMjr776yuT4tIg6ta3m8sKR2BR7tfqdte0r17ZNo7C0uNzYb/peT/LM3u7a/ScOFUeWgYp2GnsIKjMz87vbTYDQxNhod9hCGKu67raHUrI0papiDn1vOPAt07Rt++DgYHZ6xMhoIfUzGRIlPYyAqeqOle31hoSb1Wr1woU5StNLl14rVwovvPCsbWeOHjuqKkYcM86EoYHd22tOoXDugTPtdttUNHepv7ez2Wh2rKyUvsriKF8UxbyslK1yoZJOkthX5yZPLMycAFKhCWQ8GfQ7URgQBBmELgSACy7+ZZxHCMC7rlopPMBoSkPJ3DRJgXA5iyQfcpoQEEPORMAEZ5wCLFmaCCgAlkBSBiQmWHKIOP7/x0QpJcBI/Ms/LgAAUQVCCCAkGACAAIQQYcaFlBJAiSBGigmQlIgLAATEXCAuEQOSCZYkSZ1DCZiqA9MpFpaKhpXXjYyq2pioNKW9kA7aHgfYi1IhDFVxgCLjMNSREyWg3/QbjYRgnxBtdmYZSJjP51SVKEQKQblIMValBJxLxsTd7Q3nHELEuQAACCEIkBAijPHd20nTlEuuaSqCECAkpJRCAEAgREIIABFWFRUriqprRkbRVNu2bUPf2d7qDfzZxSyAiAGBpNRNvdtr8dSlgAMVAqZdfXNt4dB4lEQIikzWwRYOfL9F5G5zTwPqlTvbIkgXZ2dzjlkuFwhCjmWqipem6UipDDGhnE1VxyEBgEjKKKX+7b2blm3TDbVYyTpW9sjydKvWghQeml06ffz0j156qdGKuoPhjSsve2Fi6lzXTHfQqu/d2tm8Dh6579TCYegnJ+aXr79xxTEcnkhD0WLMREpb3S6A6fr69U6rgaCAgJUK5uqty0kSpGkqpdA1xc5NxXHMBA/CRAihKKqh2RlbVTCxDDMMY9f1NU0bGxldWlw6euTYxMTY/PSsbZmFfO72zVtNy3n++edurd782Q9/yHbshx65WD9oSgRfv/RGfzCoN3bfuvzaJ37pV2cmi72h365v3bh2fdDa/uB73r5f2/vtz/wfg+ZmkEQPPXwxl7Vnx++bnhg9f3Y5Y9t+FKmK0U46QBphwP/Xf/tzfwBajbaKWBwM3C50B5tf+OPvzB41H37w3D1Hi9Nj7xmpjExPz5RGK0M3+NhH3vP006/c6favvnaNswTGYdYiM2ePWLYzOTkiyfDiY+9QNPC9J54Ng+TGjddu374smAj99q2rl6jXefF7/yQlZ35UyVjthuwfNBBLIWe2ZTsTE61ezzFNfxgiQKI4HR+f4IIpKvSDXpwMn3zyWwDAXq8nKFQ0ULEyrdaA0sgyso1my3byAOKd7T3DNBVDj5PIsu1GsxlGoWboCKGbt1ZfeumlX/u1X7ty4/r3vvfDx9/1eHlkBKsK0ZSiWfZdb2X1RhD6d1lfjLHKyIhtGa12e2p6GkL45ptvXr92bXFxsdvpvPvd7z58eHnoDv/uH//h0UcfLZcrzWazXC5BQlQgOWeapnPOpeAAAMoZwSQOI13VOOCTE2NAolazrSokjROVKJTFxUK+1Wr82Z/+7bDjvu1tFxEGEoA0pVEcbG67jfZBFIVXrl8TLBI0euX1y7qivvjya7lcZmJiwrZtw8nNLdqqpl546L26lgzdvZ3dO2t3dta3B0kCuUgUJRqrVG5df3Zjs5WmqFicrIxWIVDzxYKiJ0C6lqH4Ll0+dt/hw3M3b6zQKNEN3fdcKKRo904ePpK48dU3V8bHxymHKUuAQjZ2t1q9nmKQVrN34vQDDz34yNe+/vWgF7q+2zuIb62sTE3Mxn6i6UZCU4QRAorgXAqkqJpmWlu7e6u3b+/V6ymLSqPFtfU7k9MzN2/c/uYTT3zrW9/+0L/6sJAijOOpqfnWQaNRbzXquwjh2s6dlMZhGL3y8vMYY8O0NN1YXj5cr+9LCSbGxor5UiFf9Ie961euKaqGEJmenStkneee+l6pXFpYWGg06p1OW1GU5eWjYRgahkkpC0WKNTK9MPvjF67nHK1QKWRydr1R39puuH04NlohSNXxqKLZjAkoIUTGMAgAggD5QVB/Y/fmkSPnDgY8pRygVJWKpEpBzXs+s8rTaRqZuWymor7vw//62tXLUhIFqYioxDLjdAhUgQRWEHE9DyEEpOy7Q4yxopKUpYqai0KXslThOhdCAGmYJmWpbTsCCEVV+/1+6+AAIaQSfOHBB6UUjDJN18M4vn5jpV6v//D7384VCkyIXKFi2PkHHni4fKiYpMLQtReefzKOgw9+6EOB5zum8f3vfLvb6T7++OOmYQAI37rylmkYozOLQRDcPRScC0VRE8qIBEIIRlk5j/qDwUG7nabe8ZOnMQFDf9Dq9skwHfQ49aNW44quOirRHn/HRYk5pxRBYhuGAhASXCNyt7ljFmWlUCBFYzjkVJDID4LQ5SIlRBKIS/mCoemjkxUsiJskikKEZIZjABoIKRECUkqIfmKcRRBKCaRgCCEphWkZVMQilcePnBJQLi7N/PCpbzDek0zpNqO19Vumnh8vTVVyI9MT8/eePKcqJsJaSsV3vvPP1cnJ+ZmjF84/5AcDLjijqDoxJzhu7Ndr++1bq6nkHCKZpF5MvTsbu5xDz3UF9zhHkTfECHea7tTobN6q5I6Uer2+PmrZdvHwoWP9vt/t9OrBjW6vniQdRRqco+ZOVwIQCW9kZLrTrm9u7Z46fX8YxFACLqCqmxJAXTF4RGF5NI0pE8ywLCDk9u5WvdmYrE4zLiDCXPAkTin1EcGcC6yQuanDH3hvfm93OwoiW1cZi+6yRqRkA78HCRcg4QBCpEiIIIBQSiIJkFhBUEIshMqExAhywbgMMRKmhkXsFQ10uHq4fZDptNvtbl1Kj+tS1TOuC6dGl6dH955445+5EAAChFFzZw8TTBQlTmKEmZ3RaKpIoJq2NV2ZKBglL/BG86TdbquyQFSmaAoXaRj1EJHDYUc3cLU66vv9bE5k7InBoJUmMVFAFHuqWj129OTuZq3TcEdy47ZWWt24fPvOHpdYVy0g8O72DhBM08BBeyuXMZgoI5W0e/0wcnO5bBzRQtGJk9Qd9nzPzdgFU7MFP7DMbBwnw6Hf7/lxlBialabp+PgIJpIQaSiEiej27dXZ6mQKQ101C4XSfq2xu39QrzeIQhhP9vZ2KpXK1NRsmrBmtxGG6WAwLJaMI8cPCwg03WCpeWhuvndQH8uq4lhimqqQlTjpYtVXFKoShYhsubhQnJ3LOaM85QhBJhr1xt7zzz0zM71AkExUOLzLsWBIJFCkWKSCRYymjDLBPYhdmkQYeEj2aUqKeR9I7JRCILKlYjg4iF1PB4bXODAgAGmKmCQYcSgFlIAD5Sc+WQEQkhJwwfhdfzpCAAAiEgCAhAAiSDRFAEAlF0hKBAGEqSQpUCTkAMOUi5iBIEg9nym64eSyVtlYcBYsxzGcnIAkojyIqZfCyI0Y8yGAqRQBpZhApBvB0B/4salpgR8hTHK5LMEKFCoXAAgaDHsCCHd4ACGCgCCkqIqqEKnrmmWZGCMphWHqge9xziCEdwUPyRKEpEoQ4zxNU1VRmICMClVTgeRRSjHGggldI5l8BiEIEBifrBKia7oFkMo5sA1Vb/V52z1od6szDkJACl4o5eqN7T7bLdgzmOBipuo1wdXWHcMi5x6+92BY89NUCKwAqJVyzdp+KZNhInx96428k9VrGpAwDINWv4tVhWA86HUPLy2aOpmaGDUMJWNbBKLtfmd7p1avt3N5R9dNx5R9GnsAACAASURBVNZ/8K3rk6NGY29ViN5uY/3k0UPZ3KEwYTu1g93t5wvFim3bJ05kXO/65WtPFAzpd/YeOH1kspyttVqNvfrO5kSuUk74sLPb/OY/7fnhUFfURm3HsEwpOIYIQokElEImcRj5AkCgaZrjOIZhEITTJE3jFBmGZRQfunDPvfeeiqLw2rUVRVGHg+HC3MLQHQa+Xyzkiab+6Rf/4sEHL3zs7Nnd3Z23rl7JZ7Orq6sHnXY+n7948dHbazcPLx21DfOLf/rf0yTWNcO2rJ952yNx7N269MrbH7hvafFjmq5PzVRNU8GQitQXPNUtzc5nf/DUc69cfsO2Sis397e2BuXK4m4nSBO6fOh0rGa71KZKcLDSe+L2rh80hQinZ+1URKfOHBUQzS8dfvC3PjUz/Ujou/1hu9Opbe2s1Vu711dXr9drru9dfeOlfHHiyMmJUj5/4uixZ59+nqZspJQhUFYyTkYjG7dv3r7+pAbJQlV/4u//B6MAQjxsEsPOUkmYS1OfGYaZxnx8bLJW23qu21i/syoFlZLrmmqoKkU0SZPq9FiuqH3t63/zgQ/+PGfmzZsbv/Ebv/XMC0+Fvt8Z9C9duVwoFcfGx5gQkjHDMHK53MrKShRFw8C7sbZaXZi19ve++e0nIIK2Za6urp49c+aRRx5k/2K2WVtbq9X3PvKzP7u/v78wP2saJgQQAsQlEgBhRU2Z/MKffXFyalY37b/98lc++clPZjJZwBNEyNbmxvT0LIRQShHHkZbJmKaBEYqSJIj8bCZf29txh34mm61Uyr1u/0t//cVuv/vwxUeOHr0nDD3KEs4oQkQK2OoMdd2AGBu2ZRqqY5sKITRJBOdD33PXd/0wiOMkTRPLto8sHWGsnSb1OGlhVf704yff8fb30ZQLkWLIrl2554t//pdxItKIh4OurYu5xVkBglzB5pzKGCmOvnPrQBM5nYDADSv56cDzspYzWppyD/zbG41mxycK7nQaACcSsJSzTs/vDuK5hRnfvfr+9xXuPfvJoS/DQP3MZz72W7/x/1bHlmmKACQQazRKGJUYa9l8eeh7v/GZ35qen186dKhcLk3PTlHJv/SVrz351DPdbv/jn/jEyGhZ1dXafk0KNui1V29cXZqfPnLkSLFUiJNIVZWUUiCBBKBWq/uDnqnhXCbj9tqba7ds0xkOXQKgN+hABNdu9n23aWsI8XjYqd+5ebXebGBEFChKpYpIE8Y5UEo7++7ywnF0IR2rZLDCAaHrO7cLlXIYAl03WQomy6fClKYMY1VJKE9prBkQK8G16y+uDDdnjp/JLMxwTaMoHfgxTch+K0r9YTXjiCT9yte/NlqwGzt35ierKJW9dp8DiQ2ITZhIUdAqmqZRSu+2hGCJKE0UTbn0xqU0Td/9+DuSlEZJ78q1lcroOBM8StJMNpuEjCgkZVRVNEqTlMmU0bvWLxpHECIBQH/oHlma1jSVcU4BKOS1nI0gdy0FI0DrO2uWqS9UR9utdhzHr7zwNE3pTz/20Oraytjo6F/92R8fWlj4zf/nD/b2YozJ2p07L7/8o95gMDY25vvh6NjYBz/0QSkgF47lVNJ+bGatgHpm1rDSTOAj26lKWAqwwSRROOMKggomQGGxZJQrBBKEcxmnXD3BlKDV2Vu/dQsRU7MzSRQYFETxQFVBMHQVDc1Wp0Lsu33PsivlcvG1S69KAXVFEKISQjDBiqISQu6igQghhCgcAFVTocA6RhJhABRN0YhKP/5v/vXm9vWd7frSzBkbzWKk+m5SdqanR2dt3en3B04WxbH36f/9E9sbu3FIbVsrF0tS8ihM7jt9z1NPPWNbZH7uhGnqXGIpeUpjomCF4LHx8b39erPRymTyum56bv/o8uL29saV16/nsqWJ8WnP9WjUlkvBSMWMgm4JHooHcqy8kMtmem2PUtbq1jkIuo3B3n7TzhavvvX6wtyCqukEQUY9CLEfeTyihraIYZSgAGEEJCg5Juf8hVf+2TBNxoWqakEYQCkYB4ToAKgQKBgj23YYTZAFVUQRxFKqAAnP6+umBlWpYCwFAwBAKQTjEKUCohQqjCkpR3fh/BIALrAAAjChcG4YZMRytOzkhLUQjA3b/mbbb+8exBOj50ul8s9//BNjo9UrV66pqg4AxooSp1RKiQiWXKZRggnp9fuZbGZicqLb69SivSgILay5BzGX3HUHGCspww+cv698Ort687Ve/04cd6ZmRuKIYcx0Vcnns9mc1WkN3rx0s13vF60SSLW9jfZgkABBMDQVbLquW6jmji4vhEH71IlDrYM9M8drzRrS9IHXUtMYCCUMIk03VaKGsYYBbh10JSeaZqWJ9N0hAnh8bFwIJiWzbUNTU8vSYya6w/78/Nzi7Fyv3S/k8vu1lu+FioJv3NyYni4vLMynCd3e2W+3hhgpvh8wJpIEFioVDqJu349DpiFt+84+8/wHz15sN2rr67djfUNT4UipwFOogvLc5AUFTBCsAx4RZbBXW+15NyAAZy5MYcIIBzJFIqI0kjIEYpjGPme+oLFkieQSgCQBQ5oMEQ911VfA4tKc2+vo2Vx7OKi5Xhx3JkZL46MTN/3hsDM0AVIlhBIThFIhIZQA/ESdhVJKIBFCAAIOJIAQIMhpAhCEBEsIQ8liRgVERFOFFFQKimwKNQZiPwpiyjFxgJGzc/nJ6bnyaCVhsR7lvTBo7vtxyiRRKONIUSRCkksuhEAYAV3EgtJEkUo+lzN1veYGLKRahigScYVCCJhIKReEEIQIglgIksYwClKIwzRNTNMol0u2ZaaUxSnFCHBGKaWEEMGYpmmUcQCAbtppSuM4xYrCODIMa6SclwJGUZrPl0rF8sFBc2d/d+6Qg4kmOOICUs4IFZaTQRh5ngeA4JQDIB3bUgiu9fbyldmUA9MuT44u7m6vBEG0dvXW8sn5Xjjc328nUjPzpFodyWWtfv+AIBNI4odpqTgWtmWuUiBQ3dvcLRQy4XCwNHnYQaRoOIem5gXjozn77OzMwHW7w0HP84ihnTiuJZK5IX1j92p1qTy3aEPEc4WRwgi5tf7KodHy9euvTE5OdPq3V1bBow++89Dho042f9/KzFOf++bIxGSzczPB5fwoPToxlbWy/c5gbW0tU1AkSwFGNIlpwjgDuqJhgAwrk81kHNsMw7DTaEopZ6fnLj5+8ezZc/fcc1pVkDvs/dmf/8X2zk4URYyxf/qHf3z72x/79K99MoziN996C2D8/R88ee3/Y+m9/+28CjPfVd7edi9nn97PkY66ZUu2Jcs22LgANhgHAgEGCIHcO2PKJCHJzKRc5nMzkwwlCVwgCSEhIcHGEKqNLdxt2ZasXs/R6W338u791tXuD+KfWJ+1nvU83++50416TZGQY1kAimw2UyuXbcPkBKyurl3MX/2t939IMLq4uFAtV57+2c9brXYcx7e879Ed42OMgdCnOtFYBHQlWRzNPvnkP+w+uGv3bOK5Z5rHbj6SslIYnl/avKo6Unmj/NJr14fGJ+IoOnTo0BTDgde9dPGtqZnBfF7/yS++/+rrvyAI3HN/1Uk7f/knH1ytX09ImdEdI0duOiLpqN1teLH3J3/+J6tba9eubASETE+Mry1eBhxdvTofjE/5Pa+QssvEG+hLQ91xkjkBlAP7p7weub6wurFRrdY77Xbw4rPPjk5NbkXe9tZGx61vb64KHkoYaqqUSmRc143CoOU27QTEciRA75UTx+9++wOZ1BjlFEkYYZArFt527z0XLl2SFRnK0g3vF6UUY/yJj39CU1RJllvt9tbmpu0kmu1WEASZTMoP/Hq9zoWAEBJCBASE0V6vFxOi67pt20ePHBkZGOQABFG8Y3ZHFEaKLN977zss0xwcGGw2mpVyJZvJRizmnK+vreey+WQyGUXR7/3X32s0GmNj45MTUx/44AewhCAQpqGGvs9pdPXyxa/9zV+PT0185CMfFUI0Wp1ut2WaKqdE0ySE0Y7ZqTCiqqYxzurN+sbWNgAAcGGbpqrZGGNZswQCU1NTruvSqGMnzOPPnm42FnVd+dWvnvvB49+zzNT4yNiBvXvGxvc8+shHTTOxubmxsjrf7KyeP/2WrPCR0cFEImXjxInjr9966HA2leWcI4ijRjw7saPTqL3+4klBWCfyd+/eJXHmM8YokTXkEVpttXfsvCmZykOw+q1vfXVjuzUyMdeos2uXt1547vhHPrRTVRTKQRAEigwFEJyyV19+ZbveuDa/eODQLSdPn33g3vvuuPOe7//gP/7m618r5IuPfuAD3Z7HABQA1Oq1Tqt9/vzl0eGx+x+4r1arIQw4Z2FICSEYY0VRE45lxEw15JMnT955x5133TVQr9RN0/Y8D2KkqvKlK5dPnTo1UBo0DLnVrE1MjI6ODTHGl5aWFubnKWXVajUSieeeFQ89cCBjxlHXP3/hjfyAIyi9fPW8H/J6vatKyQfePg0AQFiQqCegIoHI0o2N9dVC2jl8211xc5WrXHXS3FBMS+oBsl69vn/37lxar2x0/+E7XxsqFG2Md3942u01r129WG3Wmt3W5OyEnbSNMZNEoW3bv3rxhbNnz3zgN99fLOR6XXfp+ny73Xrfex60bevK5fm//duvvf83PxQEkaoZCSeRzkhCCEqp1/UVRVJVRTO0brcbxzGlFAgQU3LszjtSyp1YxgDDXhAQKjhHNO5FlBqG9sA73iZjXNlcD8Nwc3OdeB0sy7tnJ4NOU1cQEnGpkBkfKq0tXY/jAPGYhl7sdXxX83qe1Jcr5dKRHwYekJEGIGaUtlstEtOe6yEpQXho2SpBmAguIwyQCKNIhRAwAAQWAHIhAECBRzYaa1T4iUS62eohGg0NDzhMFjHv+b4sBOZMlWWG5Uw66TdEEIW1eieKYlnijPEbtk2EkCRJhLA4jmVZVhTlRhwDuaLoQMKKoiQ0TTcTsWnplfK258bjY3sqS5chhBLzdDkly2p/qW95eclKmMm0sbR8qdUKirlhALkQXJaVXTfv+9//669GRsYajfrZ82cfePA+z+9ls1ndNDqdThTFlGIIlMXF1Z07bMdW0qnc1mZ5eWnli1/8n9l0ye+xS5fPrW5djWN/cWkp4WQz0qyr8V6zE7b4+Oj+D3zg/V5Yg5LPEY0i5qSS5UpZV7VvfvOba2vrhm23up3ZyVknmV5bnSdhhyMSE8IYy2QyQoiltXnCaD5XQAhHUYQg1A0Ls1hTLd2QdU3GAOs6BiDGiCOEAUAE0K7fdrI5wkJZ0gS8sQASEDKBPA6x4AgILeaKYApGKgaSgKoQmEPChNSo87SBRwZGG7Uy53xsYKqPT7bbVyzVUWXAWXjs6K21cnlrqwKxDACQJUkAwTjnjMtY1lTt4Y889KUvfQlDCBGY27FTkpHb7UAIIIT5XCkIY00zr1+/2qvFh/bf9dQzG3t2Hux0y6Ymo1TS63XqtTbnwPeDWrUlODQ1J5/Nnzl5NkjA4cGJaqOpqLrZb4WRv7J23dRRzIJao97ptrGsTYwNuQFdWtwwdcdxzE6ni7CSS+Xq1Xaj3rEso91sG7qZTCSbzTYjkaZJCVsvFNOywjteB2OUSKRy2cLVK/MpJ7W0uNzXP9TzAyb4gw/eVSz2lberzXo5CvgtRw+n0+nnn3/+zJmrug4gKFy4cLHTjed27LOUROyxof6dmlQY6s+2qnQjfCn2cW0TlfI7D+5+IPKcWiU0LeqkxekLr27XrkqqBwCCQkKSJLmcL4eBH0c+YwGnHmeBoD4nAScUcC4EobzDYqNULIyPgjC43C53wlDQWFL1MIrqnghYzw8r0EqxQHh+CCVEGFMQZJQyIDiWGOMCcgSREAKCG13SGzkCBCqijAkAAJJigYBmUYACAENCqAAx5V2vrdlSNt8n67aA9vjETXaif7vSWt+qEB7x7rZpWlzWJAwwVhClnAvKGIlZRIiAmHHICQ09Lwh6NRILweMwSNp2QpeSdiIgrqapEEAkIAYYAhxFMedU062klZD0lKaohMRh4NfX1xmNdU3NZtMAYQlBhBDWjBuNcMa4iANF1ROZhKrqlmX3PK/edPv7h/oH84qsIoQ10yZc9PzQsjUOIAMcSEAgajkmVqRKdXuSTAsBARCqoltGwqvV9B1GLyZMyEi2BJA8n6wubuaLTqZYaEuuKmDU9bOFtN8jjGue50uIWYYZx369UTaw7XmuZqp+5DsJa7td6wTKRqO8Wq+ODY9nbFVRlGLfACFx2+10vO5vve+RbuQ3PXezVkGy9MJLx1VNdVJ5gTSImRd1XN9tdbWx0eH17eWXz/34X3/+jZGR6eGx6T/8s9+9dn3lwqVL1XpN1tqGaWyVN1iI46gNBYQI2aaz2SobuilrKkZKNp1TTLvX6+oK2j27Z8fsTCGXHx0dy6Qyl69c+fL/+iLCUr3WUDQVMIGRvL69mc2mX37l5ZOn3uSUTk1NXV9aL+Tzv/PJT+6Ynm7UKi88/9za6kq71fI73ZMnXjtz9jxEUjabuefuOxzLuOXmg4qiAIRcz0dYZlyUa0uQyX47fumZl1rlSi6pGwZ38vA8aQyMlQ4f3Dk3O3jp8plXX3pqx76b3vXwI4W+kcALXz/x5qXzl1YWzmgJaXlxPZ/p85l4+oVTB29/cP/hXa+8+fJqZRvU/f/ztb9PpVLFXCbZjiCgyaRlJy3KpHe/+2O5QvbzX/gf9ZWV4eLkffe+/czpMzLOdn3PTFhLmyuRW2+1mrZlArSkW6lMti+dsu84ukfX7V4QdwP6yuunnn/xe92wA4SIQppJaQnHVGU5k8o4VvKF55e8Hrntzh2ZnGlakqqOvPrKpV8994tPf+qPbrL2fue7/+wFXSORCLsBEay/r/RfPvMY4UyTtBua2Z07dnDOB/sHPvHRjyEJt113z865peVlz+vmMtnZmRkSRoyxGwQDXde5EIzzVqtFKU0nUwOH+yJCoIQRgktLG4ahz89fPXbsaBQF3W5HkhAATNU1Stny6moqk7m1/1ZJkWd2zF5fWLq+uLS6tr7/wP4jR49QGo8MDwe+d/z4s1cuXXrv+947MTHpe77gYmWzNjjYpylSxLlgVFWVpYUF204uN5uEkuXV1b0HDgDOdU2LwkhW1J7r5vuK6XS6Vm0RRg1VcnvdO44++K2vf8Xz2++47859e/cuXl+ubFR+svSLjv/DzY2q1+UHD+zbs3fHXcduLfabAAfNVq1Wa7gdP58uriyuiJj5nscFGJ8c5wTGMUgk8zJEhWwfRbDSqBqm1m23TdXsBsyPwC233AmgFfoliR815LC8zno9/tA7Zx556BNuK5QkCiWoayAMQkqYYTiNRu1rX/+mk0y3O/7k9Fxf/9g3v/Xdf/ruPztO4j2PPCoE2toupzJJQsiuXXMIoIM33cwIv3jl2ubmen9/iZA4n8/dmKtChDXdmF+4sF3eGhgY9KPo+PHnm83myMjo8PBw5Hsxl2VF6h/oM21TYFht1Le3t44ePRoE4YGDB3TNJIRyxmOR1KVedfvCoXsPTQzlY99fXDtvZvWBvkFZs7a2W5cvrHPChYghCC2TB7EHNA5jriM4UujLx9Ugcv1OI6piBjjWVBsbhzNSyl/QuIYbGynJ+9gH3qUgtVzdEJQyKcAK0VSYTaYBwIYmIYiQoJ1mrbq9oWIoAc5JmMs6EqZx5CsYxbEvSCRIrKtKIuW88tILq2vrnu8fOnx4dHBEkvC5s6cJpQJwTdc1TXechAh9VdHcCEIEsIwEvAHe4RhBhCGPo5TtQMg315cTCefqpfMQCUVCP/rhE1ubm5ZpFrJpBEV1a5X4bU3TS7nUvW+7w/M8LMlBGCYSqchzZYQUREv5ZCY1aGgKRnK70ZOQzhnmLKLURbwkY6gihBiHgt/gnREai5AGJOp63tLmNaegECoM03LSuavLi7gCA6BZkqrqtsS6jmXSKNDTSujHpVIfRpAKCjG+0XHDiiypyo0sSUJQ1TUuhBACIRxTiqAsCA0igkMo+X69U2915znnfX1Dpfy4bZQbzVommzUtkxA2MTnx0msnBJAUzV6fX3Y73upaZe/evZIk8RicfOt8oW+AcDGzYy6Xz1FGIIadbkdVNYiwKitf//rXx8cnisXCxuaabiiKYvhePD4ztbB4bX5hSVO1iEVd33/o0fc+8fhPG+2IBKJa7dRrqzKC507PP/7v/8GBz5EvKZIka7qhOZaRcJz1jXXTtgKXqtiSke65UcD41so2wVCSsGVb29suF7TddhVF7rrrjBLGuQAUYez1PCdhh2EwNjo8Nz2D5bwAkDPAKEVKTCjnnN7A44s4ghACLiAXEsaUUoQAQoCxMIi6CJoS0BlUhAAIYS7JAQFWYrDRCdrt5WJGy2fTIaFISKP9A2ODpU67k05lAECPvO89P3zyJyRm84tLsqbJqsoFUxQlk0kFfnD67JtW0vjlM09ls9lOp2U65vT0VLFYTDupKxcux4Srmmlbdtutt6rh3PSt9fpqHDlM8pJOMvbj0CfLi+V8Pj85sbPX6iIOJRmmkoZk4vLWlqKbCAEhOGXx9eVNRUJb2xuqjA/sHwZIvnhpWdHtZDIX+WG5Vg69cPeeAwLiylajr6+IkIiigERRs9FKpVKWrXc6dUqB58GpwRHY5EQwKhgQsL9/KA6ixYUlt9frev7w8LgE8cWzVwzDYRGWoX3q9YuMxjGJZiZGds7N6gao14Kg68/Pr2UTBR6y/XMHah337OmTc3M7/O08CaWRwT39uV1eG/u9zo7ZkTOXXvnli09pTkSYq1p2FDEWgzjmUkfwc4EfURIRQgSLGQ15zCGngnPIhRAxoj2Z54cKvo5ChBXVnsrmz5y+KEVRoVCcX28EARKUj6YHk3beq2wlLb22vspBxGEMsEwlxBEQHN6YUHHOBYRCCA4AAoBICkeCAUQEpFABWGt2/FqzAxUtk8mlsqmpyZTpqL2wK6nmwODOap3XymVVT0yP74dYtKOu2+5Utque2+MccA4AAJqmSbKsKUrgh26r2W23GPEVFSfTTv9QqVjI2bqOuaBhGFJdCOB7sdv1e25bUvRSqVQcKHqh12o1m22UcOxyeZsRomkyIRRjJEkyIVFMiKHrEWOcQVnTLMPSDRtjKZXJQYATidS1hXnfbTEGVM0IghhChmUVIOwHsZ2UKecccEWFhEaKihESGxvrXs9z7JQAHAqsKWbYqOvCDJgPANUsJxbwQx/7SNdd70XNSqU20FeShKi13HY9RJKuqBahHQhiQolqAu65oYwymayuh4zzdDEvZNRhNJPNnV1ee219TfSiwb5SLpHat3NuuDAyVFJ2UtJqN6v1Chvm7Xa7MzAsSVqt1XE9tmPXnnanJ2tas931L88nEo6REx3S2upseEtsdbUyv7Dc6bgYa+MTuULejr2gGQRHj95cyPcLLi/Orw6WhjpNb6A0eseRu/bM7c2WEt2Oy1msyJIiS5wyyzKzWeuz3/hquVzVNDuX76ctHhGysbnZ9b3q9paTStx08MDs7Mz6+vruXbuP3nbbd779dy8999ynPvnbv/OJj3PKOKckjK5cuXLLwYMt173pwN5iXwZC0e26BCgb2xUGAQdY1fWh4YlcOh93om4kHv/H77R7DRK5C2uXx+cmb7/7jr375374o8fPnLn48Y//1n/+zB997evf5j67evnyj3/4g/HhwZGhoTfPvD5QGqr526euvC5p0j5rn2SnJLuwe3JfoVTqhkFE6dbapiAUc8BonE07APPSQOH4C6drZT+pFu68/aF77rj/ofs/GlLeJQRh1GpsfvubX166er5a2Wx2XDuR3tjYHhwaqNXKqVQCqbKsGUfuGDssD3ajtmNbbqfNKUuYTqVc21zbrtYq3/jm/7tv775//cE/GxasN7YuXDi/c9fI+OQgRCyRdDbXV5yMxTh/4sknP/3pT79x8uSXv/KVr37pS57nWZYVBn4mk1lbWysW+3bNzVFKDcu66867wzDM5TOXL1wsl8tet8cY29jcvHr1ai6XSyQSURQRQpqt1kChL5tKAigI5WtrawtXruzfv//zjz3mOA7ifHJ01Ot0IOMECMbY3r17d+/erShKp9M59eZbb504odi2oiicA1VWW43mKy+//I2v/3Uqm/mtj3zIMhNRRNLJTD5fDOm1H3z/iUOH9w8PlrjgAekmbRtLUqmQD8JwdHx0eW213ex0O+758+dvO3T4gQceqDea9XoDACBjeXVjo1NvfOZ3P11Mj5059eZ/+thv5vMZwakmaa1Ge6uzfPHC9W9/618uXbz24x/9AkpgfFLdtWfUdnTG+LG33X3k2NHB0sDF0xdWlpaffurZN948xYFIJGxLN/pLfaxaGRjojzhNGInGuldutnLZvsnpfsMqMKqrauKxz/81YyEDnBCBhNIod0xV9YM24FQCgtJIUXXDVC3LaDRq33vyx08ff2Fzq/zGyfNf+csv7d6368+++KdXri6ceP31l154odm+4z0Pv0vCKPT8KIgoZ4PDoyEhWNGcVDqbz7bbbYB5tdGwTHt9Y0tSpUO33V4tV3tBZCfTvh9ulitOwqQhS2bTxYE+QZEfeIqqarp+9dq8bdsAYIQkAJBm6BKAnXqdizjlOI7h3H7ojrldM+2wcm7hvOkk3c618VE7nc5yTmQppsSzTU1OGCwGpfRMHHYRLNqMKwrq9eqlgfTPn/7R+tZ6tdFMF0rjk9MnTpyfKqqtzflzF64hSUvnM1wmmoUNPZ1LZmgoVBlVKpV0Op3PpW45sNdUJUUSgddhcZDPJAEhceCrEtq/b0+xkN3arqoY99yW33Wr1aqMAATcMqyl6/PVWs3tuliWbNs5cuTIQP8QAEAWJkcsigMsAwEFxhKjTJUUwRmJKQBE0xRNVVqtpmWZn33sMULIubfeclVVVRTD0HkUOIYiABMSnB4b5lwAjAGEQRBsb6wiQG65eebwoemQXD4ITAAAIABJREFUtiRsXDp3PnA5BypAkqVrnAYWlkxVM2SkYoyFLMivt1tQkgTHiqbl+/qa/qZuaolkuuN6o2NjhERxM1Jtx3IyiEZYx5ahW1kbQTlyNcqpJEsEsIgQ07Yo4VEUCSEQQhhjAAG4sRUDAiBIGACAIywhSYIQRXHU7bXjOHY0TVOc0kDe9ep79+9KZ+0g6vYNDjiJbBhjt+xnMlOpdLSxuRxzHodE1431zc0H3/3IP/3TP2bzRY5wGEdYglQwRAkAoFprjo6PtdtNIejuPXOU0pgQJ5Pv9bZee/PVrhtDofmhNzs3+fxLr7g9Jim5bm9zbu/M2OiRytZmPt1HIs557KSsaqPdboeC8mZt+8SJV4vFoimZ9Xaj1qwvXPxV4HmYiZnJicLo5PmzFy9dvmzZhizLd9xx5PZ33L2+vn758sXAjwwbzO6cuHTlLEN+rqitbV4eHU5pel4BiiCY0EiWoR9HsiwBIDRdp0wAjgAQEoIYIA4MABhlhImIo4hQSkWEoA6hJAElJgjLtp5RDeDrIhX03PLWhmIQJ59UYJxPZjDWNjdrmUxWk6373/HO199484kf/se+/fsTqRREglL24Y98+Gtf+8byyhoXcP+BW6KQlEqjm5ubVy4tp5OlpcrCtWvXy5V6Id83OTMzNDRYqayPjuzWYGJtfdnrXWwRN5spaqpzY6UQ+L1KpdafybY71emZ4Q0SxRvlttuOCFFNVdVhIpkM/Z4AwDAdCJxGs9N2/f6hXC5TurB+Np1IcMMpb1diImzT0DSV0lhTzYsXryPIZmcmGCNEl5yE1u3VO217eeW66Tim47idLuBibnYH4GJoZPCFl19aW1vpdsj2diP0xfjo7OZ6o9NpQ4QmJ4dVVTvx2puA0JHJKU0RXo/4vS0JoDcvnEIszg4kl6vXbKWUK45ODh+sV4lAnAn3pROP//SX/4LVqNifq9eriXRRCNRtxeAuWQpYvBW2GWeEUCqYAIADAaAA6AaXGUJZmZgc56oeYyWGfGOzduHykmXYhmVsrK3tvfkApsCvty6ubxaSViLpcE2CEgRBLCHABMMspoxzLiCSBQACA4Qx4xxByIXoYklgHIQsiiGWNMy1VCrbP2gKBE3HwjIxdN7Xn0imRzU9Tand7laDSo/EMAwjQgkwsW07UxMpzoXv+ZSwMAxX19eaW1t+4AtKLU3tK6RKfVP5QkY3NCbor59fAghJVmTFNO1cQYljCgDuuK6qqdcXrvuRjzHyQ6jJsmAMIyQoY5S1O11dbzsJmyNJSLrl6AhCRln/0IiqmVBSEZJkSYZIMnWzTFmv5wkAAMKMc0VVkYBuu1UoFJDgAAhGAOYca0o6k0mmkr1eJ5lMUMY5QAwi12eURpyGEpcKmZGNter3nvzB1EwOQoqhZihSo91kQuTzCQHQwsKi5/WK+TRThWmp9z54X2ezI6Bca3Xnl9a2Li5plt31PMpXel4PQJg07cXTF2SBzl5ZMyS1mEpPjgylLC2bTKUcYyTfH1C/2+tN5NH82lIhYQYknh7r9yNQrrq9XnThQsUwzLXTC5ZZk5C2vlJrNXhfH0wa+cp63VbzVGMZa+DIwbuf+P4Td9161/69B4GQHDuXSuaFQCdO/SqZsoYGCpREgscQwHql0qhVf+PRdz/11E8311sL569MjozBOLx7z74Pfvp3ao1qj5Jbbr3t9JtvVSqda4uXdu+bDUhw6dKFSxdv3b97VxiGuiIhBN/2truIYJImx3HcarfCKKCMQ0kamZh0UhkAUdfzn33+tTgINVn5wb98L2HoClaaHfrZP/2SnUo2O53Hf/ac6/oUm6qeefyJn6TTuV/98njCsZ5++ilLV+avXt2qbJ46d+Xd737XV775le3G6i+efnppc3nXnpsU2fJ938C6EFCWNYpBTBnUwZYfIsC2zy+bevE3HvnIwpUrSaeomDkKIEVobeX6qydevHblxO9+4n3p1Ae61XBxaWlheblc2Q5DL5VObmyuME5kU1tevzo8NcwlMr+91GzVxicmViuNbLpYu9hdXap2vPb3f/T9lZVLftgcHMlNTBdMM9c3mBQ4inlkZdIhJal01jCtXq+HJbS+sdpym6VSCatYl43f/+Mv3P/gg1TQb/39t3fN7Z2Ymiz1F3UDce5LKmy12xhIlPGV1UW30wGMWrp68sQrQbvBafDic88+88wzMzOzrWar2Wo+9NDD5VoZStByTMrjxz7zf0EgCPX9WEiStHPHTse2tzc2wzD6wy/8wcbGxtb21tT09NzO2Scef/y73/2ny1cuH73jzoM3H0QYRzGxbGe7Um20281GZXJyNJ/JZjMZv9ejlHHBQt+FWOYIum47ZZu6LBVz2V275krF0la5AiGSVT0KQwRQ3GOAQl3W77n73j2zOzWsxB4gEYtgVxY4lcrce+/4A/c+/NTPn5sYmwjDNmXudnmp49ar9eqT//4Uhz+7/ZbD//enPnXT3MH3PvCI63lt193Y3AqiqFwub2wunP/V5Xw23fO9qYk9YUhuu/Xo4NAoRDiIOktrGyd/dErTzEw2f/iWO0K/ByWpF/qSokAkURZpsm5YasBaW621ex+8H8tGtdrcu+8m1/X+25//hW6q1WYHSvKRY8f233yL41iVWisKQwwxxpJiOlvVckhIUG+89uqrO3fMTk5MxDRKWAlC6dTkJIHc7XaRJI9PTGqqpuv6W2+9tSczJwCXFewFARYyF6KQz5dKffVarVKtXr1yaW73HtOwBBAdr4VUCVFruVy1TCVtqX3ZnLtUOXfqvJ5Ob2+1lhcrf/i5mzttF3CkK3oUh4QSBCQ/QBLCoUhLEo4hly2l3Km/eeHNjl9eXFkqdSfmN643K/7s9Ejo19v1bcIx4HHXbacSCRIEl8+erlUaP/9F4777708mbE2Rh4YHERQ9t4sAHB8eVVUliqIg8A1NGxzoxwhwGvc6zW6rpSnYMTVAY6/dSjmWoETGwNY1hLGGsaVqGka9nu8JqmmyoamaoXLGhABaQgcAkJhICEJBO61azXNVDA0Fd5q1/v7+4aH+Xrfbt3vnRz/yWw23gSRAKRWQ+6EPEWYhx5IEIUQICIoIiZkIGOdYF4oGOQAQyQyIiDJF1yEAUUAMbEpIib0upzEQuoBQVlXEUbPXq7bdQn8xZN1avW1qliXLnSj2Sbyydr3r1pQ4jCOYcHRJFYouZVI5t+FTwimQuKb4LgEAQiBjhDBGXHBCKAACQgSAQAgJLDjTAZcoowy5Ed0Ogno+k9YlC0OUL2QuXIqwhAnhECkAxJl8MSLI0BKyboaxVxqfEVz0uq6qauM7Eo2uf+Dw7aqMmYCpdL7rNxQsxYRICOu2NVfYIwTgnAWM+WEEOIOSwgQuDY4JhiRJFZxTQK9eWVxdqxy86faVlY3ydrvbKfQ6LhxFiqxBCMtbNSeZTViF559/7pH3PPTII+87d/6CHwSUU9uxKCUQiFw6I2NccYNUuu9d73o0isNOpzO3a+6VF99stprF0pDgjXZn03XZrYfefubciWbDjWJ3q7xQyJkatESkxZTLkVyuNtfW1h2fCKwIiBilQlAJAyC4hDJcMMoiLihjDAiMUCS4K2FN1w0uJME4EspoocQY0tJ520x0w/W6G6qa5eiWEJAzFkcRQySTtiYnx8ZGh0+efHNuz+5kKgMB/uqXv3Hl0gXLMoaGhwVCWFJHRievLywihPtL/T/50Rsjo2NTMzsAgBCKwO/pmnltfmVocKAQS2F107TUdqth2iolsWXZXksVRFS2ajjfq24vi8Rgxkkn7CQTkRe0NFNksnYiWTI0zbRMAGIIaSGfr23VJCT53XB8qL9SqQR+FwAZAC4jS9VN20lqGto5M24qRNAQqiKla0N903Y6M4WwosoMgEatwxhttqox92r1xu65Q1sbjYWrZ0w91aw3r85fFRwkE1Ymb1Wrm82mEkexKsmry+tIVSRNYyxKF3Jb1bWB/mLDrZumbmpjjjFWrwgMdEI6QGm68eLs3pKiI9d1sQq3q67ren7P9wJfIjTywo4AQAAAEORAcAh+zduCEEIoYblSaaQy2XrbXyrXVCOhKzj0gqWFM6lUYt19I+dkm5v1hJ3klhXGvc1aRYmZAWQiRExjQ4MQIwZAzBnhHKkaVlSEZYEhY2y7ReI4tpyMnjLT6TTmjJJA0cj0zulsIZsqOpHotrvdRqd9/dLVepUknXHZtBDCURzKskw86sc9SimS8MmTJ4MgeNs9b7/z2LEoiiilKoaGIvm+5/seRogGXJZVBpQbMsNCX063EpVKtdpsNRstWVY5E2ksRyGXsS64UCQW+j0oROj7N/4sKGd+RIfSBd2yNE3TTeP6wrUwCCZNS1KMmAEqIBJIUKKqsgRhHEUCCEmRophISIKAry0vjQ4NKZrOBbyBUKCECwBVTev2XC4IgJAJ6qRTCwi6tIWwWL62dfXccrfiLQpvo7o9PpydGB7/2Y9/RWmYy1tB2E2nk+ur84puGvbQ5vZao9dYr1cMiN0uabS8ctnd3vZlWQUAZtIpTTWjKGj6IQfo+uL6lY3tbCFJoiB5WjkwNWlEdCSdGS/2D430zw5NCgxnx6cr7Wo78OrdsNIkk5O2JKcUQ/7FL35q5FmhkK9slUG8FbqdlaaPo8ulvvzNN+349IffWa800lb6gbve+corJw7vP5pMp8u12oFbDpw6+9bzz7/w7ofuazSrCEG/F8vIlCWDELZn7+Fjd93NY3j8py8E9eb00ODW9sarP37ik7/3eW7ZmUzq5edfvefOd/zHL//ls5/7z6ZmWpp1/Pjx3Tt3FPuKioxkBVWbFSqYH4YAAM6AqmuSjEsDw70w+OIX/+L+B9757W//48WzF/74v/93IMT3Hv93CYFzZ85appFw7FQimU6n1Yzz5JM/xGrq3MWr4+M88KPrywsjw4Of/73P9xULx5999t3vOvb1r30dI2wmYaVHTl96PXpLy6VHpydmZ6dGDd0hlLXdnoBQM7ReGEFVUxByktqbL790+eyZ8vb6bUeP3H2f/Nqps//P//zfo8Oj166czib4n/3pH91y88RY/xFCRRQrc7sOERKkHN0w8Pz8lcd/+ESz3Tp7ci2RUjhAN9+6//ybS8ls7tbDByo1N9/nPPGz74xPDOspkrXSMW17kQcwbnVXL197I5udNi3JLbcxgIzE3U4zm031FZIQBqV+69/+7V+F4K+feWpmT6FUvPvxJ/7l3IWLt9xyaLu8ns7qg/2FwI+eePxn73/0w0LAmelZjPCbJ14RjOzevUuW1Uq5ls5mVdM6c/5CtVJJpdIA4Z4f/sEf/P4999zztb/964ff/a5H3/feu+68sxsEYRiODI+0mk0SxTJGcztm9+7ehRW5XC5/8Yt//uS//fvk7OxnH/uMbhidroslyDhvdTpvu/ftp0+fXn3jxNzO2XwhTwinlAMACImxLGfy2bbb5YwADDRFKZUGg4i22x3LTkRRHAWRoqhBGCpIdtKpJ57454MHdi5eXzx0622JZMrStJ7bNA1VVgwAUM/3d+3aCQEcH98dR96O2d26oXAI3HZre3sdMF5b94KeJzhNJBIFx56Z2b+6uvzsM1/aqq997GMfve/td8lYglSqV9rZQmFlben85VM/++UPNza3GjV3bHTmbXc/wJgAEPlRiLAEEKSEEcIcQ5M16bWTr7xy6sVnjp+fnjv8wQ9++PrydcUwV1Zrqp2IOdBtRwiRNe0oimwno+nkBkCQc55MpQb6+xEAk+NjuqL0uq6u62EYIsA/8YmP/fjnP3vxhRduu+1oHMf1ejOKItOydd0KQn/+2oJtW0k7YaiqYIzQWNeUHTPT0fiY4Mi0zVar44ehY+pmpv/V0xcnxoY3t7dG+jMvHH8BALyyvpJI9B09cieWZBnrLII0iiFAnMUMxZQjglQFU84RkpRUNv/Uc89Shfd6PSOjY03WLaek5i9dmLe0OAx6szN7/uvnft/zvNGRkYSd9P2AUf4fv/zF2bNnB/jArj27a9Uq4xwhyffDUrFfVVUZy4zxm2++5c673nbq1FvLi8sXLp5fmL+Wy+U1WV5aWAiLvcuXzwdeV8E4mc1QSmVZBoQGrnv8l788d/4MYwxjDDEaGBh47LHHfvzD77uu+xvvf//S6nrQdafGR8OQQ8ENTXvpxRdt24YQ6ob+oyd/cP78uc994Qu6rrldTzP0KGaeH6qqKgAQnHMBOMVClSJCMTYp5+XGWsQiATgFTII4pkjCjHMgENrc3nZ0rsko8DwWc8AwiyJdt92NsHlpMz+UVmVj7frayMBAOpGyZSMXGRHpIQEEh+lEypeC9c3NpI5l5khIigUKeJSSJc6ZEIILARgCACDIGBAI34C4MUApZGkAVAxjgHxJisZGh2tbXi5RJFFUzGcFZdcXlg4dug1DldJQlrWAxByDRrulGUbXp4qsaGaSc246BoR8dm434JQzyjl30mkhhOACCBHHcRRFN7JhWZaVIMAA0YhoUoaQGEHY64WaplEmTCOxa1e+5zXSCfP1Kxfe9cCDvudHXoARYoxxAcKgd+LNX504cWJ4tOR2uoSQdDo7NTmxvbUpSRhLmFBS7Cu+dvo5TdNmZmZWV1b6CoXtjc31tc1Sfz/keGRoPJvf3ep0BU1MjR9amD9pmmxpbWFwIIm4lDT7EDZDotSaNQ5EGMQCCwogRAhARgVjnABQ5fzXrCYSc0mS4zhQZBWx2A3bsqI0G40TSzULJXTZOnLbkfGpcZ1lw6Be3zgjG7IkIYhBt9ve2NjYv3//9PTY7/z2f3r2uRcYhwwgRjiN4z275hjz4sid3LHTcNI//unPs9mcIkn9A7tnduwyDONGmC8rUhRHqqokkunN7Wp//0CqcPv5i2/kCjnTBlHQs00LxLnNldW+XBajGGLW8Um3W0eYTUwNvu/hY5JG2r3q2vqyYaqcuxxS3cCRH+aS6UqllrJNSkLByeBgn2Wk19YXd8+N90K+tlFOWLKlipUrl3fPFN/xjmMxhdu1ThCFrWa9VCrmUsXttdb0zI6Vtav1Rv2N1xdkWJAkY2piR6NZ7bj1HTusiYmxZCIVhVGrWWm1wlsO7ahV21evbR0+sqdc2Tp67I5S38Czzzz7q+dejAJy0779dcHtgxOjpT63U7cc9PrZE0vbZ62kxhiCMhsazSE5bxhGGIalgZTEOI85AwgCCBGC/Nf91l/7W4EQYRz1OCHVak9WGKObm1uarPaX+gAE1WrVSjigF7W2qxkj0dyu9qcNIhDnSJVkIgSRpTqkQMJCkSnEHMlEoE43EIhLmibJeiE7qmiKrEmaJdtJrKo8kSokUqlqo/3qhWVw1cz3DTFGcvlBO2tVmlvX17YH+qchoFBFAQ1kqIZhqGqapmu2badSKbfb7XmeoiiyLIdCxKpiWZZu2VywG6X4mMRcAN/zry+tIYy63R7ngDBOeSS4cHu9mFEkEOOUMdrrdS3LTKQSpmkahpHN5rP5vJNMYkmRFQUiIcuK73lhEBiSBgC88RhFENxg14dhSCllAN/4/XFsZ2N9PYoiRTdIHAsAFQlDCA3DcByn3W6bptnt+YyxbrcbRL0Ll86pkpROp++7/+1Wumek2oRu5dJZFsn7900LxIKgU+rPu25n/4F921u1aqUeBaTd9rHE+oeGNusVVbUN2zF8CWEQxdSlQT2IrYSJNRUIuvfWHYN9WV0WbrNaSicnSv2WgJN9w46qoWRyzXW7XS6gaTpDqq6lJGTYClbSppXFsrp/18Nx7HU7rY311b7kSb/TTTnOyFAp4eiWJQftejohG0o8Mz04ODCQzRcTqezS1ubTL/1sYelKNpMb7B/zPdf3fVWxZMnodSNVsV5+6dzq6kq5vGSqvLNdvXhRq2xvUwlIWas4Ph6FXOLSz5/8ab6Y/cJjf9Cs15MJa3Z6OptLQkx7ke+3PFmTacQkIDHOHctUVR3J8sVz5xeWVu+/5z4o4J/9jz+lgufyxZdefPGP/8d/G+jv31hf//SnfjvmNBbs9VNv9rrhex9+9JZDh1984eXPfeZzE2OjKuSdytY7H7wv8nu7f/cT+26ayCaVZqvdrLtjo/0f/8RHF1fqSbt/4dri0y8+HRPJc3u6oqUSjmmahVLRMI0XXn55bXm5VasGngeh+Mrf/m3D972Ix4RbdnpwYAqD9rnTFxYXN44eStQbrYWlJcMwHFNr17ff/+jDd9357off+eFKtep26jKLRqYmEZbf/+FPrq5X/vzlr/QNmPmS0wu6ly9cSvVbg0ah2YohUwUj586eIsFpQ0uxEPCg/pOfLwLYuL5wWkYz3U79777+N9+zFNet1Wrrc9PFN1790ZWzFx1HcdvVRnU79r0Lp68cf3rT0PVmrXp9/szw7L5KbRNhQQjpdXtdN0ynCsfuvPPCxUvpZGlrsxYRZlh2RLgOcCZX9Ht+2/X6B0fqDVfV7axikzj+9+9/Pwqj/Xv3mobR7fUUTX3l1Vf/4e/+LvCDRz/4wdnZWYhRz/cQQgghLCuqqr7++ut33XXXrbcfW5ifP/HyS/19hcAPNUXRVJUKVtnc5EBgSVZVvdQ/0G53KWOUcc/zEEKAc8ERRgKIcGNzPYpaL7/yi3a3/Rd/838Smczcntlbb72F86g/VfB6QS5T5BQc2Ls/JN0wDmRZDts+hLLjFBNOVtdMGnHbxnEcCkAJDxeX1o8/f9yPfEXu/+b/98Tj//YzKIiCsCLpM7NzMY0ZiNOpkZ07bp+emBsfm04ksm7HJxHHSIJCeL5PKVFVGWBUrtVOvP7mxubWsWN3pNKpMPL6SnnCQCpTwBhDSCFEGCNGGSFECCHYDf8TiONYkhDgQsKolM/pquJ2Oq+++tri4vUjR4++8Pzz2Uzm/vvus61Ez/Hmry32ou6//ev3jh2746GH39VX6MMYaaoShqGiSBBCVdW7PQ9A5CRSQRCFYWTJaq/TzaYtXUv+/OnnP/TIg4tbK3sO3XHyiX9oheH61vxEv8woQ4AJgITgnDOIoACAc44RoCyUFRWiEGJ48dJpQqJqrSEpoOc3KReRZ62u1m49vOO9v3Gbrtjf/Pt/qtVqjJAwDDVF6x8YsFNOsVCMY4oQjCPieaHjWJSy5bUNxuittx6mlP/lX315fW3t/gfeiSWJMT40NPTQQw9rmnbmzBkBxcbGuiThTDJhOE4cxwCA9fUlY2qakSDs9RRNE4zFQdDtuLZlXb1ypee6MsarKyuXz58bHRmRZM0P4nqjLQA2LKfX7XHG7WTGSaQt0+z1/J/+5Cem6ZQGhvbs3huEIUa40+3GcZxIZBggpmViZDARxmGoyEjWpTCmgquKZN2Yt1fq1RdfqRw6uDOfSiCschHGPpWBjhjK2CknmVoqX+vrH84Vi0ura1rKsE3b4qaqpxTmcSTHPu4GPGWNSDxNfAwjgCHVZR7BjsC/JtECASHEAGLOOQMccc44w1Bw0MHQ4BAKpsxfrV+/vuCY5q6ZYSGYbZrDQwMLV6/snJm1bTsOPMiJKqHA7ylY6VQ3MRTC0HRNk2WZkQhBFHgCYyTJMucAUAkIocgKEIJyH1AgIJJlKfJjx8h5nm87mSgIbEelceQkMCVUxwgiBCCEELE4unRp6at//Xdvu/uuXCYNJYkLgDDqRcGefXvndu3KZws/+MGTQojJyemeFwCIY8IoY0HYOHf+Ipbko7cf/s53vmOZ1vTUlK4on/rkJ7bL291uNwzD2BO2mqxvd4qlbDozvLbRlHXQo5GhRSvNk7n0iGMM+qyuOYyJLhOqAArgkuCQUSC4JJSAUooQlrDCEYkZ40hQIGjMMJZJHFc69fXOhqV0sonSj47/fPBi/9zO6Zg0Jdu2CjkeyhKWPa+nKCpCGAAxMzPTaLtvvHGKUiIkxCENGNFkFQu0vV3LCdxzmwhEn//sf0kmrOnJj1+8eO3s2bMQAs45IYRzputaNptdXV3NF7Q9O2+7fPU1yIGqqd2u22jXh8dHS31DgR+ur6+Ffqfe7hiGurC04hN3dKLPSai6kXC7XUmSq/VqwipUqy1Oe5zyMKSjY1Nuz2MCXp5fcGyl2W5aTgrQwNFgUkP3fuSdbm17feFSvm/YkcGllcuFQvbS5cuMrvgedNtXOt3G6Phoy1SXF5uuWxkcTszuGDLsOI4j09Q21rcVRd25c8fYRAmgOJGyJqYHJFXP5GzO2fnz52Mi2q3g3rff3250JnaP22mz1ikXi8nNyqJiwZldk72wyzhPpwa7bhsgREg3mTYUDUkAQ6FAIBD4tU5EwF8TCtANgV7EYoqwrKqMUNM0F5Y2bcMuFfswVlrtDhS4G7mAgavzVw1TyzrTUNGpbrZiJqlKgLlHAhoLynin50WUO4lMYXA0nStQLvwoTCLgpBLpfJpLjACvWi9rkrXZ9rFZzI4OKHK6ut05c+atxaVn3FY34WQHSmPNVjuOSD6fUWQJUSgEZCz2PLJ37+4b9/ROr0tpTEgkQRwEYa3RIDTGGCUSCcZYq9VCknLD9ZVMOrpplstVIaAQQMJSpVa5cRyrqprNZhRFchxHVVVJUuyEMzk9SxlnAlAmYsZVBBVFAQDEUWzZHAGJQ8g5hxLWdM0wjGqtWqlUiqXBKIo5BrquU0pd17WTKUmSJFmJwsDzupqu67q+srLSaneuXZtvdXqKovT15TK5ZKlQjKLIENy2VcNQI4pDv5Uwcrm85Ufd6dlZAISA5ssvn9zeCvpLScPUs/mM41jFXL6YLKyurO+a2JFMZjbL1Vq7DVS54bkBI51GJaFoRQ3Ybnvf9KSUyRy8+aCdSmJNuTK/cGrhcnWbZlL9/cUd46N7QqFL3DBNW+UQSrpp2GEUQwAkrlqqevPu4ZtmDwNKrl2+QALXtnRNlwUIe93Nr375ryYnxw8cuN3trP3kZ6/c/+B7dk4duHnXTfhB48qVK+dOz0/PzHTdHgDRVqVhqWTiAAAgAElEQVTy3X/+Xr3eHBoea7W21pYuDhf6o45n6Hov9psdd0xTBPFeePaZoWLfLUdvu/X/p+k9v+w87gPNCm8ON6e+3bdzQOhuIpAECAJMYE6SKFEirUzJtGSN9hzPjHas1Tis1zMeecbe8Yx1nC1btgIlKpoWxQSSIAkQRA4dgM7x3r753je/b4X9AO859Q/Uh6r61S88z5EjlEZRFJTL2xvb64KEQxIZpmlbLvHI/j231Gq1rmVxhoFP+ooDc7ML3/un7w2PjP2q83K6v7S8vLS5ublvemqnXrM95x+/+88kCg1N37V7QpT1Awdvf/GHP3nn5Mn/8c0/+uW//HwtsHUJ9+fTD97/MUCjgNvNnW0kIMfubDVa3/vu90++d+n4g08+9ugTAppiYiIbS/zke99/46V/+eEL3//mH/3XC5cvUcYppaIoZjIZQmm+UJzYtXtmfmnf/gO2421XmpXN67tHbz10++TuiYNf+z+/PjwyJgrC8uLC9urKn6z+5d7xA5qYjSs9/bmYCMqev5HvH/zF9/9kZn7tzPlr77z3wcbCdqPjhVFoDkRjfbe/9ovzn/y1p7Y31zCK0hkzCKrJjBpE3d5dw32DMGHGri+c6xsoVKtVVmGu097a2NJklRB/rn42bsbSqcxPX3xRFMDoWElE0Gq1AWXVcrlnpOAF1sbWqhmHqWTaD9ue31VU4ehdh48cPYQlcX19feba3GZ5G0tyMpPff/uR55//zTPvv382f/G7333h4JHD01NTiqppqk4o26nWO532ibdPvPDd7959/Pixo8cwQq7rYoBlRY4nEuXtHQwgxvji+QuvvfZao+MP9PcponDu3Ll2s37b/n179uxJJhL1dh0DaJiJRDq3tb2DsSAIomGYL7300qFDh7LZNCGRLImU83Qus3ti/8y1c1gS2p5LOGSIXbhyXhChlWnPXLmmKQbk8Mz7J5995tkwiDw3KGR7IZBsK4CIeZ6raYbtRbJqMhZFEfKp88SHf+1jn/hMFMZcr2tbDbtTTSWM7c1yb9+AKEqiImuG6nuUM8Hz/EbdR1BgjBIayTIiNycKEBRk6aUXf9VsO0fvOt7fP0VYKAjQ6tqyrGmqHEZUlmTDMNrtdsw0SBSFYWgYhqJIjuPIsgwYVySJ0Shmxirb5eWl5e9+5x9KpRJnBHKmiIJtdSUsbm9sJmKGJAgfeuKJ48fvazWbK4sr7585dfTIHU9++EP1eq1a3YGCqBkmQgLjcKtcMQyDuK7T6RZSCSDof/233/nZT39RLMT27hsrDoy3V2ZNE66tbpKQqprg+QFCQBYVQn0OIcaccyBLGiGBbsrnzp9eXV1pWWVVSqqmggVBktDq0s7kLbeP7dr3O9/4Q0WQ9x+4jTNKSDAwMBAz47lMThCRJEn1WmNlZeXQoUOZbIpEUbG3b3Nrm1JqmEkOxO3tnavX5h5/4sMIS329pWtXZ06fPj0+Pg4h1DTVdrqfeOaZZ555xjQNUcSSKP3+7/yu73QVWejp6WGMQYQ6nU4mmXQ6Xc+yEULZTCYKAkGQXD9UFGV1Y7NWb6Rzedv1IRY9zxZkRVRUFpHQ9U++ccJIJKem9j3y0CM7OzsQgJd+8fZbr7+OZRlKjEReqbTrG//5a5wT12klNVPCIAqhxOWIipxjUTQ4opSrgpwQZNH3OoBzAcqRRxfmF3p69UJ/sVKtBl2/2+72pUwzmasvdzs2kYhfqzZDl1Ta7YHRfKlv7MalBosiBnyMiBthhBDG4s0XnBAOIYRMYJxzhCDEFHcZYBAyxhVOBacrLd+oC7A9PgB1w9AlWZGkKAxJFELGfC+gNEol07WWnctn/vAv/t+NxVnVMBPJpOV4Zjzxpa/8u3hv77nzF6r15uHDh3OJDELCjbn5IAjy+UIUEs65ImtIFqOQQCg2m52btBPTTIRhIIsKpdT1fE3TFEVxfahoqd/48m/VahUKgeX6CEFRwlCUAOSKpGyVd44cvevGjRsn3zlVLBbz+TwWMICIsqg0OAwYffWVV1qNhtPtxgx9fHzc0FRdVa/Pz3PORwbHXM/XFcPqBGMjt9ietbRxtly3D97ezzttJyp3a91OsGGFLqGi7VHOZQRlEWsIirIgeZ4PIcRIYCwIgohSKggSwjKhJIwYA7TZvEGlBjPUFq2k473VZufShYZharmSubBV6YsNpXMFe3Wl1D/AOLQ6dioVu+++Y6aZOPHmWxQzL6JQkggTkCi3214YlvdNTSNM/+ov/8x22r09+25GOJSRRCIhCALG2PddCGE+n99cWx+b6Ns1cnujtRjYVYCIJKPzF6/OXF9ttjxVjVPeVU1VkiUsiQtL29VmY2CwRxCgbVvJZJIStdMJNS25tVGLx+IYa6+99s7QaD8AOBZL5HJxwiPb6jqdek86bop87ca1kVKx26hurS7IWjyZSF+5PDe558AH52Zb9bDVWp3Y3be8vNTT19dqt3ft7c/kDFlG12Yrw8ODkiT2lXqCIFBV+cQbb/f29axv7GiamCv2VipVw9xhFMqS/qEPfaSyXZ+fXyqmc44d7Zs8cO362V++8Z1EnmlJKKmqGUvUWq0wCFRVqO7s9BR7wiAUGOeEMYggAjclXhAACCG6KRHgnDOM+odGUv0lv9Xxu3YikaiW62feP5/JpyRJpQhGCKT6ixxwURG2uu2MLMey+UalGvp+1w6QICbiyVTK7O2TFVUBCEqqqMekeCKuGGoyZXtRML90KeSo0DMxMnE4Fhto1MkHF+avzc936h1MeCIRO7DrWLFYlEVJlTWr0w0D32m1A0hDIuq6LggCANC1iYA4Z4xHgSCKN1WcnEGMMZIlQojneYQxBhACkHMoCmKr1VJU/d82yzmDEGKhkM+nMikIoSoCAEBEIg54SALX9/3ApxwyiBmDSBA5p4IgiqJo23Y2XyARFyDinFNKEUSJRKJtObVardDbjzGGECKEdF13PRcAwDm4qbwHADTqjaWlpWQyub6+ns/nB4fHAACXL55qN+rZdAYgiCBWNa3dXkKCCzm1u54TBIOj/T51O3Y3mynsv33qbjPVbHY0VQtCn0TRhltN6mYiq++sz9progzw8fGJvZO3eEHw/rnzPDkSM+ThoVxfKanqqGlZy5XN2sxapUJYZIyNPFYaThV7BiWcYKGuijpCoiTiMIxkVWaUGjLodBrLS/OyBCssstrN0HNNTYonRNNEEeG6kfCipSc+tC9fQJ3G63M3mgmR/+V/eyWXLjXr7uihg+2Ol88ONRt1URYMU4Mi6xswzCScnTkri2oslheV5Kc/9eXZmaubtU03DLt2+9GHHnzk+D0golboLy3PUBLZrpvOZKb3TUMkUoAt23331Jl3T5z4BXr5vuP3nj177tzZcx97+ulHH3/iyJFje6cPnDt/wXX9lXPns7lsu91eXFoqb28Fgbe1pR+/717L6jaajdrO8uuvvF6tVmuVbcYe/rM/+5+cBIFr+Y7VbNY4Y4SGjMHADnTTkHRVU5N7dk0/eO9DmVg2CFwrIlannUoYAETf/c63XauBQKTqGmdIktWbF3foh4EfdNvNy1fmHTtsVeskcK/NLLXbnZmZlYiGczfm6tX6gVumPv6x//D4Iw9k00mMhVan+3tf+68xg+/sbBTysSN37Dl69NBnnrnrS59/pNm2FlfXlpdXKp2gXW8dGBqZOX1l/sYKEOjBQ+Mdu+2FUb7Y1+xuYFlaK1/XU0mny3YaDUpoOmXmUMYH4dr2JgjSqgpD4moG0HQRiiQbS66tbvh+uLq+Omylbcvq6zNv27crk86PDI6Xt3dsq4qEuKYbEWG9vb1n3v/AddzADx579NHXX33t4pkP7r3/eDKR6HQ6vk/efe+0oenra2uddpsz1m63BFF87je+3NPTEwYBBJwQEkak2eosLK5wAIaHhxuN5vDQUG+xGAKciMcvnjtvWVZfX7/jB0Y8ocViaSzohh5QsFNvybpJCQuiSJakZrPJOSOUQMg9z57YOzXQl70xe254YGxxYW4g2xNREIR+s7kjqtKatWCaGg2p54ZXLl91uvYjDz08PDSiyCIAKIxCAeOIuF4YRpC6TsP1fEKoKMiNWkipz4AnywJEUibfLyAkqYGkJCHAlMJ6zcdI5QwDoHqeizGLSCCKOAgCz/cFLOCIW3546Mg9O7Y3PjHlefjS5UvbW+XDdxwOCUWIIcBYRBzL+sbXf9vQ9T/+429yGjESvv3WOwvXr3/4Ix8hYWQYRjad2d7cOvHGG3/z1381Obn36aefjqLopos7mYgHofehDz06NDC4Xam/9+57hISigPbvu+XAgWnO2ML1G5IiC5KCBEEQpW7Xdr1AEMR6vck914zFAp94XuQTcWvHrrfaNzbWzJQwMTm8vV599umnU8mMZwcQcACB67mMRYIkQCgAzqMACpJMCFtcWM5mBou9I6IiYwnVmxUGSC6Xuf/eD7/wgx8/88ynJvfe4rpet91wHMt3vUajub62KQq4VOpzPfedd9774IOz2WyWcco5EyUJAPA3f/v3hm4aRvyOI8dm5q6LopRMJvfvP1Cv1zc3NzOZjBkzH3zokVdeefUHP3hBEASEgNvt3HrrQV3TtrbW87lMPB63bbvYk5ck6crlixhDxqhjdQxNGRgcoJQBDqOISLLaqDebjdZNI7qm6a7rKZJEiJ9MJrK5bDoV871uFLimrpPAlWRB1WQgRiEW47qOATUVYd/kSMhszyMuRDKkGAIAOKWEIYZEhBXkWi2khIqMKQXxRHx0bG+uKC1W52vNZjaW3lsacJi/Vd42A9ELA4iZIik04t2Os7C00rXEap0RbvokQJhCkgYQcAI44JAzCLggIAgoZQRwDgCggN/UnmGEIQcQipQIxWLf4uJqp20JcZjLFyi9vF3eKQ4MuV4gihKjzDR0SRJihqrriijieMxAEPb1FfOZFCXk9HvvBoQcvfMI5K4iKv/87W91XferX/1qPlf45+9+7+LZc6menvGJXU997GOqZlIamKb8+usvBYGvKIqsKJpuqKo6ODTUPzD877/29Y7jqUaC0RAIEkKcMhrRUFZky/HMRAYAcMuBQ/V63TRiCEHP91RFBgBbbqSIKJ3JP/DwQCqVOn3qdNcJzl26Wt7e9v3I8zzXt5GAOWQRY42WNzJ6sFyvXb5cmVuY7RuQRob7MGClgVhxIGY5XhjRMKBR4EaR41p+FFHOsR8ElmUZhqGqKoK81eoqssw4oISIgI/2EZczrLqIhSZXQDNYvDR/4ODRe25/4j/91u9vr2xghCVR5Izpug4ALBR6Pvqxpy9cuNhoNOOZpGqagcc4jUSEZEFNxdOVykbEQiNWyPcMWp1odXVlcGgwnU6/9NJLmUxG07Riscg5wBgPjexeXVkaHspOjMRvLJzh0E7G2O6JwSvXVhRFFyWJM5lybDnEj6AoJmwnWlisF4s5zxMQhl5AMAw5AVEIatU2B0w3YpsbO+lMVjNNjgRBUnY2Nl2bT9w+0p+LsaCdyedSheJrb77Xk8prgjo5easkqXv27GEMNeq1QjHhB22E/cN3DiNMXLcRBHJvT+/acoeGiqziK5eW223v1oP7lm5UdF1v1u1Ga3n/gf0IY92Iddq27XVkFe3eOyII8sjIMAdhy66k85pkevG0CZAMkByRqNV2HAvJatq2KOdI4AByiOBNcxcHACKEEOecsZuLZft7SyMjK80WR0iSVVlWksk4AtiyHFnRRNNUEtj3fdu2TdH0QxIEIUylHVnq2NauXXviZgpwSgPPNLR8NtE/0oskaPmdCARQcLlqXbt+tuPbboCT+VGVJs+8u93Ts/fuO6Zvvy1wWnVTlBqNuufanESKLELGNIwzqSSN6WEUMkGp1Wpdq21Zluu6hUKhVCopApREhDG2XZ8AAADGEFDIAeCSILjMjSLOGPA8j3LSsWxdM2VNMwwzZsYTqWRfX18mk7l69bLdqXLOsYBvCm+xFPlhKCsawqLrR4BSCKhuGK1mvdGoj4yNcxBBgDijN/8HqqoiiCqVyhQAoiiSyNcN3TTNbreLEAoCb2t7u9lsQM4ymWQun5dleWxszPNDUVJs28EcVrZ3xsb3+GEoKYIfkUtXrt5z3y7H6czPLybSKSuwE4mELsY/uHxOU82G3QxDAtpMlmXGmIiVje1yTlLumt4zni1kRH20NEhCKgqZBz82apvpiAb1Vu3CtUuXrs/n+seQlDWMoUNHp4rpXcTHkcqikIhqSlAgI0DCgPMwFhdiMXT5yrWXf/rjf/nFTy279eXnvzjQ3xsGfkw3kikDQMIQIzAKIZc0qJu401nM5kDKjKafvtVpYe6bc1dXX5p7j3L4i5feUKRUMt0DBQEJtFavSZI+OjqwsbrV6XQ8y4s4+c9/8HvxnN516//0vb/ZaWwSL7K7TshoLBa7Njtz/uLFP/i//8sLP/qpJBqf+vRzb731ry98/18G+gozMxd7+kpz1284vv/DH/+k0ekcveue3Xv2rG1uWa5LRLyxuhYzzA/OnNk9MT49uTeZiP34xz9eXLyhSlIuUxgZGZkYG7vn2B2maVyZuZrNpBBngig6LsIChgxwEEoKFgQ4f2MFU3xgal8hle7L5CghLdtFkBbSScr8M2dPduyOZAiKqvhOFAYBBBhxsFPefvPVV67Ozlaqdd8LMcCFbPrxRx54+KH7f/rz7992+750rufDH35qau8uq9WEjISQfenLX3z39JnR0X2uR3eNDZ+/dv302Z//+bd+ePi2kXa7+vkvfEaW0eMP3SrgWCKX54x1LOfNk++9d/ZipW7dmF0u18nQqLFR3hgfLyQT6evLN/pKA0D0k2l9aLQH4aymieP7S/PnW8eOHWvWG6vblx5+7O5Go1qr1ZqWDTVQGk3n0tljh4/tHt+zvrppqvFmo7O1vvEX5/7848/+2vz167v3TIcRA4xqqnp9fk4QpHw296WvfAUjUK/Vh0r9g3t3b25uIgB7+/qTcTMMw3q9Xq/Xy5Vqo9UZHR6UMJJkJQjCweFh3Yy9+uqrG1vbvutCCAYG+peXl68tL6ws3chns8eP3z8+Pr62vrlRrveVSjvVWhAxRTcxFl9//ZXpySnfd13XJSRyLEtV5UI+7wXk9TffXp2/0ti6ft9dR5euzIiiksvkBJvGZUXpj9d3WmHEC9keISu2Gs2f/OjHuqE+8siDQ0NDmUzO832sRktr1+yg63qursWT8R7qKSI0EJBFI/B9SxYV2/E5g/WWK6sOQpiQSBRFSiJRVG9qCGUkJpNxSmkYhpxDLMgc4JBwPZYr9Y37odjpOmvrG4EX3XYblwQZiYKpm5QQz/M6rbYkYMYIREBAfHlh4Ve/+uVttx189Vevfvazn61R+u47p/7iW9/aOzn5uc99/p577pYkSZald86cnJu9Ho/HO51WqxP70z/55uzs7HPPPReL6ZZliYKAoKwoCkfog/MXEsm0KCuyLEuSsra2HgakmI4TQnTdrFbrg4NjNxauiZLck8upajg9PJkSd44euScMwiiiApZ830cQQUHCGDMKCacC11RFWl65euLESTeIJMksFPuRiFV5GIhRf5/kOuFOufHZT/1GpbLjWrUgCMfHRhOJOATYMIxUIr28vCzL0tTkdDqbSSRjvu8HQeD7fq1RC7zQalubm5u1+s7a2ma73W626oQQQRAiQgAEqqoihLLZbCaT2b179wP3H//yl38DQiHwI90wfv93fy8ej9dqtWazWW3Um83mR596ShAEz3FjhikgkROCIRAg5JQwEhFCXEpjsZihqgnTlAQYhl6plJckJZUwWvVKo1bNZyYxZIYma4Ya0CjyyGBfQYJsqD+X781wIUhnsk6z15R2xwsHPD9s1FtmTI/F1TB0BZm5fpcFTJJEN/B9wuqt7urGVrFUSumpXC7d8q0LZ87zdZcefQRiRRRwXE+dfOu9kam9EY/5oQGZyUUj5L7AQgBvUjIJABRwSjnngELIIACUUxKZgCPIWQRCATLKvUZzm9MocCPOkCgpWFKBIF2du371+nJAKBLkrhsJsuJ42/cef6C2dxdCKB5PLCwtZnO5XC67uLjY11cIA5IwVEX2NUWQVDKUyyTjooB9294JgUupVSol8znTDwIAxN5C/n/9z7O2Y91EjPUPDiGEHnzoaHnbln0xDALGmCCrIgSccwh5ZFmuQ5PJAmeMMSYIQr4vBgAIwzBhphACURQZohj5FoEiEyQ7golCqRsC0zQSuZIoIkEQKHECShDmQBRtNzBF89b993/3e98qloTt9c3yavOOw/vNuE5oRKPINCCGOAyphEUIZRFLXkREUSSEZDIZzrkgCAAAz/Ns26aUihFJmkaHkNLortqWs36leW1+sWgk41C++/Yj7U9aq1srqVSq3Wopsrazs6OqaiqV7nZtx3F1zWzstPZke1u+JYlKGAQx3cxmEu1WTQDy7slpx/dPn3w9k81EUfTKK69ks9knn3zyRz/6UTKZxBgjFBkxrdg3MDs3OzKUH+idKpdnd+qbhw7uGyoN/PwXb1muJSdMPwxFSQ0JABgxCpEodroRRlK3G8mKSgh0bd9yfNe243HDa7hYYEacbldWOYcJM+Z22xOjQ4lEdmN7Y3SkV4znFlbW9h46Wq42TFO/ePFGb2/Ptdnzum709/eOjBaXll1N06o79Z3aVr5gjoyOcVpV5UQ8nvGDKJ3K1KsbSzcqyWQulZJcb63ealrdYG1rVdM1SpkiylFI+/v6ScAFiEUJhlG3r5RzaRUjsdXxDN0QoMYiVKk3JEGIxXVBEASEoCCIiANK2U3OLwQIQED5TZ8xbjhusLbSxdiVlO2dOmBcQKJt2aX+0k69FoVhMp/XTSOKIgGgVDInI4QkYWhsVB4ZkghJmWiwf2BkaMAwtAtXzp0791bLbXk4BKo8tnuooCZH90ybadmNIgnk8+Zw2LUwVBOaCh1LiAmcUEnFiVRBkUTPdWgYSAqyrS6CSJRVjmBfb+Gmn9ayLMC5Y7Uty+KcM8awqAAsqqrCIZIlkVLKIfBcF2IBIUEUxXQyDSHK5vJ9fSVF1TVdRwgDBNzAx5LMAUMIM8YA5LKmEkIpZSFhgBCIEOOccqDpBkK4Vq0iCBAAhFIB45u9S/F4XFbk8k6NEkIok0TRdd1ut8s5uHbtGoBYN2K7duU0VUaQ1+t11/Vs20aCFASBIEpJPb6zU+t0HCRLjIPJPfs53/D9nUQyc+exHklTKtXNcrU2ODg4MjrWbrdESUirMc920um0qZvd2aqu5u/cd0sxFu+JxbOxeLdtcYA4pttraz9dOaVKhgiMM+/PpTMjqpXP9oz3lCYVLd3lAcNMcmMYYERDRRYYjgK3e/XKxUuXPrh8+Ryj4YHde3/nt3+rv1RstRtWx5IFUZIUAGUgSAHnSAIMoN7igW7bXVrzrHY9FcflVqtVaySMTO9u6d6+XDo5umd368ypzWszN3btPrC0vNZstjSN3Dp17FNPP2s7jf7eof7SYMA6m1tb731wcml50fYC12IYmliJGJI6XrSyUT55+szxBx6uVRunTr0HIfnUs08/8uj9zVbz+9//fiKbccIAADB7/frc4pIoq5ZliZI0MDgEKCUk2jM2Vt7avHLugmV3pm+ZFgDaf2CfIkDHcWvV8qUrF1782U8IpYIoGKaZzebuOHwomUimTX7L9LCAI1VXmTyYelPy3erO5pwGwqk9U6V8mjFy6dSblEfdqCvEpJDyCFECKA1B6DmUE4T1s6dPYQmND/dO7p28844jE+PjcUMLw+Arv/lVBqAX0IjQRssSkMABn1u4Pr+yme7tjQTgMH+nbSezY9evXhGo9q8vt0r9hX/4p6uNdkWUUH9GjyXAkbsO6DH52NHpI3celbXc+mZrdaO8vL525dzVTrczOztrtewtd6PV6ar98oXTVxCCqqpijGWDz954P5ct3n74wOz8XKfTyebjxx7Ye+zY7ZZjc0tqVZ3zrauO5b138sVmo/PY4096Lmg33D/6wz/N9eSf+uhT2+VyFNJ4PC5AnoibjIaAwKNHDq+vrZ0+c0ZAqFIuX7p46c47joyODhuGkclmKzs7hBDbcTRFghDLqrq5XV5dOzM7M3vbbbdNTU3Nzs64jjM5MQJ3jz/8wHHXDTQjtrC8Gk9m5DiqNCwkmYD7lLLteuXixYsH9h/YWNgUBMH3/SefeHx7e5MSUm3U6vWtY3fd8tKPL2cKMuWZ0++f77hNzoGWUHcW1wGQiY8HeybiRgoz3GlXPvVrHxWkyIz5EalIovQ33/6rmfkrFEQU8GQyXeobGuwdNbSkKhuCz2VZJ0RFUFWVpKLpWBIZJUiAiiL5fkiogzDEiAehU6lZIsYClhRFQ1CAACMsOh27WvMCYiMs7tu3H3E0c20+IlSUJU3XNFUDgB86dBuEwHccCHkE+eDQQCaTaTabuVy20WicX1n77nf+6bY77vjc5z5v29bS6lpPIU9I2N/fv729vb29/f6ZMxgL65urx+6+0wuckPiSIgEA3nzrpKKqk9PTEeGUQ7drFQpG17Ia9SZCqI6JqZsQglq1omnKrvGxbEonQevu22/TmVCI55PxTOATSRQDz8cYAoAhBJRQziFGSNPhxYunWvb2wEBfoWfgBz/8ZRTpRjw9vmtkdXNxfGz43AcXBgeHIYAsIrVaNYq8M2e2Hn7oIc91aERe/uWrg0ODhUIhlkgCiKrVOmUMIdjpdnXNiJtSMpHZtWevpqmEEFEUPM/jnEckjMKQcx6GzHFcAIBt2z3FomX5jz32kXq1ksuk+3oHX3vttWQy6ThOvlBQVfVm/pUQ4gfBrt27GWXr6xuJeKzYU5iemrRtGyHEGGOMmaZJKfUDT9OU6elJLAjpTKKys/HWm28v3JhTZHzo1gOeHwAYBpEnYXjyxGvHjg/FUrYb1iK3xYgiaV0DE0WGZiGjGwlKOaERZUbnl8YAACAASURBVD5kvqRonCLD7E2msuXKzL69+ymnOpYrG1tYF/ZP7xFyYRh2A5R1SaDrxoMP3NcMbT0Ga82mLMYJxRxCCXoAQEKIiDHCkFLOKYAQCVgCjEMEOcUCwggCQnwGPDPGxnb1QSLETJ1z2HYCBkVBNhgUvYCIshIxACAKI8IB6BscHh4fhwB4njs8scfznCtXLpMofPLRhwWMNQloiigK4Nt/99cIYd+PTp0+vWf3xMBAvx+Q0eFhSUCmlgQAKJKkyTILAzNm1mr1RqX82BNPqoLY6VY5gxEhkiRBjDgDlDFCOAcKRNz1KRaQKKqUgpvcZVE1OedQxAhTgJEuyYrJOYCUstLIHs45I5GoxiAACHBKNRHwiIQYC5KCOaVJszBSmro+9/74+FBnu/XSi6d7irmRkT7d1JgT+SxQZIUyDjn0Qz/wCcYRY8wtb0EI0+k0Y1QQBBPHRUkU5QhypjB9cw4tzJEr75RJXTGx+tijH+KUPnD/XT/6aXN9bS0WS2xtlwVRLPb2u657/tz5paUlCNHo8DAkRBY4h7ZhgDvv3P2TF380O78YTxU7btBTGl5dXQ3DcGhoaGJi4tChQ2+//XYqlbqpL0UIWX5bl9Wh0QkB0Jd+/urBA8OfffZLZ86eyJjac598eG7++ooVbqyXFVWklFFANF2WJNZsV4cG+tvtdhgKMTNOSaCpGqecEAYEIZ6Md7pdiFEilu60bE7g6mq526yX+jL2wuZCtbO0sTU4OtF0qNdcn5qetO329L4xSRIL+eLVq7OGnjl35ka91hgc6qW+Ynd5Op2Om8L7pxcEQWi3gtHR0U6nvbq6srIaUBYaCb1S2ZkY391TLDqu22506tVmFMKDt94e05Kt+iYNfShTCJDvEs9iVrMhCViEmiRzEgVB4AMABM4AJYwDQMnNAwsYpBAKDAEOEMQIKaqoG7qshBFVVY2E/sbORjwe397eDqNwIJ1SABR13UKSEAGVCL7veCoSY8rukdLDB6d6UzHAGEZi17aG7j/y0H23fTB/Wc7EbRhWWnVFSnOCBYlC5p49e2LvkNZTmJy9snr30YOUxzwe+BH90Q9fREjcNT7hUN8NLFWVYkaWU0gJ4L590zUPAFcUORaLhWHY11t0XRdC6Phh13EdxwqjSBAFAJAoyZqhZ7P5TCYXi8dDGrXbHVGW+0qlICKcwZvGBBkjWVODiIgixBgzxhkhhPBWq9nTa0aUUgIQwhxARVZEUQIAuK6r6mZAWBgQEgVIVjRNEwURANButyVZmZuZjzwnn88rirpv375O10aCxGhEKBEQMM1YuVze3Nzs6x8KgkBWNBFLpd5+23ZFjhVFgkxcmFksV1YoBz296uDY0I3FuUOHj3idABCeT6cIDaLQ2zs+vLy4KnGQNQu+Zf/y5RO3Tk4Jt0y13boqaxFhEAAfSqOJsXq7kcjHPvzsA80gunL9ytzs1dT6hWJ8eCA7ljbzsSQCMAw77ubK1htvvPovP/9FvVZ74onHv/N3f63raru62mo1O522psAogJ5HCaeEAoRFznkY+BAK3Y46MvTkkcPPtjsL61sf3CjPX766FPkNRpERqzj2QuiVVtdWJDH1hc8/f+KNk++8866mqiJEt+6/pX8gV6nUra7TbpSRRK1mfe/YXoGZyVhGldM9AyJjrNb0VC39j9/5ga7/4vOf/VwiHr/llmOGrgMk5ouZ3/3933Vd5++//Q+zs7Pf+9737r7rnubmxtDQ8Df/+3+fvTL7wQfv/+xnP5ufn0eMxJPJPXt2S4L03Gc/37U6uooFSYkoOwAhA8gNgpCBdscyDNOHSqUbVluLC+XT+/cNJ+IGASjVA7c2qsur789ceZsGjytiktBobvYsYTSZjfUND5UrjdnL8zgSQIhS8UQ2l4YIdqzW3j37nv3kM5OTe5rNZuC3G0GXMba+Vl/f3PJC2rZsx7YefvD+dDqRyZY++/nn//Yf/nFrY0fgoq0EkIqf+fxvHbvznh/+6Mcrq6s1T2l6YuSEkR/uyw196at/+ehj48nkGQS057/478Nmd1ex9/7Dt2qf/ncAAhI47509dfbiuatzs8MjYy+++LOFxXJPIUUI5amuG+9srZTT8f65K1t+EJpG8vCRffGkXm2vZdX+mdlrr73yanmzAzkYHRn+za88/3d//x1F1R548KFjdx3739/6XxsbG/fec7yyU4mbibm5uWa9duSOO4LAoRHp6+trNZs9PcXhoWHAue8FEHEvCDY3N3t6emZmrhVymYHB4a7tAIjvvff45OR0o1GfnZ1dXFh8r1J+6vH7E8m0Y0WyYgIO+/oH6y2LQwCxDDDmIGCMBr6HINre2nJsK5fLfeELX5QlYXVlWcBIkZiusb5SbGx3Vk9F+8fGx26f2Ky0Xn397erWddxtJuMZFskHnt7/2isnxsYGL7XWv/eDvysNJO+4c1+91r73nofvvuv2/fv3bG5tbW1vVSrl+Svnrl99H2Og66oay+RyJTOe9xzYWxpvtyzCnN7eou95IaGMM4iQJMkQYd+PFFFBCJOIBUHIWSQIksd8zqTx0emQ8ZC4JAojn7RbNsY4JFGlsh1FkSiKU9N7Oedvv/0W5ywWi6XSqa997WuMMUM3643GD37wQjKf/+Tnnms7zsb61sUrV1KpZDIer7cq2Ww2k81nsvkoivYfOHAz1meMccAFQbjvvvu7joMwpgAlU2nTjLdarcAPAORzM9c4IIauep6lqnh5YV2WIaMQY/bsxz72sxd+cOTWozyCIhJIRDlnlFIIMcYYQgwARxAiwSkNJJ3F9V//9U99/Rv/zXKaKdq3/8CBlbW1uZmVvbsPnjjx1jOf+GSz3pBldXh4ZGJ82A+c0A8wxpRSQZL27T9Qr9fbnaYsyxBCjKHrerKs+r7bsFpvvvn23XffPTE+4bpeFIWapjLGrK4tyzKlDABkmjEAkBlLlMuV7e3K2ydPPXD/vblMptDbJwAAsOCFUavT3djYGBgcrNfrnudlsq5t241GXddUhMDi4o2dnfLo6Kjv+7lcrl6vK4oURRFAUJbl6X233BTvlcvlUn/fN77+f/meb3Us348cp13d2WBUWlmbe+3V1557/okeI53vSc/NdrqNnSKsa5piWySyqWlkoKj5AYWKLgiKiOIs4CvXbzDShdwt9fV7NSuTSGzVtxHmU72jiXiM80iRBYpJ5Nenp4dkUyqXt4MQM6BABjuBL4kKFkUqyAzggHIABAhEwkWMRc4gph2IgG13DQOHUSeXNz7+iYepL5cK08lEstpqNzuWZsYYh4qoMg5kWQrDEACIEQ4Is30PACZiiAQkSgrkRMaIhj4DHLHAkBKSokCGMRINVYVcvPPw3bKiUQDane7Fs1dFQWSMiRh9+tnPyYro+36z2QxC0l/qF7jUqJX/959/SxCkVDqrqno8lhoZGb/zzqPtVhdyKCnCwvKNMIwmxnc7fqAoit3tcghv6tBM0wx9G0syBNgPPEKCm2QAVRIFAYWeK8l5z3NUVQhDH0POUfjUh55ExHFb1dZWo6e3qEu9ebNPCo2xwtjwyGDou5RQz/MFgBHCAhJvVrBvYqAQQpRSx3G2trZSaqrWWO963bsf+IQRH4+67+x55jEN4drmara/yDAHCBy/9+6//Ou/3bNnanV148Rbb+/ZM9nb25vJ9cSTmSAIauUNTj3DFGVF4tytlK+MDpumPtjsMl3j6aR+7713R1Eky4osyy+//PLq6up9993HObe6djym28QKo1ASxLdOnpq/sfnoIw8tXa/vGTu4sTkTM1F9e8kWmecK7U57cLRPVqRYXAvDgBJi6qKqmcs3ms16OxFPqZqcTiU3NzdGRkbD0IslDMbITq3danVK+bQIqaTpudJwhGjVdc3i0OJ2fafeEAm4eOHkxMRws13uH+h5//0z66udbCqw2xxzvbpl00CYn7nYbHZ1PSbLShgFghSFUZtjH6t2T7Zw9713Xb56eXl1xfbshcVlVTUxVKoV27HEuWs30scOp+LJXRPjMwtvy4qyul21uxhypbazms3E5XhClQ1JQoyBf+ujRRByiADGHANCGYUAIERu9vqERIyYy/3Fja1G20rHc6OjQ6EftTsdTnl5ZSPbm2cIsjAKXGpxC8uob6h/fKynmJQR7PIgAoRRAhKCzByHcn6gNLrRqXdbXdB1560alsPG3EYiG5uY2CNyqOtCZWfNdW0/cLGBzKSe7y1srG0fuO1WxumJN14BklCuNQZLo64bcBZ5vm8YZhSGUJSgKGOAfEKxrCEEJYBTiiZIImEUQRwRKmtasbc/EU8BiARR9HynWq8zACzHRVgIwghhDDGKGBdk5WYBC6GbM7w8DMPlpaVCoShgiTP6/8OrBd/3AWONWi0rSEFERVEWBZVEhHhus9VUVXVjYwMLYqFQEBFfXlpijLXbbSxIURRxRgFgHKJ4PF6v19fWNwaGRhHClFIkYNtzUdfuT+d9x+1J5L7w8U/Pzb5erW8BrBKH7B/dW13agoI4ODggIG7EUtfnZ5bbN3rzfdRlxZ6ewv58NptqNmqXy1uE0eXllc3tnd279+R7irvSo7ft2s+kIBAdD3vFXKll0XffPGeF3R23Q2PFFG04fufFn/7g1Tdfc/0wky2OjwxcvXzpS88/31fq7R3EA/398ZgRj8WRrEjdMIgCx21iKiERY0BIGHiMe14QMB+J+k9+eTmTNx7/2O+Jorm1WUPOlXK5cf7C6viuW9LpIUWTv/yV57/wxc8kYwYExLadhfkVzoAs4TDo7GytTI1mJyb2xczC+++vOvZ24KsHDuzHhBDX/39+9w8A5JlsutTXe/7i2TBwJ6dv61ig02nduH49lUhcu3L5icces23bcbqDA6X3Tr5V3anfuHE9n88Ve/KlUqmnUNA07caN6xtbW6Io+gEUZfbq66899OhjUMRI1rNmPJVFCIuMMYQEyydnzvzqrXNtTRUYxbIUS/Ul7zw8ZcrJfDJrSJl6o/Zb//H5hx4/GnHetNzF5Y29o7t1QW9XO61mM5vL7Nu///CRI+lMKgj8VqvNGRUlWdMMEUuSlFH05Mz8YjyuzF+7/id//Kd3Hzt68OCB+44ef+Deh6tbLVXUbjs8vbq+cuHSuWxfTM8oA8pAT7HvyrWZCxfO901PvHN26dYjdwYULS05rWrt1sm1kcEJHIj1VR/CRULDjt3OJIxnPv6hzyofpix84sHpq9cutZv1SxcvL9YLzVrZsezqwiz2QUqNT/TvuXDq8uIN0UxIDfusYzuJgoHVwLH8brT52EfvyWRLUJW5CP7LN79ZLPR8/guP5vJ5x3HCIOwtlTrtdjIeo5xjSWw1m/FYrMs7hBBVlqenJ33f397enpqaQgh5zkAmk4IISbICILp87Vqz0Zjcszum6eNjY1EYQBZSiAvFPkJh1/YqlSoFSFE1TommyF3PoYg7dgdDtrqytH/fvs999tPNZrNc3uIcMgoECCqVTQjHvLBR7E+sVba3m17L5jCu7Zs6uEvTU4ns4MBYPttTnE+/feply96JRXhlx5pbvYChsFnZfPyxj+ZTPWHAOeFdq9NslTe2FuutrWZ7p9MWbsxc2668Y8TS/ruvtzvtg7ceTMZTh28/mskM+y6hFERRgBCWkMgZ5ADKsipgyhiTJTngHue41WjHM2lR0jBSAEXFQolQ6hMXoSKlLAxDSZIIIYxRTgghJAyiHbsKIaAc/Or1N3bfsu/4/Q+cOXdeUTTfc7PFPkPTqrWdWsMy41m/202lkgwwwiDkEEsKCQKIxZAyx7IMM962uq4brK5tTk7GRVGMgnBtaVkUcCyVSsV1AfHQbwd+vVKtBiT1jf/0Hyhih+44nO0ZDnwKEUAYUBaFIZFllTEOAKeUAsABDxEmiiIkU7GZ2ctHjt07ODQlSEwUcSZTqOw0GMDDI+NhQBaWFuxu23bt3mIeAoixABEa3TX+2ptvyJIchuHE+CjjnIbkJlkyFkt0LafUXyIkeu/Uu5OTkxACXddHRkZOnTr90EMPl0q9VsdZ29j44Ox5z/NdP8jlc4NDwydOvLX/1v3tdhOFkeO6six7vh+RaH1rC2NMGXN8P5VKrW9tZzMZJGw9+ZGPcs5ty4IImYbR6ljJTC6XzZbLTQZYp+tul7cLhUKu0Nvtui+88OP5uesQAF2Nx5NqOqOXioOpVO7UB5U/+R//kMyoelzo692NWM/cwkVTNxNG4aHjTzntjoCEtr3c7VYTyXwIYwqrPXnsWNwATtBZX91mFtre2qQGRqa4uLDWwzN3HhwDjGEeFRKaDgIQ1G6f6sE4v1NvAYFDKb61tc0ogEgKAirLMkISYziKOCWIMa4wGoQcwpAyEQvg/Xc+gEABkXrX0Vy9Wet03U6nwyjXDINBRCiXFZUyyiijlLhBoCpSFIWSKNAojEJPxND3bM6CVDLBGPPdyNSxLGmCIPl+pAi65xHPsxmAHGBNSxBCZBFFYcA5cuxQEKRUMg8Rsmz/zJkLPIpGhwbHJ3Y1mu2Q0G6nAwAxTR0BgCBiPHzztVdc17394MFE3Ox2rcvX58rbZVmRD91xuFar5Azl5794SRDFxz/8FCAMAs4ovXztkiJiRZEFqSMIImcgHo95kYtg+PXf/tpzn/k4eeLJf/r237/31uUwir72H4999fn/o1avQMaAxiHA3AAIYMYBQt7NKBZCyDkQBMHz/IFiAoQzMzMzGzseFHW7pfXmU7cemHr3nXcbYeADi2r03JVzwyMjPYX8b/z6F1/44Y8BALfddrsfkq3tnanpaRLRbFYdGugL/K7juBQJg70ZUwPJgXxvOuZTCSip0x+8dv3G+sTERDwe5xwePnz4uec+e+LE267jiaLYbrexjCiKvCh65LHHDh++o1Jvmprg+u7I8D7X3R6fmO4sz4bZWDKp+l6DMBgSTAgt9hR9v9vtWu12FwDgSV0MhZ1KWVUUx7ELhVy5ukFAkMma6ZQaOpZtdQmzKyd34tl83/BgtbIDIfZsG8J8JjVe3uoiQTW0TG9RS5hgdWGHszCIbFGWXFdSxKQiirKgS3KQyiqE4YigaoWFgWma5vLSoiLLvb1Fxw8xViRJV8T4+FhpsDQ2PXwLRtiyrWvXrwYwFEQsYB0LKHAopcCyHSCn2q4TBBYhXIAYQVFilBFOKWMc4wgjCiDFiHAGBcEwY5lCcalWHRoZETYr5fVK0ozrqnoT5pfSlSAK1iplTkBMjMtqWOjrvbA0Y8GtfZ949L1zHxhA3L97OiaqlFPqhlgQMpoGlNjIrmLI6cuLV6/MXLNdaXW5/omn9w6XDlLXEGRs+04ylbWcBgxoKVu8cuYa8xlHvLenjzEaBfzw4WO+F1W2lr/97W/v27cvk04DABBCpqa3Wq1/GwITGBYERVXNWCxivNFsQUHWY0msaoRwjkWMfVGQCGOEEFVWWRhCBChnPKSyoiSSaUmSZEnyfb/dbkuSuFOtkygSOEYQcM7DiBoKTqVSgeesr6+VBocIDbvdbqNeszpdENnpdNr1w6GhoXgi6dodHgWKonS6XUIIB4hQDjiDkFEI4vG4qqqb2xVCCMICIYQLiIu461qCIEQucTrtW8bG75osWN3GwuLa1RvX61Y9CZSF6xus4ceSqiTA4Vypv1jaNT41WBqubq1cunZlZX3uzNVLeibZPz7SSmIzP7Acdd6/tvRq3Z7evSchGaV0ob9QOpTZ2xH81P68S7ikiNmc0F24FEuaX/nCUz05+Yc/eVnGCHJm6prrWf/6y5/H+0k+l418f7A48KUvflnVjG7Tc72Q+AQRSCDjEpYhZsDt2pCxIG5mzp661FuYuvXASH+hWFuX7ryzZ9dk471Tpx597CMS1hkJw8jd3KpqmhgGPKKIhh7n1HPWLnzwoiJ4c+dfnLrl/n177v3/eHrvP02vs07zxCc/bw6Vc+iq7uqszpJa2bJkWbZMsvGAjW0wZlhmBz4ssB/YmWVZPGRmSTsEgwO2sS05yLKVc6vVuau7OlR15XpzfnI45+wPzewfce7zPfe57+vStAEjQepb17eXr6T19NzUuJFINjtWu2NdvnR9cfGy66O9+w5vbW5iAD3XXbuz0m42ZFm5fePm4C985tTxYytra8ePH0smk91ud3Nzs1KphGF48PA9nU4HAMQhZkAsHDgqkAIhkSVFAByHDKEIYypRCiRdyySoFAAQJ4wEi/BOZ+ufn/1n7pPYRjwKT504ed+xU088fr+pp1Q16UeYc1KrtjTZ9KMAYeJ5oWVZnY4lyRQjeXJiNpsvLC3dWl7dPnzPPROzs4ppel545MBeEQZvv/bq1//xHx559LFMvsgFn5wb6tmlkfFMYej+O2vb+/bPnTx2cnJ8tNlw/ui//cnff+nP4ih47JHTv/07X0ybSQpps95u1bsAKK7LjRT6y7/9h+df+H5hIEtonMmohw5Px2Hr2NH54YHU/fc9MTj4051O69+++a/b21sTE1NPfvipkfGxT3zqZ5vbpcqGP7F3NwHR3qODIu7PpnJxjEdH5qiUr9a7haGJz/3yPUPDg41G0/N8ohgx8CGJkzlCCFEkGgTe7pm5uw1XQsjWxlqn0xoYGIiiSABwe3m5Ua9mMqnp6RkvjFXdWFvb6OvrL5d24iikTZjLpgPGZEC9CGzvlCRJpkSRMe41m4vXrh4+fOjNV19UVfnUqXt/49f/19XVtU9/6lNL15cA4FHIBIBBHHsuHyiOAA55FFd3dqyOc/LgaaINDPWtHDp874RJy+Xy+PjY3/7NX5058+bEVH8kiYcevz9gfq1WuXDhCpUWBQCf/KlPSchw/VAl5nDRnB7fzVFEJBT6wPW8W6srdzZWX3v3ZUHCRufW+kZw7fqlz3/uP+WSgzJRCKZxzBAiCCHBheCcSBQiEEUhAvH5c2ebHRYLURhI+r6lyqaiUNuJVFWiEkEQO453d24PQkgp1WQljmNFUV577bVMIf/URz6aSKQ1zaSqCQA4e/bs29/7wS9+7rN+FL7x9rmY0XQm2TeYNJLUti3L9QlFWFIsL4AQakbS9YOLl65ChLu23evZlKB6o3bnzrKuKLV67Z6DCwTGXmj/1E8/qZjoxvL1ttv4y7/777Ign/zZcVlWwsgFEEAIVU3+dyW4EAAIQnAqlb52/XoxP/T8D14MQzg9My4A7+/PrW9UHnro8dffevOppz+GZQ1w33KD1c1tjqCZSmYyGU3WCaHVVvPq4mIcx+fef//DT33o1KlTGMJsNmvbtkyl/v7+2bldZ86cKZdLnucuLCz0evbVq9cwJi+//Eoikei2my/8+Mfzu/cmEqm+vmK7252cmX78Q4+PjAxzHidl7W4n2PO8ZrMpyZLjuq7r3rx58+ri9Wq12rOcM2fPCSFc1w2CACGkKApCqH9opNpo/dEf/9mx40eLxQJAoFbvBKEYGp7AAGWzxU6702hZ3/vh90LWvu/Ug/l84f0La5gCKoN0kZw8ZXZbVSRtFLP5sb6x4YGPW0qPIO/mtTdef+f5gYFhw+wHEUwmFOgzVbAPHjytkgTVlSayYUq2NhtZrkMKDFk3EEigJdCOlYQUsdCPdgYNud2tWVZckAXCFKE41FgUOVSSqKwyLuKYEULtHgpCS1dVx/YFU3UtJ0LNduL3z14Y6B+emz3IgpAQdPbMO++ePdc/OJRMJpPJZMI05ufmdAlTiiOEGIsgiIlMJYIWL910PUdX1WeeeQYLUSrtvPLyl59++qPF4gAmUNfMmIGubRNKY8YQRZxzIlMv8DjnEiBRzCFGCCOAIQvZyq0VwMHA8Ggul2DxTjptxKEdx46p6ZZltRvlmeld0xPDEKGtrZ3I7REYj4+MKVhs1kpmbJx7/cXB0fH5yV9bvHZdluVqrfzc17/iNmsAQSAwQIqS7P/ffvO3NUkLo+AH3/vO/Sf3JxPJP/rjP9vaKHV7PQzRnZVSwtQDz7/LMrqLgWKxYDBGCAsBIAQQQscLhACtjjM2OTc5vQdTg0ga4z4IvL27hp3e5O2VtVQ+JZvmlTdeb9Wrjz3y5OjwwIMPPvDjl14tDmgAYCJJvZ5FKXWDIAw9TZUjiB2Xb2501KFkiuK8pscC2cyfGUotr2yfOXPmxIkTqVRqfX19ZGREkZVqpcYYazabC/MLfuBRCauGvLZpK2qy2ummDcOLM7vmZwaHK3I2/857Z1bWlqmCIRCh7+u65rthtdxMmdnx8VS72QCAyYrcbDmKQh3L3ggdJvzJ2YlOr5pNayk1ryu00+5slqubOxt3tldtC2ABskk5lmCj3k4mjb6BxNLS7ZHh0UKu4HaBJGE9jh//4EPLtzfOnb0Rhahk1TWTuFEkK1QIjcVkZ8uqlyzDBFjC2WJa1Y1yrZZKimSC5rPJ0bFhSVEY56128876ndwgEgBFHPgha3WtiMetXteJiSJLMQshhPgzn/zY+defY0IwAThEMQAcI6TIMYQxxlrSSBSKbhypqVSj22UcsIiBmPu+HwZBs9ViIAoEkxLG8MiYmUhXO61AhlW/irSgZ5ViDC6tb6/WajGRZFWnkkSphBFQZSojKGNYDrnrAASylTIkYPDiheXBgYkbt2+bqYSeTCDOSCyYD+7cuDM3NZfQ9dB1S1vbPBKjgxMSVpSEdvXa9dm5+UP3HElnchcuXFrb3Nq9sFcABBFJZ3O5vmI2X0jn8oTKnZ7l+L6ZyhBJZQIyACXMa41GFMVUVmRFhRAKiO+6JjAhKgGMsbsPssAPDd2o1epjo+OIIAQRFwJjIhPU63V2trf8IIAQlSo1P/B1TSsWi9MToz3L9oNQ1U2MMQSCYtRut9qtdhBF+WJfFMUQQQQBZwxj1Gw2K9Xa+PgE5wAhFIa9lfX1kAvBQGVjPWjvCKuclKKMpg1k+/bM7dozP9+fG0gb6aHCwKG9+4/uP3Rwz/6sll2/ufn+G+ffXnvz+vattrDzk/3AvgqgXgAAIABJREFUJB4IvcihFPHALaTMWE9uVjt+rIRRwnPM0E/dvFaJbVpQc5P54SzREhLLpI1MOrmw7+CTH3qmv3/s6uKNRqu+U9n0fEsp6OPjk4yBra2SoaVmp+YBwwTJEpEBA4xLcaTEEeCM85j32r2cmZ8emRktDJmSIrPIzI62uj3LayytXO1YTUmRAYcESwBAEQsiSZKMsjklm+Ury68MFJ2D+5Mz00Y+j//tW//ww+f/pbJT+v53v2Ua6tbmlq4nW2334sWrr776dqttG2b2wMEDS4vX/uiLX3z2O99eWrz6qZ/7+QdOnx4eHDx+4vju+XlN02zft11bkqlhmrl8fnxiQjeMGzdveb5vJszhiTnL8foHR2RNo1QGAAEBEUSKJAMmBOM+cWrN2xzZREaxQAyhRrddrvUaDcsLRdd3S+U7Vy6cW7xwqVdrwlj4tlev1n3f7/a6QRR0rS7CJJstqJqRzRVz+b6tncq1azcjhjQ95UZt1dAc185lki++8PxLz3+316pSwSQojh0+mMgqVtD+r7//X94/dwFjI2329ef6yhtbmEeXz74qvPrDH/jAU09++NGHnjCNnGW59WbFDjtACl1mCYmtV52vfPO7P/MfPj+3+5jl0stXVlmsVXe6rbr9zpsXeCQ/+/UXNCmOwspjj+45dHhQVlzL3jZ04nl+OpWs+67lOPVazXY91w9u3l7nUBsbX8hkp5OpEVU3IYSMCUXVMabJdJpIUiaTQRjrun63JGGMC/l8wtAGBwfvYpgJIQSjianxI/fck06nVlZWY8bXNzZv3rotUdprdwAQfYWCqsh6Oq9oetd2MZFlRWUxoxRfu3r51rUrk+Ojt2/feOSxR+fm5zhnm+ubEALfDxqNBqVEcMEY1/X0YH8BRNZD9x5RMIYR+s43Xli6tLF9u+HWou9892s9y/6Xr/zTytqNZreSLshEZjGMFF3XzXShkFnfXN7c2OBRPNQ/pCsGEhIQiueiODJ8V4VxhLE0MjI0MTMyPlPc2Lmhm1Iyae5sVZv13q7phcDjlMqyrDEmOBOyJN8thJomZzKpl1790Ysvvjk6OhsLbhhUN+Qf/uCFuxpkgNid1ZUo5pRSwRnGmFL675NzEIZhODc3J+kGJlTTzVyhLxaASLJlO8Mjw8lUcnpm+tiR+zAm77xzZnBw2PdDx3YwxoJDjEgcxRAgQtSebS8uXuMA9HoWRogSXC7tbK2tm6YRxvGe+dnZqZGUSYOwxZC/WV67cev61vbOT/zET8xOHQx9wFjctTqMxQghFvMoYgAAQrCmqc16fWVlbXRs6td/4zdHRkf6+geS6dzU1PxLL709PbWQyxdHJsaiiFGqJFOpufl5KkuyLOtGIoo5FxgRsWtubmJiYvfu3TMz04lEgmCEEAyDECEkSVKr3cKYSFTinN9tCji288Ybb7z22mtbW1sLC3P3njqVSqcTybTjueVKmQHuBV6lWkIY9VrdTqfrB4EAkEoywkTT9FQ6ky8U9h84eN/pB46fuvfe+0+7frCwb//Pf/oXjh4/cfT4iX0HDibTmVqjmcvkJ6emISRRFIVBWKlU11Y3Nza3280u4PiDTzy1trWm6mRweIxQlcqka9lU1t0gvHl7885KaWuntbpSWr1Vrm42Z8d2yTBuNZY5qw8OJJGIdUwMDjeWFpev3S6vN3ZWyhtr250o4Jis3tq8eelmo2ZdubjWqodZs1/FJhWqjpNJNSlDYEq4mBhMSaYKJZmjlCxnDNWgQiMMM1tGXn9WtUMfYieVlhRZUaXczWuVU8eeuHFj3fe9Unl9amK22+tCAc6dP3/lwvlypXpnZXlp8crO9ubhgwdVifA4wAj85Z/9ydL1xRNHjyiydPv2bdf1MtnMnoUFReIbm2t//Vf//eSpE8lUYmdnG2Dg+W4UhxABRACRMCICYUEkJKtY0WUqY1mlDMQ7le2+TPH06Qf27TswNT1VKBZ2zc4Yhua6dug7tt3lLJweH5ubm6UYKoqKIWi2mkvXFufn5nRdbTbqKvfffeuN/Qf2/eqvfLZarsoE1UrbF997h1Jk6HKEbUrR3Oz8o488ThCOY/eFH32302n8p1/7tcuXrj/xxJOHDx+YnByTJEIJkhUcxS5jPocBF4GAfgxlgAgTCCDCAeWARDHAkhoxEIQiCGLfse1WbbCQ4UE80D/abbN8fmx0cOjmlcuH984nUlnGRDqdubO2xQXAVIqZ0HQDYwIAVPVEBCimCV3LRHYAvQB4LuFcV5U4igxDG911z65du+5yk4QAKysra+vr3W7X933LsgYygxCABx+5/8btG41O2/N5Kj1gOX6303V9L4z5wf0L8/N7EaGdTrdQyBMqQ0BlYiCgVHaa3U43ioKhoUFVkaemJh3HtWyLC2Y7dhg5egInEkhwLwrsdDrZ19+XyWX7+wdmJobv2btrz/RkgNvF/oxh0npzZ8/uXYEfv/na+7eWygCJEyf3NZtlWcGEstHx/NBoLpvTFxYOjAzPVsqWKif6+4udupXP9yWSKVnRHNedndvlOnYUhd1O59333nGr3sTU6PBY1glrggaSqtZbdq1uWz1H0+nM7LieUPygMzKav//IkySC3JJjBkEkaBATy4VRSCgwTdOUZIlpis8Zs33uhVG7Z/e6pXJJNw3TNDkCuaGcG9tY8OnCEGKw59k0CP3Nan/SKEQpEmpdwFHKjLL4mnfzxtJ1zSULg3sLer9uJgIQbNa2X3j/6sp6yYlAy+22rnwfhsrM3MKeuaM7dyp7JqdCwJwAGGnTCjrl1nqmf3cqk6y/18zn847dTiQSMpZnJke3N26evveoSpWj95z48Us/mFuY9L2ROKLlRicEIObC40DWJVmSY98P7S5JmT4DGBMGJEnTgyi8tnjlwYcf5YAyJjCWYBwiEWM9RTiJHAtBLiAUQiAM293WcGrCDUPb8ULPcm07DHwjlZYkKZ8vjBhmELJYQACh40NFNRjfrpRvF7L3hD4EBOsJEzdrlUplcnIKgDjimAkIBE7IOiEqFqBWLqu6WW80/c7O+EBR0lOamdKNlCQPvr/+0oWLFymz+jPFiWRhIpPdXyieHtuFIbWCsOlZ33n2hxtWFSRkLiGqpNXhFJK4WkhVt9aDTsgjbGQKYQ9zps0XD43t6p8aGkhJxG81tlduzGTlTCalaort1Aw9V5aKDGn/+p2Xv/29H2xslsIo1rQEppIX0pAbtfPtN+5cXDi6d2Qkf2BuP7ID5Aearrl+oAtkABwjBJEQAFtWN46CYn+u0QZQAxWrLMvSeNbMZUZ/8Pyd/VNPJBLZYwunb926sXbn9uhon6opUcwgRH4Yy7pZHD22vExba7bvlaGozB8e2sVj5G+dvG/8xvIVLel9/auvtptJjMePHH14eHBAEO//+t3funXrzpF7Dn3wwVOaJo+PjezZswdAGMZxz3aioAMC13PDru0CSRaAESg0QxobHWo0WqqijI+P9no9y3EwxhhhTEEQ+lzwzdU1SpT+/mE5AipUkKxx7Dh+GyJ5cCAzNTCIAzkpZ7PGQH//4OjQpEyNhJZ17NDqCFnSYgZUTYsACAEvan3Nnc6NG7fK9eruQwt/8Td/MToy8plPffrqxUt3Fm827O7AxFDsOtRxprE+nszNTE9duHP7zRdfGt09lesr/sbnfzuMYNfqrNx6v93a3tpaewlI7bo7UBz7yCOPppMpq9frNXYQxABAjFSOYF8xp5ummbJ++ic/mk4kH3340V/+7Gf+j9//P3/08kuanrj2eovg7GtnFyUleOvadrGY/daLlx95cP/F8+8+/eH7c9nCx595cu/eE2ryaLlavbm8EkQRgui55747O7U7Kfd5XCKyTIiMIEvKOgDoLgKwX5UlCggWAMRRFHhunGWs0+kAAAI/Yv9u5oRCCCsQdq0nUZrM9GGEdDk6evBgs9kuV2rnz53/4JMfPnDwgOO7EDAZYQTZ0pULb7zy8ic+8XECAsdpX7r0/sEDeyZHBljsq5rCQGTb3dtLtxMJM2VokWCIYrux/vIL3/jczz0d9uLt2+6Z1244NWHk7dhZK/SRm212+cy5/mHj6OH9ZvZA1671ek1Nd3vNm8VicSibGLr3/lan+u0ffunW2rkj+08f2fNgUulHGAeBTSUY+pAQ7EecSNLZV99tlMrDk4NQJvsOjqcMxTQp4ibnjPMYYRELBjCjCo3jgPEIE9ppeqoqISn0WVxvOROp8bMXLkLBjt+7nyDyP/7fv85lcr/3u//l+ed/9KMf/lhVjHw+jyCYmZk8ceLE66+8RBXjwx/+EKEYIT+noUQqv/i+SxjPJpOZVIpKhu12n37moxBBTCUpTiAIgRAsjgCCRJIqO9sqlYJOM7Yw47HT1rooGCxmDu7fDRmXdWl+16wsS61ueXnlZhharYYbevi+06ep2teyLYIURGgqWWCMIQCd0KYYqjJVFEmVpbNvvbmzU+4E/jM/8xlV1YYHhiGkF88uLq+sP/OzwxvXlmIfYUShgEq6wGM2kCwCISLOORKQSkoSR3GUSBK1MAwhtAUXXAAOgKKEAkqQUF0uGvlC/wiGEAEkuCAS2LNv38TMhOvar71zfmHPHkmhACBJ1THRh4aHV9fuVKrrI2NTGIS9Xg8T5AW+AECSpE6nk0gkzp0/f+v27QdOnx4fG/M878C+hXK5VK+WZFkxDVOm9PKlKwpVPvbTPxWGYRRFjLFUKtVqtVLJJGMMIgQh9Fy32e7GEd3Z7rju5ur6HQ44AZAijUIS8ggTIgDq+fDslVuPP9bJ5YoIIBwxr9MCQMoPpiGQRsGeaPVqscVi0F5D1dLy1sWVW4dGdtG2b4+ISmU7ra3KYVTAms4JE8zKiivWct/BccnbmJna/dC9P+l3XcDdK4tvKgb1YwaCJJUHJbuwP9fxPAeCEBqxlFXO653KxkXmW1Oze1VTXV7daLXbhEpBGBJZQhRxISAk6Uw24DxwLFmmPGCW58qqXCjkO51mLm2YGpocycdeq6+vr12vZdKpQ/sPVGsNjJCMyPd+8Nyrr75KJGlyZvLTn/1MFES6qv/T//h7FgVUwpIqK7o5PDrJOMin8rqs+L4fs/juv4RggkhIQBiGIYcgV+zHEG5tbOxsblBCutXt6vrts69DRVMbjYZERbKYibi3tLQ0OzP6+ptvDQwP/Prv/l4Yci8MfMuN4iCVSrSs1SAIOIAPPvQhDMDv/8H/88QTj33/Rz/8169+LQ5R4PFENj0yOfDpz35CN2QskPAhBYosy1HoIsQIBpyxOOKqbCiSFoYhliDEchSzmAWb9Xoum8EgPn54/vLlpY2V5YGR0fTAaBz5mzsVI11Esh7Gku0xImkEyxBDSAUjCAoGAYygANnhNhJaMR/ysBZ4kMdR4BPCCCKqkfEZUqlGOZwZWmC+r0iUBV4II8jBi29cCjzYrEeE8HQ6lk2j3Kq1Vx3G42dfeDaTpumk9MjRk8lEEgLabHXzfcXF61eWIXKDOI7YrevL2Uxakw0VU4EI9NnM0EQqYRaLumLwTrvFBfe6LoJ+AhM9naCK1u50fapjqEexNzo6XCjmVteq62vrc3vmCwMdCPDZc9dNU6OUODbftsvdjiPL6sqtWhyzPQszo6PD7XZrZnyeSphIeHN7+8jUbMJMFRIoYeYvXVwaGB8YGRs1UglOovGpA9duBa7dTZmKyMeGDMIA9tpyJ2hHodS1ue16hGO9zXN3Oa1Ephldy2ZzGEHbbmfSkm5IME2zhb5StX5j9Vat2VUkKbA9IogmK4KLnJwMvEAwVm+1EZWhIRFVVrOakTEDHieJGE0neu1Wq+Jn1GK7J5dMY3TXEY6I67Z7ItqpvVVrWolMXkSdyPJ0Sa1ulU8ff/obl7+ZSBWqtYokUUq1RCJRqVTm5ububqQlEslarZZMJiGE09PTb7/9GgCAcTYw0O+6bq1Wy6TznCGMcRz4CBHOhYBCopItRBAEjDFJUrwwxBQWcnnfsTc3Nnzfl1QDABGFoYQgxohCeJcUY6pKKpF0XRdDWK/XOcCNdjdmXFfkqYkxguGlCxfDIAJACCE4YwJiQggLma7rGONup4MxgUgAwJPJpKqo5dJmGDAOMJVlFjOJkij067WSLMFy+Q6EGFFie97Mwl4G5TAmPGaCEy9Eyzc3poYyvtu7vLShafTwzPxc39BoMo/8KAPh55/5yZLduVnaWCtvn79+fbtaHpkZsxve1aU7iqwP50dCj90/f9/JfaeAtWl3enJ7y4/Zys0VXTc0PdnshdDHbcv/4Tuv/OjlM2cvXMMK6hsekRRZllUWRkEUeI4TAz6eTeYGik8cO/bAvfe67Z5ru0oy1faDEBIk06Se1pSEohDAoi/+wX997+3Xdk2Pjg/l4sg9eezQ3MF9tn2n1xX9Rdhs1+Iwkqj/xT/8vWw2+7FnPsoM1fNCSiQBIs6BqY0/eP98GPZu3bgceL1m2SmVdkaG6evvXlN1HAN8/P7DS9c6b7556Zu/9dz45Kjr267vp1PZA/t3f/bTn3Zsu9lsVSsNIVAQM8Z5NpdNphKhqHU7TTOpEIIhYLou64YWhtCy462tTVmmngsRgDFjtt25vXwznU5tbu6YRmpyfMLzgcQhYWR7uyGpuiTR2OZCwv25wfnJ/fNjB1LJVK/neW7otJwoYMlExnU9LMDLL//48u3blZ6zZ9fC3j2HBETfffF5izvf/rd/wxBgAE1VS2vJ7UZlq7Lzhc/98hvPfc+hierKWrSx/sbZM8XZ8R2v8wu//LmdrYoQUNHwTHFONw8UCjnTTIYB8/2wu7PR3q7cXYvBMoWU3lxePnzsqJFOQkyu3zg/M70rDAIB0Hvvv48wOXHy5OWrV7L5/NT4eBxFlBonT576169/1eoGf/LHz2oquHzxm6dOHT9y7KGeVZrZU168cfOP/uRPP/jkUw888MBHPvrTrWbbdVwsEQkzDDGCUAjB2L8LWn0eEl0VAubyGd9zNBXePXrJRJpQGsXs7tKG4wW+7/uu57oWByAIIz2ZYIxli/nHn3zivtMPqLpuWTahCAOMEYyD8PnvfVfR1Ha30263EQCPPPJIsb8YR1EqlTp3/lIykdre2m63m71eR1KkkfFR23UEMDtdJqlJz2sopnHw+FEYyzeWbg6ND19dWo6wVWvtcCwdOfmAkQaZXAqA5N0awiJQLjUQJnsO7IUKrm41v/b1b+U+M7V3V//dgU7GmKwqgnMgUBwAq80y+kh1y2616gPFmQNTC4acjgIeCwEBR0AgKAiCm+vrxb5cImlQjAcHc7fXCJUEY7DbawVhXyFf6HaaCFJZUuMwDoMoDEPTNMs7Jd1IlkolivEjDz98+/atv/mLv/jV3/ydtbU1JuJ6o9HpdFPJ/JkzZ6IorlRKhw4f0M3k9vYO5yKTze/dM88FZIxZvV6ptB0BUd7eoghtbq2vr6+rqrKwdw9jMSEEIiTLskqlialdnZZXcZuKYnzxD/4+k9IFRzJJQoyCsBMFQRzHdzmPcRwjAA3DYCwW8G6n1nv8safr7W6t5zshf+GFF1goFnbv+9u/+8OTpz9gWU1TlxkLwojruh55FqUUQwCEiHmMIWRRTImKserHYRQEiCCMJYywhCkQIo4igAmSFISEYBEhGHCoKJrC4kT/EEJAkrHfdTHGfuDath2HYaNRz2TS+Wz6kz/7k2vrK5EdUlmKORMACiFarfa775wBGI2OjmYymddfe905dGhqavLxxx77yle+Ut4p5fP5/mJ/029GYViv1yEEMzMzURRZlnX54kWE0NTUVCKRuAveQQhmsulet9ftdhgLwjAEKMYEcC4gBAAgIRhEIooDxgMmIkWhlCIIAYKQcRH5gWCR70dMCEIpj9Fo/4hskntO3HfjzFUsSa3tKo7ZTmVrbngEC6zKmhd7MXP8yAeQyQaMhK+bqmFmEPMab1q3L1zxY+FHicc+cBigYlKf7XWWu91NgZ10jizs3V0qs2Mn9n7kYz/T7rV31juvXTjXs61mvZ7LpSRZpRL1PE9TlZ2NdT/wJ6cnHcdJmuZA/4AkSa7jXrx4MZk0Fvbstm07jlm1WqWYFAqFcrkKeIygqNbKQsRRyGQJE4wYghSjleXlKPCiOOCCCS6eeOan+geGoGCKRBCQ/n/PM5UI5zHBmEFBZSoEF5zLEhWMq6pSKu3omjY4OBgEXmDqvmdNTU099vAjYRhCiGRZ5kIYusF1kCUSBhAhGIaeH/gQIVVWn3rqKQlj1+lduHBBTZg4le9Wu5Ai22Nn3ls0sq/+/Gd/IRTQTGsryxWq5aHOXKdHARoeST337ZcOHz4cWcJMpSuVxnR/IqOISrt27tL5n3jmw0EQy7I2Pz+/dOP63NwMQSCK4qtXru27x4xjzjnHGMdxxAVAAjDGOOCIQAAABkCRie041So/sDBnyMSxOlEYuo6dTErtnlPvOq7vYSJDiCVNJpQSmSgYBUGQSucEB/ML+xhjnU5LgLjQ3+d4DqUk6F6AIISYWo5DKK7XW54bQEkcOrJ/q7xKpVSpVD5x7HinYwmOAMQCwaP33HPs6MGx0cEocJvNuh+4jtPrdFvdbjuIAx7FftQjkEPuy1Lm+rVzqVSu3anVaht7980ghHs9u9X0VMVMJ41yaSObzc3PjxEi6ZpRLpe73S6C+LVX3+x0LATBgUP7DKyfOHUfgIhxODqR9l1eyBeKhZF7js7vlO6EwkJSBITUaNiSjOv1lmN7up6QFe7X3Va7BiOHQEzimMh0QDcVgWJMgaoppiEnUwqAarGYnJwavVDaLFW2mYw9EAiCx4bHgUCVUtnzfVVRgrZHJFLZ2eq4jpbJKimdATYxPaYQd7SYMaWQCk5Ecnj0cDG/x/IScmLiekMHBL777oVKpSTrqcIAsW1XlWTKAGWgU68VcqlIMJ9jBjALAgDE5ORkvdaQJBlBlEgkLMva2tqanZ3lnBfzhVqt2mw2E2ZelnEiYZa3dzKpPIRAopQ7DiAACCEQprKEKanVa33DwwAyAABn3DAMidJUMunaNqYKgvhuyWExAwTFURQFYandisMw8H1FUQAXEqUjQ8OqrlOMOYsIkSRZFkLYtouwJARknMWMywJTKlEq9Xq253lAyL7vAygopYJDzoQkkUaj5ThuGHqBZxEEBgcKALKp2ZnNra3z51fGpndpRtYPQy4ACDmAxvmLa62WU0hnzXRmfbvpi50vf/uH+2ZGP/zAfTldN/24oKiDs3v9kdlTB/bsVDvlpnv1xtY9Aw/PzS6M9w0VNT2vKbi2w7vrCYBtN8gXhvbM7b58bfni0rnNSvPS0u1Kq+1HMQtZppj149h2PMdxDUUDgvXncpPHjxw5dnTv8blCJqNCEPQcrMohQ20/wnLCxHI2lXaDqNTp5uXszMzc/Y8/tVEpb1SrV64vapK4ubz8zWefc4hz6tSxPfuOYOAVC/2vvvLckSN7rl+/tbm1tnv3gmlormMjQhw7hBB5TihRY3riEQQ5xSSOw46zWKnvdHqV7dLtdmf56tWNnkv27Nv1wQ8+8cADD4eROzTYp8jKzRvX4iDmnMcsBggxFgGCo8iCIOdYfsgD5gkiKQgDCL2I9WSDlBqtMMxGkc8FE0wQApeuLW5urs/MTMeB14viq5fOYdH+j5/7NSYqm1urGxsVz2UDxaHRwbGskddp0g1gs8F1OUUJR4IrKsJWOKtmnvvG19/50pfamnLTtpYvLj1v/lBPZ9rdzptvvdlp1Scnxrvt7u49C6cffeDCpctElt9++92P/swn3nnh5fcuXHRLm0xXX3rz9ak9u+5bWZEkoqg0n81RrEIolUu9CrQD5gMENC5UQ/ejiKgKlRUjkTh8+HAURP/yj/88PTn10itvZVLpX/n8F24sLUWxOHL0+Oz8XBAGd8FzZ95+5/s/evu1t87piQHTzBp65pmPPNbrNAYGRj7+yU+99Mq712+shRH61C98IRLixVffnpoYR1gCIpIwYiDEnEIIuRAEwkgIwDkhlIWhTKRvf+ObuXx2YHhidHTEtm0hRLvToVQSAMmKoqpYklVVMzK4ADgXnGEI7w6qxzEDANQbDVlRMAK+615evHJ4/z7Hc73AP3/hwtzcrkc/8FgqlRYc6roZBszz/EqlEvkBgWh2dnZ4dKTrWIqiWC7lRG07XiEljxeGYo/uXzh++eKiKknl0kaHb2EaEzlG1BMxM41Er+vWdiy762paMgp5Kq91epbjRLbLe13/7bff2z9/IgKxpsshC0LYo1TCQEJc+vlPfP7a8mKz09T19K7Jg0mt4AchEBwjiIEgkgQx5JwhwOPA17XCzvZWq1d98OFT9a7P4pAzLljc63YCL4xDTgwZCqIoytqddcCBJElzu+ZMw5ib22VZ1le/+uX/+J//8/yeeduxGI8hEPlcjsXi4QdOQ4iC8N8vIBBFhJBmbWf5lmIaCQhxvV6vViumbtTKpeHhoa2tLavd9l3aarXy/cVut4sBiON4o1Qu1yqA4/0LhzRFR0xt1txCrp9F2On2LLula/QuFuou4/1u/gAAIIgFAgwIx+IJo5DMGSEH9Vr77bfeYhGqVmr79+9tVHcMI8UZf/HFFzc2Nh588MGpqamL75/J5/L5fB5jjCGSJLNcLnftHqZU1XVZVgCIIxgSQighXhhhiahURoQKALFEAw4YxxFjEDI7DnSqxIJRWS/oya2trddeeeXK5Yu7ZqccqxUE3tTEVCqVCsMQIUxlpVuta6bZbDbr9caTH3paVaRquYQpee2N18cnJzzPi6Lo9sptCFH/wED/wECtXgkjn1Kq6YphahcuXJAVunfv3iAINE0Lw+Dpp59KJFKaIhOK/vGf/u7s+28JgQUXAt4VGEOMCSWIsTCOfc/rBaGHMAAQcgExQBBAiVLZ1AMHsFj0qp1bNyueD69duJ6XknvHB6kEk2OTvVo1ZrEV2JJBK/Vqy6nMa98KAAAgAElEQVRN01lVVVudLgc0cCKFSoWBkZubN3TDTKmj95x4tN2mkW0PDun9w8Pb5QsXL7+tqKn+wbxty4ODOSrxXsXuNCtmMjU7OeYFPoAo4izwQ4ThrRtXAcLjE2MsijLpdDJh2j0LQ/jwQ48kTN00Tc5Fs9l84oNP3nfvAwTjXreLEWo2qr5jpZKGACKZNDY2Vg1Fs9stzkKMBJaJQCSMeTppCBaFgff+2TOpVEpVFEKIqmmyJN3VbeqachcygDEGgkdB0Gk1Pdv2bIvFoRB8dHj49vKNTDIlSZLn2AAABBEmmAshuAg8jxLCeYwwkGQqBBCC+b4fcE4wTKXSRr5w+tEPvvrCS9WtnUatKqvmC8+/sbzZeeypjwgi5/L56mazVqkMDBS6nfb1zW7Vp61YuX5zBRPa39+/eKeMulsjI0Uo69dure6bn4+CWDPU4ZGhTqueSSeCgGUyOdfxhRAKlYIoQBBRDFnMhIjF3QgPwPrmRiad1BVltbq6fPP61PjoYH8xYeiqbEaMmZopEC3V6oFvR4xiWbYCBwAQhwICQHAEhWh1eoQgQ9fiGAkAFdlABI2Nzl5fOttsVtJppdfrEII4ZrdXrq1u3czkE9urHdexVEUqu7aRMBAGROJdp8GgYwd1HrJ8LotgRlEkhBHjMZWkMI7OXbhg2U7X6pV3asVCn2notbq/b998JpPptL1cNgdFBAVeW22Mjg7u3beweG3R972pqam7kbrbtSsVa2x8SNGMpVsbtXrn0KFOMpl0Xa9SqquSbmipfbsXlm6+G0ZhxCOAecLMTap6z25xvm05QXFAzuRVRZl2nILjtDVVI6os5dOampD0pKqnVNmUsn3pRqdUbjQhDPympaiGmSCOxTJJY7iQ3tmqK5KqITwyPFyplGJFT6a1bF/63KXLvtNRFam2vXEj7uZVMWccLg7mxofGCgdGQlu7cqP1/BtnB3fDWDVCHl67sylRjlSSICZEotupKIpqKqqhUUxiKolWr4EJikKOEJqdnf3Od77DmeCAnTx5anFxsd1u3xUfjI6O1ms1y7JMI0cIxRivrKzs3XvACUNKMBcxgYQLwBjXNMM0k5ZV8txA0inGEosDWZFZzPL5XLfdSqWzXACMCQQcCeD5QWmnZHVamiIndEVXkwCghJkYGR7u2R7jgkOIEIlChjFFKN7c3JqZ0RGlEqYR5xBiLgQhFADQbrfTyaKiKgCgOI4937l5+5osS14QS7Km69rIyExtZxPw4Nby7V3z+zY3q5fOvX/o+PEhPcVZHMUxJkJRE3YnWl6t11JhUg99z63V3UwuX6b43y69yxxrIlvcNTQ+mCxkzVRGSqUG+/aPZ++dxb4L+wqDEuQislr1O7rMehb3Qh9i9dKNzcWbay+/9f6Fa2tIoVoyjaimmHKvWW40O1iROES5TPbA3n2H9+8/eOjg9Ox0z7Ziq5EPCGhbMpQCiiMzVXFCx+Pnrlz0gnC9vDE2PSpJipbJCCP7hf/9DxrV8p/9yf9dqW0Lrk/mhh89OLG5ufWNa98tlavze/Zmcv2NZsey2jeWrh04cNCxW5qOHM+h1IxiFsXC8aJOzzM0JQh8IbiRmhgdnxnH8NR9emmn/OQTvqFncoVB1wk5g5SmfKfXqtWQAL7nA8gRZgJzSYGIQC3BhScSqW6t0eJhTsJJ5gE9pa2uLM3tP9yxm7EYZ4BzIACPkkYGQqgqkmtbrXqVYGnx8iUVw6zJ7r9v4eiuhx8+VLC6keP4URiCEAUewX25nfWNRmmlT0tO5gpX33yv9N6FCSMxGkZ//uTPf+nsWwMFvNHt3inVAj8EEnLb7cZOiXBeb7Vm5uauLS3NzEyPjY2Xd8rLa6u/80d/+Hu/9dvNZuXO8i2jLz0wOuy57uT4NCFciLhrtxU5pSmGFwRYUAQEVnDAWTKflzW1Vqv36o1/+od//Pznv/D5z/5yt90++fCTvuMamrl0c/kb3/jGr/zq/zI6Nvq1r3+jUto5dfzEn/75X6QK+UPH9p1972zoutvlUjqdP3jwUDaXf+67z0/Ozm/tVFZX72TyfbVGM+R4u9zwHIsiuGd3PwRYkhVJUsMwrFartmNTSjkLYwJTCX1zY/P64qIdvPxLv/RLRiJx7v3zFy5dHhoc4RCaiUQikRoZGQEYQYGiIMAAAMFlik3TlAXAGHc6nZiFGBIBeKVS4XxBCIExfuCBB06ePFGuVmVZEQByjhQqpVLpxd41z3aeefojuXy20WxiDF3XdkPU7DYDYUUkuLG13GnZm+0lEdGFPXsXxiZcP9Ns1QSIvNDhnPGAljZWu51ur23FUWlidqiv33z1jbdWV7ZVKTkxNv+Rpz8GsWDAjwDSkpLttMIY85CkjUIc8nxyYGH3keHhCavl+zajuhxyHxNKKWUAhmGoKNL45LSuSlvb21/7yldD7GuJtOd5CKuMRYHn3n/f/aEXhkEU+OHszCwm4Mtf/nJ//+CDDzz4xBNP7dmz52tf++qf/7cvfuYLnz916t7NSgVCEXguxggIbui6oZkQgCDwKYVcIEoTjAuISadZbzebCGEWM4pwFIYJ02y3OxjD0HchNcMwTKWS2Vy2tL15586dtJkQ0B4cHNMMLMsijh3GvM2tW4aagYBD4ftehCD9nxkDAwAEABBCiKAQPI4FkbVOx00VE88++9ydtY3dCwdffuXVmV1zY+OTN5dX49DTNd21u9ubaxhyTSKlrY3RoYFKaUtRlGq1Ojs1X61snn3//SvXrn7g8Q8++NDDK3dWnn3uubGxsY9//OMoCjuN+tXNNYWSRCIhSaquJQghqqliAgUQCBNDMXzf9X2fMf7wo4+cOHE8m07UatWe1aWa6TMAiRzEMQJofGpmbGqXJElBEMScB7FIZ/MIIYiJ4zi6bnqt9uL1m4qivPXW20eOHH300Ydd142iSFbJ9OzciVP32bbtui4HqGs5EsWSJJmmOTYyallt1/FjPw4J4kIAKARHmiQBgCimEMEw8AxThxAKjiSiUaprkkk4cC275VoqkjHGIoj7jWxro5rW03bHDR0fMjQ2O3t+fdvq2LsmJht2q95oDY4P+o6npPPtXuS6gkIDU5hIZ6kqBSIuFApf+srX/SCza7JforGiu1hWY0gcP6hVN374gzO7Zg+1u51dU3PplOEHDsHCNFQuBCY0YSYBgI7jSIqqUKLncz/3Hz4pGO/1ep1259at233FXKGQZ4wDDm3bzuUKGOMoClkctxoNweO+vlwQBI1a5d033zh+9NiN60uDA0XOYk2XLcdyvKDXbo6PZ2qV0pf+9q/vmpGoojDGHnrooV/8xV/88pe/fPXq1Z/4yZ+QqHTlypW5mdnp6emabdWqJVmVioXc0tKSRLDgfHt7+6tf/erJkycfefQDqWRCQAQgcv3QD0JVkTjHYeQrqkKJFAYMAgw5FzzyvKhVrRYGB37uZ55efP/drfVNzun1le03f/zjkZExYpr5/AlRK43oKujU+yhhXm9IQVpgjyVkzw9QpwGR73ju6upaLl98+ZXXTMOcGBnxHT9fyJV2NlZXVxNmYWR0oudFAIBEwjRSGdvxYsZlUwWMuZ4XRGEURdtbGzzuT4yOLC5df/3HL/T19c3tmn3qqafSmplIJmVFzqmq73nPPv/97UolVew7fureWrORNnMIQha7ScP0PE9XlK3tUjJhAsC5YMW+4vGHny6Vtre3u0HYVjVQKKZbrYZqyJZjUZkI4edzeqO+JUBQ2tngQBCZLOzbvVPdun7rPOIsrRuu62JMPc/PZPMYyUwgw0yZpqGpudVq2zBN22nnc2lJohPjkztSfXx0RqJmtdL6wfde6nXcdqObTqQurG5fvLiTywGEpOGRcduOrZ4fA83zISZ0bb0yNiJDANOJ7MbaVmYqW9re8tydWr3h+QEi0r5DBzUzYdmWJCnZXKJQzNpet90FjEfZYp4JQVJ96p4Hh0Lmh8yHkhfhsAtFZMQjA1MAhs1eK2zahp5aX9/IFTKBwzERQeTM750ZGxuJL9l3lhsc+c3WRkpCURDQduvY+MTx/bMfevhUQVcJwjHAIFJur5Vefe29i1fXL66sdONobGZEQDeMPRQ0LMuOYq7pJqV6x/G3yjvf/NZXOHDefevlgb7BlJ5UFHloaKjT6fZ6PV035ubmLl++fJemCyGM4yifz99cujHYP8EYUxT5xo0bURQRiCkRGAAhuBAiZkJWFAihoqrVanV0OhnFsQSQEMLQNQREu9WemiE92+tZtmv3gOBYorqmKxTLFBMohBBRFDuuY1mWEIRzwEXM41iiKJ3KNFm93emkUqlWtwuYiDiHAiCMEolEo9HY2dnR1HSjXOl262EYHjhwgEr4+s2rM3N7in0DgR94vhfE/F/+4V9S2fx9DzyVyY4NTg6trdwc6O+DQCAYtNutdqu858gB1+222o28SbRU+s7a7dtrXuI2LuY1KoS/N329eiOp70CAjuUXZqcnBfSSFA3ndc++1bZ6rh8BKr/2+vnry/Vypbq+VbYc34+xZpjZ4THX9yLGFBKHQTTY33fwnntiIe47/cCumV26ojLGwihc3dimmmK2+Le+9bWEFw8PDddFdKFeubS1HSIi62bAWSZlNqsNz4/ff3sRY0UA1GzW//TPvzI8mH733XcgiB44ciibTf3d3/xVtfnjbz/7KsbINBIPPnT6Y888A3isyDIDjBA55qBnO4QqlFIu4lq3jrFACNpNBMD/x9Odf8l5lgfev7dnf2qv6qru6updanVr32VJXmQbG2xjYgwxawgMJJkJmcAETg5JyEwyc/ImgbxJCJBATNixARtMbGyD8SZbtuVFsnb1pt6rumuvp+pZ7+39QWfev+I+576u6/MlgGuaShDK6DriPNpYLwvBBJcYAyk5QRgAYdsqwky3FD9qVZsrVHptV+HIa3crAIEwalE8bZCcAlUVBZtrZa8j6q2qrlkRCxSiOY4zNzMzc+XC5LZJ1+01a00AkSvYCy++1Kgubq7Vpib23XLinf3FYhAIApFlGg8//ZtHfvzjyHEHYilnef1AaUyv1FuITGULyAj2Dk96rY3McE4x7XW/43ScuWpVut1dU9ve/773vXX50vlzb5QGSplkljP52uuv/9HnPvPTX/1iZGjwPR+4P2kYpqEzwRzf7fqCI+xR9PzTTwU9N26YI4ODULDtO6a8MHz0sR9eW16+6953p9Lp8e27vvXDH0kuDFU/c/HqkcNH8plsq9EeHRl/6KGHv/ejH+7as7PQl6vXa9/8xjcGhjOpZPbmo3v/37//+8GBzOrK/A2HdwoQraxe+fb3vgGFefDY8fjoGFK1SAhFwa6jKBiVNyqapmNEDMMMo6jVaWKicBEJCoVArU779ne8Q1HIWqX6xhtvjI6O2ba9troqOPCjUAgQTyRTqVQ219fzfQUrgoaWaWyU1/71q19/3/veWxosKYToiio4BZx3Oq1Lly6986533XnnnaqC207HsmwIIZBgaWVldX09nc2k0+kdx4/35XObm5tciDCkTHBFJb/3Bx+OZMXjneRAmC2pQDbDAJ1feNLQLEk113WDIBwbm8hlBwk2NbU/9FnPcdbXVw2MpGecf2Vl29TU+977wZuO3USDMIg6igVXKwu/+O5jNW+91wkUbias3F13vnfL1knDtMvldY1YmCCBFdvMNJqt2YtXKefpdDqbzZqWpkhEtNh7H/jw3PLMd77/8JHjt0mBo4gzJtLJdIM1Go1GLJa45+53nznzRrPWKRUH73/v+9bWyl/+8pdfe+3VP/qTP9m+ffvS4jLQFIKgrutB4I+PjUkOEVIq5QoEQnDBBGOcA4g2y+VWqzswUIrF4ppmJBLpdrvlet7ISImF/q6DB1RVtWOWlCKVSl69dLFSqYSux2B7aHDMdTu6avtho68vxhkKXednjz7+kY9+MAoDxgRjAkImpXodNARAII4gEBDCFusCTPwgnJ9fhKra7HjJ3MD49n0ra5uuG+i6DgDQCCn19yfiCcu2EADPPf+cYRiWZQdBsLI4n86kA7/Oeg3LAMk4QTCo1ZYL+Xi+kKhXgo1ra8/8/GFNU+KxeKfdzebyhf7+D33kwxH1+/K5v/ri/15eXfv85/50YHAwNjExNjYshQhpiFRjdKIooUJZRAi57hhwCCmlFAqIVS4lQajT6SIMNVVlSGFIwYZ1w023djqdbGHIsqxO1wMAKJq5vLz8m9/8xjTN3bt3j4+PSwCJqlIW9eUKqqK32o7gXEoAEUZQwQhwABkXLOA8YhxR1I/brR4LhabY3U5IadcwjQb3IGVSMaRubDa7cWRhRQs7nZfeemvb9t2BDBdWF/r6Mi++8jLmLFMo1HseI+r4xLRje5q0gAx9vxv4rmHHfa8Xi8WiKLLTfbl83yM/e/baNU+yBiFASufOdx76q7/+Amfor//nPyko/svHnyUK3rdr/6233tpxnCef/lXbcbCitDodXTPGxya2btmKMGGUrSwtLy0t9eVye3bvdpzu5ctX1latQ4cOAQAoE9//wUOlUunIkaNBEJimAaAAkH/ggQ8WiwOdbvfUq6cRBBsblVtuvilfyEEo2p22ppunXnl92+S2arUCADfsGKUR4FQyOtjfpyt4delaeXkxm0qeO/f2b371ZCYRK+SztmWsrCwPDg5WNzdqtSrGqLZZL5fLe/fu3rZtGwTg4oXzzz7/fCyezBf6b7n1tjAKEAKE4PnZGdO0MVYIUmKWDSS3LOPgnl35VMzU+H1HR1vt9uzMtVffvORzfPBAcWJqDGJ3l6lCyIEAUkQQig3NL1qbHd6zrDiE9EeP/NKNaDqdSBpbVIxMXes4TtyKSSmT6eypUy8rJGbasY4bdLoeCTkiigCI0QjwiChYVRAAWCUgEbd0lfiBV6/XUrmcGY/3glA1zHrX22x3Tr/2CiGwNFy66fiRJ59+prKyXOx//5tvvummvEKh3zKMMPBtyyivrj74ta/3Dw1+/vOfpyy6dOESdNPvufejJ19+otFYYLzVbHaa7WZGSbY7TUxwKp7a2AzdXi+T7l9d3XDcIJGKPfLIM6oKiCIScSWbNmw7RogkRK21nWQqW29U45x1nC5EKJMjlq2nU5l6vb1RqT3/7GuKoq6tvaaoymBxcOfOicX5jScef6HQb0PIjh8fazRanieWFleiEDBK6+1qEHi2ZXbb4aqsICGBEDomKobri3MT031YAQuLi1jBGxsrVswCQPQV8gBkVMVcXp4JuRGEbiJtOd0u6UTNKlqGBC4tLcbsBILKsD26vLjQ7XYIga12048AlEqxf8SOGW6v4UUOAPL87Nlzs6fjyXij0rz/vhODeSNtmTNvz1JPfOJ3PjoxmldACChz2tKjSq3bodg+dONN6dK2puM7btdMGqvVZig8gCSIECHq0MT4wlzZVuxOLwhp8MD9v7WwsFReWb5Q71BKk8mUpmmrq2s7duwYGBhgTERR5Pu+ADiKwuHh4QsXLtx64p1cwJHh4Zdeeo4zhpACJTc0rRcEEBIBha5gLiRCuF6vj22bCsJQYIQQggBubm5ChOZmZh0vsO2YZcWymRRRlPL6SrO+SSnDCuKcGoaxvrFZLA2bVgoAyQVAEEkAEcac88D3KQsBkABIIAVCiCiK4zj1et3QkxcvXmTM59KLxezh4ZJPg4DRTq+bYhGT0vU8KmQ3ojlNb3e7diKp68L1aoK3K5W1tfVr1dpqq7sJMN/cXBMwClhVUprLm1lpaYohGY4keurZK6ZpTU9vv/322w4V90R+J6bzuCkWF644PcfxorcuLZx6/cr5mTU7N6GoapOZwIgJIRzGVcmZ5CoWmaQ5tXXi1hMndu7Za9jxkAPP9ZyeH4vFc9l+n0bxdPKvH/vSL375+PZErriyfGltuakgq9AvedRbqzTbDUPVW7X2lq3Tqu4ARJKp7Plz5//2b7582y033HTsgKER1RxdWl3NFrf/2V/e/o1vfOXsW6+Vy5u/euqZd9x255bxCSZiSNU8P5yZWfzWf3zn2I037t+/z7SsZDouAWWM+swJe2EYMJMRhWBKOUI+wYxSSggJA0gUTQBoW1YiZjDuZXLGU8+c+sUTD2sWvOnmYx69ZthBsT+Zydq11TkVZ1hN7Nxpnr88V+wvIiIxEQCKarVS26jWG3XNNIPAVwjKZNOqqnq0E8/Fzl25eGDnwY996r+02kHb6yk6hEQYWePnP3202Wj1FwoulfnpySuVaiFhVLvdZ8+8kACKAJBkkluPH/363/wVt7X1jfX1pWsaRLl8X+B540ND2yeHvHYv8sJOp60Q8Pals/nBwsFjh5LZlFuv0dBhArRCVUmOO4w8/NRj3/vOIwkdHN01+fgvfqET9Nm/+PPdu3fvPx4K3dy+a282m+3vH/Z7Lgtpo1pPF0qnX3vtpWp9+9R0f3//2V89HbDA87r5vkytsjE3N3vTDfuP3HD05MmX77nzzg+877008MKg50XBvffc9YEPfiB0WK3T6wTUhlgqKqVRMhWzDcNz3TCinWbbj3xKqW5qYRSpiu4HbnmjHuvYjIXVajUMaC7XJwRPp9NbtkxIAIMwpDSqblbS6XSv2w3DQBCsKwrkXFB+4Y3Ttxw7mk9nIGOmopQbtXq91ml3Dhw4kMkke10HE01VVUq5rutSwpMnT0oI8wP9YRhGlM7Nzy8sLOzfv78X+EghEPJTr7xw33un03lzs7bgcVcCgpFhZEwkfRpombTJmOqBSnV5JWbleahFPjRUe3R86rYbbowb1lB295atO1RViTyfcZcY4tLC+e8+/L1mp4ltSydGX7YvEx9IZDJY0RotR7esdq+dTqaJonKoPPnr57785X/oKwwsLS3phhaL2aWBwmBpIJ1K6qY5MbG7UBj1IxmP5fpy/Y/8+KdSiOPHj0MEvvOdbwMJisWioijr6+vPPvvsY4899vGPf/zw4RtWVpYMw0CaAgT3g2DHjh233nIrBOjUy6eXFxcRkgJIRLCUUABY6C9evPS8gGRnJg8hpAIwidyARjQyDJ0zptpGu93STMMwddd1JaWu6wqINZJIJDIdp/zqa8/t2j0+PjYRt7Mf+tCHQ18omqmqotdzhRC+7ymKKqVUVZVzCiGUgkMV+6GrAAsqEClqo+tm+oe7PX9uaVUKANrdjY3Nw0ePq6pKKb1w8fKhY8eva1lRFEVRJMOOqqr79+3JZjOlwYEw9AydxCw9FrcwknFbJ5I5tU3LNjCPIjdUstlswiYyUlWUNFTfabQ2y5ZGDII5AAGlqql5HaaYcS/CTHJCFCEQRwpSlYhSYsQAgAhhLhlQsJ3KEUKEYIoZRwgl9BhCRI+l+4ewEFJEnhBC07Ti8Pg9v5W83oGHisEZCyParreefOKp4sCAaRg333wsnc5u37nbdTvljTIA6MCB/W6vpxBYWV1jkWzUOkiqe3cf2rtza7PVZtxQBHKaTaSbC1c25q9dtkRrYnRLkpi33Xpsbm0tgmHZ6W561dFS0cCESB1LIpiUUPM6jpXVQq/NAnfp2pXMrgyCLB4zdU3zPa/dbvfcjm0niCJpwGiEZ2erP37omQd++4HAQ8ePnfizP/viz3/+SMdxuq7fbHcCShuttp1IRBHHilR1w4oldF2LIl9wPjI0ZNu2qqqmaW7ZsqWvr68vP+AHLhRAUbVtUzvCiEGIEYKapsVi9qOPPhqLWUMjI7l0JmbbGONOp5PNpQcH+4eGS7v37LOtxPLqmqFrpeHh6xi8lLLT6STi8ZXlpYnxMU1VEnE7DHwpRL4v1+20EUKB2wNAltfXPc81DF0IkU6nVVVLJpMAiM3NjYsXziMA9x48jICQjEoEPep942tfEUiBAOuqkUokVAX/wR98aqTUbwVtjUSr1y7Vm5WF2ZlufS1koDkfXqlovtfWVQwhUlWDIOx53WuLc/Pp1Mjw2JLjux7zq9VYZhgFUvq9oNseHyr98KGHDh46XCwWqYQNx9MJqHccLhEkahT6odvVdBNhFPhdjSt+EBCFMMqOHNwfhiGC8L733EspZYwBALqeJ4nqBq4vqLNRr2yuDwwMbBkfmZyaShmGDEIFQUMhCoK6psZt62q7QSMvHbfz2XS36ziN2t898tDTTz+6t9s987ao1lk8YYZRkIgnc9nM3MLs+sby4rJ75Ojel0/N+aHHBGk0AgihoSsISQE6AjDDxIlETIpwcnprhJzNdp3rIJmPdxyH9qgUoNnovnH6PCE6kHj//v0T49PLK4u9XrfdjMbGtjZbnfV1B6tASlkqDVc2GhfPr/ZlcyELhQC2Ge/LZC1DR0g2Niuf/m//NZ9JQCmL/fnLCxcjttTutGwZ9Dzc9esCAk1T3B5rt3zLyBYzWafTcp0ugpgQgPzN9vjYyMS+G9r1dqfds3tiW7JIMkPJRExwSgOgET0ZT5uqrSLVdd1abfO111+96cSNsbj9yV995XfuuTcdi2yM5b6jNCT5gT43atTcZhRIFqV0MxXrL9qalZXKzr268IXTdiq1zXJjS6VV3WjMtjfmelHktcul4ta777j7zOuvbRke17E6NTa9dRRyIB2n63leOp25dm1pfv5aPp8Pw1BKubFRLg6OYoxHR0efe+4FSiNF0fsLhY3N8mZ1M50sKooKJMcICQk0TedRpGiqYZnVZotGkaaq3U7HaTVbnbaqqqZlJVPxvv4iVlUMEYASAAAAAgBoumqo2HVZFEVSyGazaVhJzoUASEqOJVaU6/w+5JxDIBmngec32k2nVxXSz2TSvV532+SuMOytVxar1c2x0S1RxM+fn1H0VKE4wRhDWBg23rZ9CEDWCyuRDHIZTdDWE4//qF6vMNkTMtB0DQNcKmQRETwMGONckkgQoak0kBY2dg+PTJWGxwaK+RYMM5VWu73UcVw/XFxcuXDl6mqlVqk2Oz1fsRNB4Ha7bcoYwkRViBe4ff3FqS17bzi0fxKQ9skAACAASURBVNvWif58n4JVP4qE5LYVVxQjDNgrr78lENl7+OA//u0/nJqdL+49sHB5bmF2PgKitH1qbmmJcDA9MnbPjTeePftGcmqiMDDkM1HruPVGuW8gUa4u/fPXX/v54/n//of/7cU3zmuqcunCmw/99PL9993zif/ysdDzh0tDiVii1Wy7QUg4YRzPzi1t1joXLi5YsT5FUykLLV3TdDWdUzLZ/naze/XKpSNH9mMMOUVeL6BUSMFN2+76rqHp0AWcC4Klv9LZs+NmAMy19aXF2VajShW9dx5vjI82dk3vvHTp7V17p1OpHEP48V8+vXrOnBjftraycen8VSCRFKxULADBfc+1LatY7N939N7J8dR/fOOf0n0DipEYTJUYkAHtEgUFAnz2937vK1/5l+WZOSGBGJ+INOwCTlVx4mMfOHH8xgPbt7995gyzTVRIrm5WLi7OHdu/z2vUNaL6fk9RdbfTVhCxk7GBfO7oscOcIKQRzmm73VARbHttTvQuTz31n2e6MuupO265/zPl+dfWe9UAQF3Xvvmtbw0PD2+d2LJjcsptOS8/99K1uWtHDx/5xWOPWYadGu6/8447XnrhxTdOvzY+MbF9+2RpuLS0vLi8dO0PPvUpt9PpbFRrK5Wtw6PjpZLTbHu9LueUSQ4U6oeRpdhQUggYpxFCEkpuaDiigWYakij9lkUAkBIQlbieJwFgLN5f7CcIMUbHxsejgDLGMMZCgjvuuN1zAy54ENCQRk67EYWRoeuAMddzpaGlbLMvl+s5bcCZ5GyjvL66ttLrdX/3dz+mGyplzLJtzlkYhoZhra6uGqata8b6RrlarUKCnK4Tup7v+W3HQRgJIWkQXrwwe+LEeCoNIIwrClFUnSCl1/aARHpMYbBLgQ8hyA6l15avEJntdfD+Xbciaf2vL37pn/72b/buOBxGjEVUwMgLmzNXzz/5myc86o1PbWt7dq1c9y0rmRrqy492ewEkds/jmhEHqrnRcJ7+zZPf+vb3s/2lu+6978qVy5ls1vd7brdTa3nXVsqcIj/iz7x4NmJieGgo8l1Bg1Qq8eRTTxb6+8fGxy3DvOGGoysrKxcuXnjq6ac++OEPHDl6w+r6Wjqb0zSt7bQhlKqqnTt37sK5S4PFob/7uy8dPnRo9+6dlAZYURHGiViCS3TrO96BkCogXF9bz2SzsUSiWCotL1/TiBJGQa0WYoISCTsMw1KpdPSmm5CQiVR229Q0RrLrLs1cO5sbpGY8LOa3V9thJl00LbPTbBiGHkVMUWAQhERRKGOapgIEheCRjDRT63rO+x5435O/PtnxZRhypFkQYQgERAhBSRlnPGCMKarKhYQIGqYVSyaFEAbox0ThnO/Yvp8Kvllp2lbms5/5AuN8ZmYJMp7I5D/6yd8jCFJKe10vDFguX/SpbDSqdiqza3oik0wkLYNAQDA6d/FSx3VLQ2OQmEwiTFDP7SGMVFWhlCuqhjAWHESUCQmCSCBIKBUEE4yxH4YIIQywAJAxIKRUFRNIETBuJ7PxVJ+iKFEUXc8QYII3yhunT7+JEUonk0eOHMAYDw72b1bF2jrVTX1oqNDfl1cUrEj0yvOnbN1EUJufXX777RdUTbeswtbxrbniIJPozrvfddOhoyji9c3qZMwenJw8c+nq1untkdPz3A4GDAu5eGV+5sLs0srau4/eN6iNbnQ2CUcpOy4pllRKLnVFN1Q1DHwa1VW1FTE/k9NNNcmZVast/+O/fOnCxbdMO05DNjt3wbBQx3GvzM4mUynKZDqXlwCYNoQQUwaee/GlP/vTz6+tLL3y0suNRktRFNd1p6anPT84f/HCxcuXFEJSyaRpWLNzc3/xxb+UUqbTad93p7bv4oJGoZ/J5tKpnGlaY2PjTq/3wosnE0m7Xq81W86O7bsHB4cvXjqvKEomk7k+g43FYleuXDl9+nQYhrZtCyFarWY2l4nH7FqtZpqmoqqu61YqFdf3Ll++zDm3LKvVahu6AaTstFuWaTDGs9k0hEAKbljWxsYqF9w0jCjijPpOhxcH8rapPvWzH3/kgffIyBseG/ZY24yTkNUF44ilU1omSyJgWUAiziOMSCoRy/dNYQUrKkymUozieqNTbaxr6b5LZ9+s1+tzM1dWlxcTyWSpNNzzwkymQBACCAuAmJARF4QiIZlgQsEQCKopmHKmKUjwyNQVwUXcTl336YUQYRhFiOm2eesd78CSScZoGKqqxgV0avUbDx3iEBEFqgQgSQO3U8imjh07MjW1LfS6SHIFIUU1/+0b3/ujP/okVvGpU16rvcwYigKuKcr40ESY7kzvUClHBw8Nzi82KpUW45xz6ftMVbCAmCOEqOa4MArF3MJmx42GR4fr7RpU9bnFZRBqM87M0NAwkIqqmIuLK+X151VV0zW12+3ZemLu8hvZXOwddxybmb3aarkTW6ZHRiYL+Q3P52fPXCAQYgAwAAgCW9emb7wBI1Ya6ouCrtNd73puuVzeOjlKRYiIAAhUqjXPpUAqYSAtM4Y9bnKCAIJMkK350Y8cvNcwVN1QlVGFYA0piqrpAQ0hlgCKBImFXgSpoF4IhQTxpBdPTprW2MRYREPQAcQL7TgwsDQzqYirZ69eeOPy6w23jdV00i4a1jWhGk4gM6kBHVrdqiMDmcnmJsen+sNRI3Zz1+28cvqljUpVFdpEbmDwxC2u68BIIKiGEQu4Z5pGMpkcGRnjnAshKpXKsWPHLl++9OSTT6ZSuUJ/yrBVIUQQBIlEqpAvYIwbjcbw0NaeFwIpgRCYKIJLwzJNz5qZnd3crC4sLLheSDDu78tkMhnBGCEkmUxygL2QQgihkBDSeCJBEA/8npAUIUQF13W9Uqn09Q8hhAHEUErOuaoqmqa5bq/VarTanfVyhXJu4HhxMC2AkkgmLl+cDwJ/bX31Zz//8dj42LFjN3LGbTvheYHvdwkGqibNpIoVp+00nj35o47TkV6LMdjutFJZE3FXCkojwYEuBOPc5ULh0qCRiPwwn0Z7Rid2jI4d3bUjZ+rC7W6urZ53186euzy/unl+ZqnVZQLqum5pak41Wa/TVlE1l832ej6X4YljJw4cPnTs2LF4zOaUBkEQ0NAPOJWgkEvk+4fsWEwKMDKx7flTp3797HPZvvwHBibvv+udfq31sQ/99nq5PGAm73jgY9TzThw8+KNvf+v4SHGzshAt1K1M3xtvnuGaYSZTH/ndT9RqtW9/68EfPPTI7gPTr7xyymnWjh05nC9kR0ZHMVSgBN/+7g+PHD5qJy3VJCKgxZF+n7qvvXV6etdOJdLi8QTAaiLVV14pf+fB/1heXqjV1j8tfq9UyluGns8PQqEEASOaFKQdUR66rmx1spkMZ0DT9IO73nXzMYsxKinr9FYvXH7lzddPNtdWw8BfWT41tHWw7YHNjavrK0nmtednV3vdUFAYj9nrSxtDpYH77n3nwX37R0ZGIq6E/vp9737g6JHb+nKjp147d+DoEdnd/Pdv/Ydl2LvGhz/7h3+4vLZ2dX7h8uy8alojY6MTo2MKweeqmy/MXrrplmNQ01uAjW6bTOfS506/UkxnFASQlH63SzSo62oyEbdsmzIGIGxV6xiTwPV8CZCiMKJcurz0r//6o8TIEatQ0NWQCktTEtdWT0eF9MFIvfT2b17qPJrpyxVHhzfa7V2H9n/tO98MAajMXiCno53T04ai9brt8try+UvnB0rFRmOzUa8f2rPzC3/6eRwwRFDEAsdp12rrCECiahHnRFOQongRYxIyxhWMGaempgrBGacRFQIgSDACAiDIaEgwVBRFAEXTNE4Z5xwhxKnAGKuq6rouhDCKqBDi+ovoOI4ZM6SAXEZMRpLDVCLxuc//iZSyVq8ODpZWV1fy+fzNx48LyQ1D55xRRhFCpm0JDs6fP799x07KIsdxKpWyEGLfvr3/+bPHlpaW+wb6M315CaQQiqqlnY7SqEGoZJNpVdGIilVo+whAzVbrjYofuJoO1zbWuh6jLr/12Ps1lP79T3zua1/6f7Ahfa8nCaa8l81r//b337w8d3Z4YsvI9K5q033m6XO9didtVS6fWbv52N0ExwTCmqokk8lyufzYE09/+Z++GrNjH7n/gVqzbcZT+w4ecbsdQpBCMMYwDKSiGkS3KBfXFubbtQ0WuZSGS8vL5y5eiILIcZwnn36ac87C8M533fPOu961uVkzbavZbk1OTvY8FyEQhl65vNFzelcuz4yPj+/dtw9ArmLND0IzFnvt9OlMNm/YMYyZ0+15vj9oGCurqxubmxjIhYX5tZWlWCKxfcd2zrmiKOx6oiwIBPDeeOuV8dFitbFsRI3//NUZzqNUfGRzXQwNbvv4R3+/Lz4QBIGu65QywzBc348oVTUVIySlNE0TAEAEdD0fQWSYWtcXEOMgDDUkIEREU8MwJIQoiiI4lwhCCVRVjaKIEOIFQNcxADgKBUIEAVUKKISESAl8KAWE2BjduhNCgBEydJNS7gf+8nqVc7paqV1bmA1CyRkjGMfT8Ref/82l2Suf+cyfFkuFXo9GlF28cOHq1cu9XrfQn4cQaro+NrZl//4DUcgiGnHJY7FYEAQYItOyO50uY10pAEJIUTRF0xFCjUZDitAwjCgKpLxeSgMQQiEgAFDTdU1XMIazc5cqm4u2rSIl6najX/7yp3t27ujLZiMvqlVXaegjghiNPNddX183TCeTTvXcdrfrbqxtem1HxZgxWl68tNKtrlUb73ngPoI1gHmrspyytOGJgUO3HFpdqZyfu7zn8J4HTjzgOF3JNSItyVWCRDJeyOf6K7PnWp2l0S16YWBcUXuIm5TyWj2u66musxjK9Cc++plSccT1WufPX5ibmzcss1avm7GY63oAEgTF6tr68vIKUZT+/v4bb7wxn8/7QeQHQaFQOHv2rKopXuC5rht4vmlavZBGQfDss8/quu77rqoQVVWl5KdefSOZSFPKUqm0ruuGFVN188ChCc5lLtsfj6UUnRy+4ciuXbuEEKqqXk9sPvvss8PDw57nUUa3b9+eS2csy1peXuZcIITCMORSUEpbTsdQzOuEfDqV6nQ6nusqBEsp+7KZbqe1uVEdnxhrNhvxeExVVV0FGOJe1zl4YK9lKX5IAaQcwq4bFUsTVioFCbp0/oyiIV3HhhKPkIqRGvqCMwklVokOoHTaLlFAPJaf3jb14jd+sGvPwdLwlsWlZcaYYehjY6OURo1aQ3KINHKdeVEVzYQIIvz/A3CKogAAJYBCCAgEIURQxjlljGEpKOO6rgkgpWBcSISRRNgwbUYpkCL0/VwyQREKw0AlCAIEhdgyMbJ7x5Tj9Gr1ahRGU1Pbduze22k1/vOJX5sG7y9sabc2Il90mo6lKqlUIiA9gBBWlGwht33vULPZa3U8jEmj2rh2bdGLVIlx4LvdrsAY9Xpu60rr9OkrR47s2Kys+L7IxFJDg8Vr83OGaVBKLdNcWupYhtJzWD4/2Gy4ntetVr1z5y5MTAzVWvWf/vSXLAICgG4XIAgGcmlFwTTyl2trg8XC+fPltfUrcwvDpWJ25up5xSiFkZfIZCq1RmuzqRqG7/uNRk9X4zRCCgbpTKpvcAuBUkUqgQDFrFTP7bTbHcM0q416y+ma8bhiKL2gu1GtBBADzg2IuRdYSNUkKg2WBsdKwNJBhAcH48vr5Wyxv9KszC28PbNUmy+v6ikllk51O9HlzRmJo1Sy2KpHMb2SS5fGh7cM9g+alm0YlhGFkmuF/GApn/GdxpU33lTai30ZC6QTLgtaLgJE0TSNMcY573V7qqoDAIsDJQn4yMiw73uO462tL5x7++277777hRdfMA270J/ZtnWyUi6bx0wm4EB/YWm9LBHodDqNRug0m5ZpHz06gTWjf6CECVaQFKG/uVFmjIZhILAKr4ebMYIIIQAARhIAgrGiqyKM7Lhe3qwLISMWSogi35WcchqurCzphj5z9aqEYGR0qNXuXHhrZstkiQn+0ksnr15eHBvdqiiI9ro0CpvNumnbu3eP1ZsNBXuVykqtutyorXS7ZQii1eWlIAptVYVQYyDwIm7GMPNBY7MnwtDWY6Yex6qB9dRwvjDeV9g5OjbZ368hACW7evXyyvrK0srixSsb9WaTmKbPoGLqEhLGKaAw8iJTT2aT1sED+6amtu3cvSuXyxmmFVLaanW4kJRLVTWBhoZLpZ4Xfu3fHhwqDbOIff0b39x38OCd7757cHRocWn19OzZRx/92e//ny8c3rV3fWG5P5cv9vU99K1/VyFk1UYRkdKWydVWe0exkB8bn10tP/zgg74faRxKl956/Mj73n2XoWkEISlkp+36ftjXV3jz7Qu1Vq84NKBo2LJjsUTyox//aKPZUk0Uj9utZrPV7Dz8k4eb1UCCSNVNK5598+yVgALf9yxrWcHYMk0zThJpU4EICtluNWIxCwgghAiCCDY6GGHT5KaVvfH4/YcO3AOkCNz2tcWL8ytXl1c3svG9u941MFSaSCXy6UQBSFLbrHXarYmJUcNQCSE0aOtAjZnwyK6tMnIa1XVdJW++9npI/eWrS++8690n7jixsLi0ddfO/gtXRscnV1fXW83m22+c2btvj6WbD/3kpyfPvpGKJ0uFoqWpLHQ31pbuueuO0aERzTZsoiRTCc1QPbfX9bssoghCmxDKQcxKUC6JSmJ67Pih0Yd+NFXroUefeOWVUy9PjuaP7jm0Z3jwZz/+4fAwfOA9DyiGNrh14tTbb0U62XbDwRdOn0wMFWKDabsVLl6bZ0GIIOg57U/87kd37d21sVEu5LNbx8cD1wm7bsSCgHkCCM3SOUcCKQIqvkQygkuzq34UDZQGAQCb6ysry9cMTRsdHU2k+wQkUIiYZTLOnK6jmwalFBOCJOBCQCkBB5jAKAogkoapMcoI1gjGCAJDxbl0gnIhAeI04oxBIFWV9KsFzgSNmON2R7eMha7POVdUzDm/HuxBCP3qV8/s27svmUz6nr9jx47RiTFV18fHxzOZzMzMzNTU9MjweM/3o4gyCQE0zp5b/rdvPp1KYzNGhBSWrmVT8ZhlqYZix/WxsSLiuttpG9g8cHD/q6++/uxTp/7nX/2xjzb+/sEfnzjxzngiHQTOkydfApo/sW0kjNDslfXF5bZO8umBgaG+nArZ+bPnbrrl1oBJw0qcvzj74smXvvf9H0xu2/bJT35qeWUtCKNTp15VFHV6eioMw243JAoWEiEavf3qq5SJsZHh0shw3NJd19mzfz9AqNftmbrW7XYppaurq/v2H6zX65SxnuumM9lLV2bqGxvZbGpoeHBwoFhV65YZ6+srCCAppapG+nI5hFBtY+P0q68DrNx6++2mGYOQEwKjyOt129mUXqttRmEYBD5jjDHWarWgkJyzVqvZixoIkMltw3bMvunW3QvLr3IQ+G6QKtgtf/X0myd//3c+W92ocS4wxkJCCSHnXFFUiCTCmCCyWdlYWV6ZX1oTlOiWxqHkUhqYGCrilHMu45Z9fWsLKhBjHEYRiyiGSHAOFcUNfIUQBBGXHEEkpYAICSE5oBgrAKCIc4xkEIRBQIGECEEEIQPCD/x9hw93uxFSNc5FGPhAhjzsDuQT/dnYXGMlcH1Ig7Db8ZzmBvdURcUEx3UtddONraij6hqlFHLxg+9+Rwh+1113ZTO59eUV246l05lOq/XkL54vDg6euOWWIAgEZ+VyOWbbyVQKAKCqahj5EnKIBESCcm+gmC0M6IhQLkLLtkzT9Dr1fF7r1Om999xmWxiACCOmqyAR1y1bXysv+J43mC8O9CVBX1JCICAsTU0srVZ27d7JGA08phJ25eqFMGh5bnd5cVU37HawefL1Z3uy5bS5pOSGQzfHjLjrdnIDVj67Fc+u0EBpt5xsH9UV1nE2TVPfui1PuRPrAuph00bxRCwMmO972XTqjz/z2cd/+dTPHnts3569dizRbjsAwKjnZtMZuzTw5ptvRoxKAHbs2HHm7NuaoZuWNTo+zjlDSCEEN5ut/nz//kNHMMZRFERBIKXo9ZwwjIBEUUiDMGKcQSg3q5Wrs/OciXPnZhgVAoYQwueef/E6a3B9sSGKoqnp2M5dezrt1vT09MDAAELo+jHi8OjoQHEAQIgI8TwfA9JznWwme/3vaf/+vaXSoOt5A8VCp9M6+9aZhfmZ8sZ6oS9PWaQStdftDRbzjVr55Ref0xT3tXOpQ3sP6cIGQhgwKuVH5tXZiKMImbVaSyMRZyAMgKZZGOsAySDygpBzN4xCT0Ltq//+rW89+P21Sm1odOvS8lqj2cr1ZTijUeADwbiAa8vrfhAYpqXreiKZQggRDBRCNE0FECOsuL2upmhSMCudYIxHEfX8kBAipNSgjITACgYAScCpEJAQBWLKqB95AqkYISEEkAIC4fnc830IEVEUCaGAUMrQTsS6vV7gR4ZuIqAPFIphUG/W60HXyfTZI2OjZ86d9cIAqyib78vk4zSipaH+bdtTHceTSGVMdlq9Trvbc3wplaRFsGBxTU2aeqW80nUUyyStVm1yclsqnshnw243mJtdZ9QhGDMG3B5XiVKpbDpuN5uNcY7DUCaTShAwwyIDxf5qtRpLWK1uzdBJKIUggSdawAxq9RVFVSkNdE1vNtuqEYWhZEwSWxNSZnNZKfW33ro8Olzq6xsgby9d/ekLPxkfH7k2N0cw3qxsIKRAiLN9mcHhQZKNXzp3NmnFLIiK6dzuqZ3FRFZSqWNLMhjTYsmh0pmFuautN3uhQ2EiUGx7fGi5PL9+eq66xjiOWZnkxEBhIDEJedLppTc6iYrrCeEQKFKxxNaxUrVa7tZnR3PGvlE7BTbGciOz62vEGGECYqggCOF1UkBGGGPP8xBCmq6EYahp2mAxnS8kL1w8c+/d94QRarU6q2sLBw8enJ2d+fLff2nb9h2F4kDH6a1WqpSyVCo+MDAwPDxsWKYXMSmvX54KVVU1XWu3O5euXp7avgdAAAAQQAIhEJSmaRIoo8hVFCIhbDZ7Kytru/b0IFI73Va1Uq5XKwiKreOjQv5fbEjTwsC/ePHC7Xccoyy6eOFCrdqtVjdLQ/lte3Ybhs5YFIR1Ve30ukuPPzG/srxgm4qqcLdbt2wdydDQUSxm+L7IFLJEFRIFSGjJVEqXWVOxbQ1mM7Gbjx89fuRAxrL6Usl6pfLss8+/cPLV85fn2r1ASIgUA2ophDXCqO90o8gVkiYzifEtAx/5yIduPnabrmuMRlHoe54bsl7EeK7QH09mstm8H1BFV5fXy9/94U8++5nPSiEAl+9617uMmKXo6KFHfvZnf/SFSq8BWO/Q8X1mzk70UifffHVyattz505/5Lff+679B//ui3/53cd+baQTPSnOnXzp/R/+4OGjx6CQpeJgNplVbCPw/F889lin03n3u99NNM0wdM2wFdN87cyb9488QIhdb/Rc38lk+nP5gUajEU/EHn/8iVtvOXH33e+cnVteXVusVNY26tXgrXDb9C5Ft9c2VjM5o8vDbtnzvXCkVLI1NZ/J+KyNJDAUQwggGICq5nhes4skIIZhqRgiZE5tv3Fqx41QIZplzi+8gqBayBW9nogiNjFUcJI6YF7Y7Sm2bet6Ze7UI499G2Lw8iuryVz/n//Pf9g6vVtRsnc8+BUEYEMET518/vXX3li6ttJzvJhlcy5UVX34pz+ZnJy8+aab3zpz1l2pO1dXJ8dH5+avqDZZWV3N5fOl0WGMFO5HzabDQEQwUDVSXS/PXpk37YSd6jt+6+1u2/vspz+b7s+Pb992z/3v/9VP3xjU6tP5Udz1X/3Nq+84fveOfjWEQT6Xf/Lnj0iMhaZUDY1dW3NaHRK39EyfjnGlW15cmM+k04V89o7bbg0jHwJe36i4TstzKYeMAcGlEAhomn3m7FXFSqbzA6ffeuutN86MT4xP7NjvuZ1arfHgv30D8uiuu+5+4EO/w6T0e70vf/Ur+Xz+I7/z0a7bgwAISpGiACaglFLyUFJFURBCQjCVIEKI2+uZpi6FQABCAhkAGBMMFSCllFLVVCFkRJkNE4wLEKMRDTzPA0BEnGMACSH1epUyqiiKkKLr9pBCJBCYwCAIt2zZun//gU7HiZiIGJMqYhBevrqsajnKZLMRAsgDlbTrPU4bCgEIIfUdxenpsb4YvvmmG3/4/e/++qlf/MWff2bfvtz/+tsvdrze5YcuWlpcMD+T1qjvIKRBEC/ktuiYXL38araYD33v5Msnjx7aC2SYSKTOXbz82GO//Jevfn3Pgb2f+Pjvuq4bhUEul929e2ehkEcIYUWJx2NRGFDAIy6O3nQklcyurqy0qpsECoVonhuqhsG5JIRomhZPJPoHBlTdWFtfT8RTyysrjVa70WxmYglC1Hq9kUqlAcSEaBDhMAqJovTcXtB1FVW95aYbb7tdw1itt9p+EEaBF3hdlUBNRa1mEyEkGA09z3XdYXu0ODj49pm3ZudmVIg1oW3buqVZD+u16OzZRdXUDVtLZ6319W7b68zMz/ieB6AUghuGSbmECAEAiEIY50IwFZvn3jo/OjLyzJP/8Y533x8CqCvk1KunTr/8/DtO3HDLzXdcvDhfLpf7+vp27tndbDY77XYylTRNUwghpZQKZBFJp1KB54dB4HmeputScgkkAoCzSCWEswgBqCCAIZcSYoiiyAu9rohpd73nvW6PYaQzALjkCLBUTM8lDQNxZ3N9ZnGl06irWLDQtdJ2q1WDEMPRkUzSStrmZrXhRpGGQK/ZjKJIR9gg2Ou0FABgPOE7nVMnT46MjLzn7rsB56urq//8D/8wOjr66U9/mhCiQEgQBIBTFtiJfBj2tk6OMO5UNhcjynteVTUy2RzJF/SBXOovv/B/wlrbb202mxsIUdOEui4tm1DKluYvjRZHrUSiR6PyZk0AUhoaicVyuml33S4kIB4zuBVhJZiYHuz5ZbETSAAAIABJREFUQXJowqfBwtql9ZU1Q41x2br3Xe8vZfuDKBofPZLO7+RE2XfA0UwrY+Ju1+l5tbZ3rReshn6FWEqlspaOjwuBYpZe6Mv9+OEfAYBHh4f/8L/+waXLM/39A67rl8uVoVIxnU7atl1vNPoLxbPn3j5/4UKtUa9WN+6+++5MJgMQYYzF7dhXvvq16enpe+6+OwzDjY0yRtC0bNMwgzAydKvd7hw8eGBtfQUA4Qee54aaahJIfOpEUXR9mEMpDYLg+of99h07pJS5XG5tdfnnP//58RuOxuPxhWuLa2trE1u2RJR1ut18Pu86rs7M0dERIUQYBlNTU5OTk5Qxz/Mr1c31tbXf/u3/vmPHdL1RbTabnHPHcTbK5XTSOnfuTcor//7dywP5/z3Rv0V4zE4PZuPxyYnxRF+m0+62Ha+9MdvpBF3fadWbqxvrAgaYQMqlqiQ6nerMtUrdJ+vVlhfw//Ennx8eKSFVQRJwFgHGkJSaoT7y6I9nZ+chRlu3bPvc5z7n+wGEUFPVJ3/5xKUrMzfdcuLwwYOB21MIPnf2LMJodHQMQaDrmpAQCKolEhBhACAVwvM8CIFt21Byznm3F2GMMZRCcCAl55QxoRtGEEYSYS4kAqEUxLbjNHSiwM3nB4BUdCUWeK1WszqYP3TX7Xff91uf/NFPvvfm269WylXDwmEYWIY+WCwWi2k/8MMw4n06Rv2eG1IqGOMQIYAgZSyeSvX19V+6OKNq6fPnz/UXigAgokQ33rwtjILQRUJEYRRomsZE5LpeEFLTSmBMOm3XtIzBoUK364xPjoWhX29UuPDGJoe4EtrZbIrZKjEdp7exuR5SEYtncn0Fz2Pr5Y10Oo2gUq2Xl6trx4/eIDhbXl0nVtKgRvDWwplULtvuBj2VEKFwn9KVusbVbCp5++jWieHxjJ3IWEkZMswIIKTR7a5u1LpewBLy9MzVIzdObdZ7s/NXmg6HitH1OCGDA4P92cHp9EBJFaYqLAJMVbHX6wFEQlBfRN5CsDD/1nOa6g0VSEEvzM8vXr10aXz7xMDEFhJ3FDPHoBRACCBd31WI4vo9jBDnrNcLiaKEEWW8l87EfZ8tXFue3LYDKUp+IEdZRCNWr7fbnc7yyhIVYGiohImmqSoAkgvh+pRLCYCU8vqECMTiCc7F4srq9p17gigCEAOEsYAAI4gVNww2KuVOq728suY6fhCyteVFSlnX8VKp+OBAP2XB7LWr0zu2n79wodFo7zl0xAtFef3KRqvS15fbun2XndgUkEngq0rYc2qvvfJE06l4UZMzQcMooUYKoJCJdCKGNGIm7bbTa7QojZiuAWQQDNUU0TKFvh1b9m4dHhsbGZwYKiZta6Nae/vM2fOXrvz8l083Gh0pCFEMiWM0oiz0GOWSSeaHhULf1NSuI4cP7dq7vTCQteIGC0Gt0VIIpowZdopxTlRg2OmllfLPHn/68OEjL7506vs/+P62bVP//uCDq0srCsF9uezWbVufefaZ9fW1T73vvv6xETOX8KLgL//4f+zcvmtyatow1L/9538spNOvv/oWGJvcNzBwZeGyJf8/nt772dL7qvL+xiefHG6OfUP37dytbKlb3S1ZtuQoy0EOwtiGYRDDa4zxwFAzMMAYbKYGY2M8YAwUNuLFlixZkmXJsmSlVmh1zrf75njOPfk8+fmm9wdR79+wa1XtXXut9RFDxenyQGnX3mmNahAAz/OClS3DMG3H+dGjP7ZSGURpNp8nGr398NG1jfVMoQwkJonYqjUzuUzX7eTy2SeffHptba3ebKSc1OBgz9T0qFIijuNms4moxEQo6ltZ48rsxVbTB9JCBFbW1vfumSkXUzsmR7UURRKHHhNSMAWhgILxtt9AFAKsZFuYRANShJ63XL1QqbTue88DSaQRaAVupGumaWu6iZdXlxxhD03ah++eErL98c8cdF1x9sTXn/mxO9g/cfyVU5PjBzclunjpEmNCQTPl9EKIJOAK8Hw2W6s2rl2+XMjYum40NmthEP/td76j2er68pWtxrK1jov5HhhIBaRlmVEcnLl4/pF//UE+V8xkeiem937l1rv27j1427G7MJESJVurVyYHHBLlq0sXunrqQx98z/0fvh91r50+cXKedyZu3HPtzVMT6Vx6y/ve7/zhoy///Llzb1+t1B1T+62H/9Ntt96USTsY0m59K4p8zkPBw24YJyIb80AihnTN8yPh4n974vm2n8RKMilyjpkIJRVSAOayqXwp06hseX5EsMGS2LT0y1cvX5u98snPPIgRyBcLX/qd311dXfnWN7+t67qSkhCsgLx85aJpGoVcPpNJYwoJxo5lsSQREDEpBReSMwWlAu+g0wGlVClACTUM8sSTz42NbsOUdLv+4OAwAtQ20zxhcegTrLJpfX2jks3mWrXG4tWFm2+6NQwjz/MwoXEULl6bVYnvhS3T0iRjhpmFSumYQqCoDgEmURQ9++zbb7xy+e6jR66c/AfXq/zuF39LM/gff/UrIU6kjYCWuEklZRidbmhCwzSKE9tusKzR733vUeG35y5W0w76nd95+LOf/zwk+vE3Tzzx9HM//slP73rvfYcO3x5EiRByesfMy6+8Ypim63nFYg5ACCFACPmub9mp02+fml9YOrBvX2V9I+kpDw4MGAgTqinTjKKIaJqEIOE8cd2hvgFNMzbNDanAVrXy1I9+dOzuu+66+yhjbHV15erVaxOTU1NTk5EfU0qFYkxKpZQmZBAHQgrD0B0n1Wp3gjAihOYyg4ZuKwkhhLl8USqUzRVbrXan0zEIxlo+jhLLdBqN+MyjbyucpLLCss3BgYmhoal77/1oy/V9z/c9H6hmHDOMEADQcVKGaUZRVCql/+n7j4yOjhT7+v0wkhgBrAOuOu1WFCcYq63q6i9f+PmevXvedeuBhcbmxYsX9x04WMhNRnEipNKAqtU25q9cQADs3LkrVUjPLy1BhNP5nGlaQIHYD00KgWC6RhDGCBFN132/qRHod9t/8kd/lk7lPvaJB3P5HIYOhkgJkLYy7VYr4tHI+Mjk9ATBKAwDSkkQR0EYZbK52dlZBFG90aKaIYRdLGRZFFkGZixUinU7dcsgkd/m7SrFQ1CxJHQJFCLxoYp6SplWs6NjIwxCCRDWdK4UodpHPvQRr1sJgka9VomSiAshgtZQYcTSrU5lNfaCnENL/QO19nq1UtFTBCA4Pb1dRCLohokSdtpOxX7XjV5//bWpib3799yIleJhzCIRxjEEWAGpZAw5E6Efd1qKxYgaGuYQxEkSAKVTnHrlF6+EEkpMFUSmYQAFY1bL90pJsK5ltjbVd/7vvxeyb2Gq79m3u9Tfe/bsBSkVwnh8dJzF/JcvvmgahuPYOsEUgZHhoTNnz2XTOcH5rbfcihEKI98xLUxp2/Mdy242W8ViYWRkmHMGIcCYQAikAn4YCS7DsHHPPff8+49+eO36tf379r9jkPUDF2GEECSUciFN0wYgMnRLSmHZ9s6dux577DFDp92uu21yKl8qYQjLbnf/np2FfKbrBxIqNww31pdzuWx/f9+12VmM8RvH36hWq4VSqbevN+2ktk9ve/Xlly5fvNDb1wOUSmcySRjN7JiyLG1kpP/F134UBJXHf/rUl3/rD2Ovq2GwuLz0xE9/lC3nrXS21DuQNumO/VNKYAypptE4CaMk8v2kVvdfePEN3cpMT+5otcLnX3z50cd+ePjw7UImKdtuNDte6Ou2yaLI7XQs02CcDw0PQgQglBhhqMTVyxcW5ubvOHw7kMw2aLvV+s7ffjOTzf3ef/19Tdd5HCsAbMsKPe/l48e3avVUJj06PDY9NfX6y8epRi3bIYYFgCIIZFJ2Ju1AgDWNci40zeJMSqUkppIrnRAl4djgZG95J4+21lcub20sHL7h6OaG+Ks//79aitTczVy+L5XXm92q4Vgpy/DCQHqRRqlONC6hFCqXthUQURJIpYQULJGpkoVRmM0ZS4s1qumlnrKTNnp681LJhcXltdUNjZKYq/ml1T37p+ycKYRw7HSh2LOwuGJajghFJp2TQjWrzWzW3L1nu52SYdTy3Y5gBOicoxhpBEgxODCcMJFJGwgNCC63KtWE8ZGR7W4QG5oBESUah9lYy+im32JUUsxodaUykC0fvfnWif7+od6esqnimAGFdWgkmri2ufr25fMvnTiZYCoxNUol32cvHb9Ur7XiSCho5vID20cn09lh2ykjMweQiQlSQnLJpWxhGEedWrdZoSC2TT1oLkFTlLbNWAY0swVpFi4vNU5c3xyZ9O77wMG1ekNwRqluWobb6eqangiRTqX9MAqDgFKqJFcg22p7Fy9dmZjakcQREwQohKjRO9A/NDYCEVpZ2+h6MYBYASQl4FIpISBQ7zSBcwFlIlKpnBCq1Tjne12k2QIAAJBkHEI0Nzf38kvPcxbnc4VUOt9btiimIgkEYxhEpfxgOpf++Qs/r9TWBsb6n/zp4+Vyv+d3y+Xytn0znu8P6sOlnuLG5sLi+slzl1Z9v+XYxtrmRix8hblp6IaJOy2/6wdCgFQ6T6EOBOWxzrqCJzLdkyqa2QM7Z/bv3LljcltvIacTEvn+hXNnH3vi6V++8rrPpOHkmMJCORgjt+sGvpvNpAiEXbd72603feLjD9x44w25bMb33XcsR0moeOyZuq5bVr5Qtp0MNTSISKVSmZ1buvnm2yzLeuCBBw4fPjw6MuLY5rlzF/7ov//3p576SWVzAwKp6/rUp4fv2Dnhul5vsfjBe++9cvXaz5952vM9qUA2m3375Omrl69+69vf/K3fezifSxsaanc7COPHn3jy/KWrH3/wk5NDw612O1PMXVm4vnt1ddfevauVasIYgtixs0tLi6lM2jRNL3D3H9yXy2WffPLJt0+8XatUTp8+c8stt0BAWu1N09QK+fxAf2+zXXfS1uTUxFZjARJlp8zVpZoQyjD1SmdrbvXcC8efHO0f+OT9nyqUyrXNNkNIB1BTUCcGQ6ATh6lUSrIoY5g4inO5YpLg+fml6YkDQGqZTAERpVk4EYGZNs200elqJ8/Od7uLt93a/vAH7vnAe/bWNtorC5uHDhy6emUWV8TgofSlq8vzC/VICs+nRKM33Xm71/XPnr780IMPOA565JFH8/2F3TftzQ9kmWhRk7361DOnT2U/cv8nhvLbZ2dnry/MblaWq/W1rc56usfqG8/dcexWL+L/+qPHT8+ez+Wye3bu+Okzz48NDZWLuS/9P789N7f4yCP/LoBbrS6//vrx/lwuzRVf2mxke24/eNPZ1TXLtt778Q83u/Fdd9155+FbIRCu226320ooKYXnt6mGGA85NBUGgGoB0EuD294+PTe72RyfGDNR3GhVMoXC4PAgQghAoNn6Lbffsr662T86wSFOOLMdo3dwUErRDXyCsGEYmKCN1dWEx5gSDOA7Zp6nnnlqbWX10KE7vvD5zz/95FN//3d/t2/PvqNHj2pUGxoZTafTYRTkcrlsNttut5OIKQkhgoZhsbCpawQiefLtE5yj/r4RLoHvRZ12Z/eenU7KeOGFF4+/9MqDn/zM8Zde7e8fElyePHXqziNH1jdWl5aWzp97AyKesnQJYgUUARgjDBWyDTNO4phh34+9rr/vyP4zJ08i4X/5S78+NJb/h+//DQNEIshZAliQdiwgBIvkQHn4hj2H9+25I58bmBrbvrCwjCDed+BAX/9gveU98/RPn3jquZ88/sT7PvrJ933gQ3EUbm6uz8/Pz+zaKZWybAthhAnRKeWcRXGUz5Z9PxgfHivmi46dcrvdicmpra2KqeuB10iSuNxT4lIGSbS2us6iBCm0fWq6r9wTxNH26R27pqd37drZ6XYs25yZmdmzZ08YhkKIQi7X6XQlIgnjTiYrpOp0O0TTmBBPPvX0xMTE0OBgpVIdv+X2wA2kgo7jVKp1w04LCaKER91uTCFL+G0336aA2NysJbEJCapVA4TDhWsX+vo6N++5N+s0lZAIIM4YxkRwbluW73qZVDZdSD/62L9dnL3Qv21ACCmUiAKfsdBrtvOZQhQxz3eVjG66Ye/gUL8UAY+7C9cvT2wbMzQSJ7Fp6pqUcaeLhYijCInEoPpbr77a8d1PfOpTBCkpwML8VRZ4UAmCUSqTx5qRzmZ00xCKCaWunr+YymShekDIKE7Qf/v9P4QQpNM5CQw75SDTTqJYSJVKZQDCmp1OAcU5rzYaUCiq60ESCh595P4PAyFcz0ORPz4xwpLE1HSKM7/2xYcFVysri7pu+IFrO0Y6ZUaBi6FSQkZRIiPWTdqsVIQC3nbw1pyFAA8YYwAhzTDXlpbr9a0kCAKXWbohIJlbqs8t+b2943OLq5MTDlCuYdjYzioMEsXzxSKh/rreOHf+/AMfewijUEjYbLpLK4u9fbm+/l4MUZLEbtjpy5RTWhlj2qx5ApAwCCxLCwNvfW3B59ywHC8MaCq/sVLJZOG0YUHaptQeHx0XcdhoRpYFQxZYGUvT8fXrS6Vij6HrvT29K0uLpql/4hMf1wjCEE5vm5y9eg0oZVspKUS71eor9+zaufP8+bMUY6hUyrbuu/e9uq6/+OIL5XK5r69PCDE9Pb0wv1gqZjud5ltvv7FZWQMQnDx1+tZbbu3t7alUVwlAnEGlVDqV/thHP04xaTWbs7Ozx48fN3QNY3Tx0uU9e/b88LEnfvrMc167WcimHcdMkphDnCmW7FTqlttvmt42PTw0/ORPnty/Z//e3fs2e6qZbKa3ry+MozsO3b68vPz887+Ympqant5RqzWffe5nmYyVSlu6QRvdxa3m8sJ8e3Ly5ve9+z1uq9o/Prpj/+7nX3xuo1rNl8o9hbzrej2FniRiQ/2D2UIhlcoJQYmW3qp18vn+06dOLyzMXbly4Su//6W//NqfDw0OvP++++JoixqaQriztbVVqRqWxVjSUy4JwQVnUezZlpWy9D17dm6fngCKIwBq1U3P605MT2TzGd8LDMMIvIAlSRAFlerG2vp6wStOj004mvHTxx4fm9re6nZDkdTrtb7e0t6dM+++64iS/Jmnn3n+58/fdNPNH/nIR1nCAMVACiElBFJIkEn1lEfGR3rHF2fPO5Z+0727j9159NWTLz/186uJpJqNEya6XpfSYiZlu17kxSGBgGDTMPUoCk2D2IaFIBYCcAHc2INQ2ZaulMQYX7p8cfe+6UrNn19YK+ZHMukcI8ILvfGpwYtXr6fT8Ib9+xEkjHm7dk+ZljV3qTa1bccNB25aWbq+Ub2MSBMp1++2KNbr1TCBsYTYC4JuJ7KtrOcFlNILpy8jhAcHtvUWCxTAibFxFnPDsMhQcfTDBz8ssKy59Uan0XHcwoHbZsYnejNZxBgQSRDYipgVt37p4tlG3F5tVjebzez0aLeTRLGqLbZrtWYiYCrdt218WtfzANiCU5YYKqEEK8gjhBSUSRy0kriNpYtEt89OAPeJEjfsLU1NDxUKJktaMlgrpQWjJEMc111z3RUN0YjJJHb1FBgZGCgW8tlMGmM9TlgQhmEYt7sNKOT0+LalxcU4CJWUSAiAsOJCAMFYQnQdYyJlAAnhggOIAARKAQkUgogjxAUnGEvBEyZyuaJiilDMmYxZqAlerbRi1x/s7dc1TTfNQqGEEdY02mrXwyhYXJzrHx10UJpxsby0dvfd+sjQYDrlRMFWyjKLjlVdXQi6lQsX3q7Vl1oeMxyR6jGk6jKSKBlTDQmUxBJ7GoQ0n3QTPyIO02xq9+eGhqfS28bHZ3bMjI+O9RSLGiGV9c2Xnn/zzddfn7t+fX5l3ePKsCyKFIQo9n0pBKWkmLV7psZKhfxth2/bv2dPX18/xjiJk07bAxBBgAlNe15YrdaK5XKj0zh34dpWvXH02LFarfG/vvrVTCZ98u1TlmU6mfTU5Dhnyc+e+dnx1177lYceKhby9doW50kmnSYItlpNSmkcRyNjI6Pjo2EYttudzc1Ko9n85IMf3btnz9jYkEZQq1GTgodhbNhOq+ltrtfXlqurS+vpdAbr9qc+87lcoaBppkZ1QzOTOPa7rp2ypeBRGISBf/bsGSnEQH//73zxi0kcxVGsa9rqZp3xIE64kJ5lZqCkK0uNlreZiC1Aknq9KyVyfZer0Pa5k9HGxqauX7r2ox8/9cn7fy2XH4xkSBSCQoVhiCQvZXJMMMN0YsHtQvnyqV+6nSCfnWCcSc65CDEGhqAQy6jrNSvVg3sO/5ff3L64dHZt+crLL/qt1tzi/AUvaNxxePeRD+3/+GjPk0+9eMddR2ev8O/9wyuF3LZCoXz+7Jury2uGpgPlfvSBTz5w/wc13QkiL0naL7z8zJnzJ1zXrVabzzz7rGBnz50/vWfvJFPB9fUr+QGz0lxcfn7pFy++KhI7ndLnlysGRS+/+OLROw8167VCLv+tv/6rTscdGujXqaq3gjuP3btv366bd+/ZuHT11Z88/YNTry1V14b3zvzZn/1+TzHHmXLd0PcDpVQsVcIDISWx0kxQrPclICaWgWxLUqeN0pM3veuBz3rLC+cxdvv6i/NXVl49/vP33HPM8yWh9PrcgmWmuVJMCEhJLKXhpCmlXEJEqRfGppMpD40oSBUkTAEFIECq6/oKwU63a1iWaVuj4+Mdz2WcXbk6G8bJzp07BwcHvv/9H5w+ffqTDz44Pj4hBYAIup5LEbDTmWeffx5CqumWGwQIYoCRbpkSgs1KTUrSaruNRlvTNCHZiy8+r5SoVJbOnDmxsLBg20QpKBUnlGCsQ4gUwEqhdsdDULkez2ad224+EPoNRdnkzFjvaOnff/yDjufaKUfEnqNZBEEDmBiQwdGhG3e96+CeQxha9frWyPDA2PCIBEgCVG91Hn/qZ3NLa5Xq1oOf/dzhI8fCwFdKzszMLC4u1mr1JOGpVLrZbC0tLuzZvcs2DaVU3KpjTIDiGKhmfau6sXaGJ/fcc/fi/IJhUNPSpVKJ4IZpDQ4Nu63u6bdP9vX1DQ+P0Di2UmkNgkarCQDwfZ8LoYCihFqW02g1DcNECFoWSWLWdT0AAALQsm1NI4InxWI+l8usLi9hjOIoUlJ6YRDH8dmzZ3ds3zE+1F/fqrCIMy7q9UahULBiTcCYC18pEBM+0D/+/R/88HHzZ1MTEw98+ENAAsfSMSau56dSThgHukEfeeTvgPI21q6l0kUEY56IN9847fuBoVEo5eyVK5lMZnpqyjKtOE50zXzX7Xf09PS2220BoJIQU2jb9tzcdUpwEsdQOe12fXOrzuLIFcKx7RNvvsECV7HEtuxESi+IfvULvxaFAQLAc91sJl3q7TEMIw5CnLIXF+c1Qg3DXpifM0294bmUEI1SKQXnTEKINU0CpemaiBmXHAAlIU54ksQx0SgHEgCINT3mAlF9dGISABhy1vVDO5363a/8nlJiYXUZKoKxvmfXzh0Tf9DttAmSKoqFH7S6AfPbhmEgQgPlZ1K9mVQvUgJChYHkPL7ltvsO3HhM09BWtYIhT6LA94IwCpMwDKJuo1E1DDtXLF6+esoPuhBibFE7k//J08/u3TfzwQ/dazlFQwrTKUohiyAWArpdFoZhuTzKBcwUckPb+iIWMhXnkelFyac/fd/ffPtrhXI5k08KBavb2pJC/Mn//IPzF09ev7xkSCTCLvPbHaAoUhTD7du3CymtVJpqmut6uVwGIeSHsWE5SqnbDx357nf//omnnzm4/0Bvfy8AQNOoaZq2badSWc7V68ff3Ltv38ULlyEAGtVM00p4PDkxxbjEmJqG+cQTTxw9coeUTCKgBEjieHZ2Nu1Yukb7+/uHRwZ/8sQTJ0+8yQUwzNTNN7+LUo0S5BgahiqKwrXNTQmREGB1baNSqR07cowJ9dWvf318fBvnHCBop+yEsbSpaZrR29c/OjZx55Gjjz322PbtO23HGBkd9L0uWYe5Qi9g6Bvf+q6S+pFDtwKgT83c6DL+/X/7Zxp2e/V8Wk+t11cdy95oLTWCrXbLP3bXB7sdz8nlry0sUCN1fX5OAXDixNtxwkdHxzhjCWPtdofoVrfbLRYKXCkIVKFQ9DwPAfCOvyIIgr7BoXKp5LU6mqHPzc2Vy+Xp6WmlpJQyikIFlGUacwvXPdfVdS2O/f6+chT5YRL39hSz+dx6dUOyiMfRyPCAkhwhuDA/12k1SuWSbVsQh0JIoQBWQLfS164tfftb3/rTP/7D7ZMj0/syZ06fbJy+2tdfvu3We/YfuGl2/tzS+tW449uWSQB1Paaw3vWDlKMz6Xc6TV3TgNJ5xIQQCWMQQB3nFeNIoeGBXk3L+EFgUAQFJIJeOnUdxDoCKJspNWuBY9rlfKGy2WnW2+2OW+zpd1Ipv2MGwfKJE9cwklzU07kklRVBLIO47QeSYM2xUwhwUweV9Y1O28dIT1nZbePTmVQ+CpNGfevSpbMIUHGIEyr4ANU0E28vZbE+E8dx4EeAcdjpYCBMQ6978ZPPPzNbWbR6Ms5gLtTRyasL3Q48uPcmpaiFU32lHjNV7ukbrzVjhLKcKcUkiwMOcMlWSdhutatKRBYRFk5MEg/3Z3dOT5ZzFo/DIgmlikwofJ7cfejG2bmNehDiVObti3N/9b//bHrmpnvv+8iumZ2W5ZiaBiGI4/+YStp20laqXM4LIf7iq3++trHBOd+oVJMk4TxSEGmaDiAQnFOMAQRQKS45RFhCoKBSCgCkuAIYYgGkblqIaFKo2lYzXyBhyFqdbuK3u90OIWh6YocQEhJi2w4m2Err9W59s1HxIj+IojBMxsYm5+cXMNLy6ZRu4PWVuWa9FrhXLlTOaLrJFbBN00siJDhHicSxxIHXZlk9xSWOI0pxn4zJYCFdtOyRcmH7SP/emakDOw4WCgUFsVLwySd/+si//dvJt88kCcvmCql0BtsFlERuFHfbnXwhq2Hgh8G+nQe+8LnP3nLzLbkVGF4LAAAgAElEQVRsttauJkkSBN0kEZqma9SCiCJizs0vcgFOnjp//vz5D97/EYTQwOBYNlsKQ75zZreukZGRkXa7ffrM6fPnzw/091+bnd1Y31haXBwZGmSpNOOxqRtcMkRwlMSUShgA13UJRb09hZ0zU6VSibE4DAPJ41a9CyGM4xgTXXEwPDj2+OM/q1Ya1KKVese0rOmZnUEQcaE03dQIHR0Zyedys9dmoyTWdP3RRx/93K9+znFS9VpNoxQDIIWIWDyzY6bcm5qdPd3pthKGHae0sVn3OlEoPaZql69sKiEwxqVyDqJs15XNrRpFppLUC+JipgijGBKCKdIB0KSMo9DQKMJEEhJIWe7ZcejQtG1aCeeEgoSFGsKe5yMEN1fWyuVyy21qFI+P37p96hBUEsGk3d18482nq43q6Yud6i9/JqU1PXnb7IXFjaXu1LT653/8+zOnXxUynNg20dfb1+m4ScI2N7c0A3MZzezY9fqbx2evLF2ba46NHPzoZ+8vj5ZPnXo9ihrLG9Wd+bGuF2ysNLIpzdJNCaRj6tWNjVIpD6T6xEc/fuTw4W/9zTe+/vWv9ff3ptNpQPOb1c3Z+avP/uLZtcWF+++99w9+/+FcNts33F9tN5u1pSBgbpcZVpoJzqQAhKbsNFCmUhZL4OhYMRTRpt/hFuVYDJStd99/yG+Owrj+1f/5lW9843uK66ur1wmiAwODH/v4J8MgUVIXABBDC8NIN6xut8sEhEIJSDhAHTcIE66ZEEDohV4+n9++Y0cYhoViXjeMUrknXyx2291Cudd1g1Iun0uloVBQqjePH7/n3e+emtoeS04IEQnHmmnY6eXVjb7BoW6rfebCuUa99f4PfsAw8dLitXqt6XpxwsDq2kan0965a2cQdl997aWXX35uq7ZpmrqSzLYNoZiUnGAax5IgAKHCWHM7bYuYM1NT7dYWl50jR2+4/0N3f+3rfxz6rYHhfmrQdCZtaGa77darrSO33b5tYHL7yK6gFXCVWE6KRYEQWNPNRAKk2bGAI9umtu8+2PWCTrcrOdcNY35+Pp8vJAnzfX9+fv6hhx6KwwAoCYFK4hgAGUcxITSfy6hsenioX0l++tTJwf5+xhiXUikoJZAK1JutRrUGIH7t+Bv3ZfOVWi1XKm7VtxzHgUgppjCGCKGE84R7hm0TTO1Uutlsbm3VstlsGEQaJlEYQQCiKIIQVqtVKfjC9etbW1XD0ACmQKkwDIcH+ritU4xEIlqtdpwkuVy+xyhSE2GsFIQXzl2m2BYS1Bv+ysprzzzzi5SlZxz73nvvvueeYwpCoqFTZ0++8eabv/mbD5XKAwvLFY3IwGtdvnSWEiqVWFpcQFBJqa5cuTIxvq1Uun19ff3i5Sv5Yk+hVJZcSikTJjnnMzMzge+trixTgi3dUDy2dLK8ugLKvY5F690kl7YZ44oJt9vBEIR+oOsUCP7ww/855tIwNAAVROAvv/Y133P/9jt/v7KyODA4koKQxUxIrmEiIRBChKFPNC3wfYKx4gpRIjiPOaeUhlGENCIhoJgILgghEqIkTjTNRBQoqOA7DB4JhVQQCN3QHDNbLuUFC1OOaeq6ihJEDcklSyIpYRwICJVOCYtjTKCpaYJJnZiGaQyPOJZtA0gAxkBxICIpgk6nsbVVW1xY+c//5VY7l/JbMdW01c3aRrW9GxpXrq04jtNoNGzbTqezEkTpTOHCxfO3Sq3RTbiCumkPb9vmhQ1MEqKj5ZXmrp1jg33FUj6PaYdHXLIkm3b+65d/++73Hs4Z9MjRu/oKub/4y29kHJ1S1N/f09vXN7N7VzaXk0oJIfLFYsJF4vnUcGKu3jp13o+VQPqJsxeLKys33ngjj+MoZtfnFuqNVrVaPXHiRE/fwNTUFEEYARWzGEDkOGkhAefy5VdeAwD8y7/84DOfeVCnerfbLZd7T5w4cebMmXK5fP36dYTQe++5+95731co9lip7JkLs5uVaugHdx05lHVMjaI9+wGhOsKYq1gK0Kg3D9xw44EDN05Pbw+isNlqcsF0XY/DYHl5uVLZana6r7/19tLq+ku/+DnSaDpjB4FPNASgsk3LNszf+29/Egf+4FD5P/3GpyXQjtx19/HXf+mxKJdND2cGdA0JFuXzdt9Q79jk0GuvXPzEgw8+8sij5y9f3D6z043ihHMu+OjYNqBQFMYQYg3T4eGh//4//geXsuN2qaZrmiYYE5xHUZTL5SihrXoDSuULfv369Xq9bts245xzjhGGCESh32o1ivmsaZoAAIrh8uJcqZB13Y5QSvK4lM1smxjVMEySEENU2dxMZzMzMzu4ZEJwAiFG+B1a9Vatdfr0pWP3fOiXLz7vWFqlLSSLKs3FjKWPDJb3jN+yf2rf1aWzJ86/7gUdQbkvknzPMMY89Ntx6EvB/LYnJdQ0DRNINMS7gsvY1HF6qBRE3DQNhAXGeLh/aKSncOL1i5KpdqPTXe/29BdaJCAQVTabXMFmczlfKBdLOw8cvKPb9h75138tlSk2HRzzKInCBCQJcKstjNtdtzE+PhYj3qr79VrLMjLry/W67mqaRjWwsbkS+AxjRAjmBu4SpQWNhDFgGmlLIow0iiRGnGCcceBH3neXr3griZYata5Aux46lHBbyXSrGeUODgOIo1hlsqU4kSdOvCVUUCrZWQe77a2oemnbaGlwz0ASuDzxco4+OTps6wTyREOIQ6VBoQCGAqadPJOmkyonhEHLef99Bz77+dFyz4imOUoqDEESRwAgCAGQkLMECIwwUlxIqbzE7SkWlQJD/QMJF4wlQRB4XuiGQZDEWAEeRJgqBaFCEgAAEYRAAQGUAkIpBIFU4LVXXlmcX7DtVBgm1VrDshxDg+XenoTHhuVgqmFMhFQQK8a4ppNmuw4BaNRrfX196YxhO2R55YpmSM+vv/HGSuAHXX+lVCyFceT5DFMa8yRXKCABdZpBImSSO6o/8SMUsNG+oZH+wZ2TE+MDfYO9+Z5ilhBwbXb1iaefOXHi5JlzF1tdN+FST2cRwL4CSSy8MPajsJTPbRsfHx4cOHbn4fHRkZHhEQWA6wdBFCfclVJRqgEgEdaYhOfOX/DDuNn0nEz207/yq0Hg/5+//mar2U6n03/z7W/blhUGQWVz7cD+Aztndli2WalU6rUtndL+vt5zZ07PTE+lHNsyNMYSABSlWCkhJVMADQ71maaRTjlxFLcbtTD0KIEsYRRD1+0WCiUmAMaor78XQlCvVSZ2TEIgEVQIAqphz3Mty1pbW/MDr+O6TjplAUcI+YUv/HqhUDAMwzDNjdXVlG0iqOI4qVQ2mi126crZ7TvGfK+9srqFCYAo6TZabtjYPlWoVlrlUr8UuL7ZddvtOw+/6+gdh8r5vnTadP0tAnWhQJTEgsdUAsc0sUagpUNCGGeHD71nY2MDUyeRQRBHmmYwoCCQQvL1zdVLl89+4KMlBIhHDKQoxQbBBOGBI3c9TDQeM3f5yo44YZdOBYvX2H333qcAvXDuzanpQai4knJ9dSOJFeMCYRR4LiRC1+iRQ8euz67tmMxk0oVf/uKXly9ffevNixOTo7fc8D7P24r9KGWXDd2yHf2hX/mVie0TP370sXOnz7Va7T/50z/90he/+KXf/e3nfv7TTqtRb9Q6neTq7Ozy2rLX2hgeLTOdOf0ZwzJ+8Mg/7dg2lbWTOEo0ooWhj3V7eWV9YXF1fX0LKDw/v+A4qRrr7L/lwLH33912gx8/9WRvuefCyRPd6tq777gx7FZ+70u/du89H7791vsCX4hYFfKljWiLCZCwJA58y3F+5XOfn5u73mi3esvldrt95MiR4aERLoSUQEqpa2YcxcuLyxjBfbt39eQKFJPBvoH5IBaci4QN9PZRTKSUGqUIQN/zpJQYY845pRRAzJgQUq2srAquUk7ujjvuyOZyW1trYRwJqUa2bXvg4x8jBO/eu2vvvl2ra/OCx/Vam2DAWaRRI0kSjGFf32ClsgUV5QwkcRQG/tjo8I7R4c3qip4GSAuJFf/9v3wjXaTUNFfWKn39hciDUpf9uYGZwf3vvv0DDs1CBoGGuAIaoQIADLECUgFy8tSZXKknTGSl1sjni7YFlOS+HxQKhXy+KJTcs2ev57pxFHteYFvmO/3WuqFBCKM4CaLYcZyEM54kpmX6gZ/JpBmTfpRgTBgTAwMDwwPDzm2W7/vNdhtg3Gq3zpw5vWPHjtHRkSSJIYT/fzyAc0kI8N3A6/q5TK7ZaFYqlZmdM0AKnsRTk5PNZjOKIh2Rzc2NOPA5Z1Yq/Y7cOp2OqWEuROD7K2vLlGqQAC0mBtMxxQjRQmGAc8g44Aqkc8UkCnSC3MBvtr033zp56I7bCKUrqytH7jzgB/7W5cumkyeU6LoWBN3RsXHTNNrtJuf80KHDnU5H1w3X93fv3Vfq6c9ksmEYSykVgEjHQogrVy4O9PZemr06e+UiS8JtYyOvvPhC30D/qy+/IJOomHMMSjyepPIZw7K6rZaCgJgagujkqZOZfH5sYjSdyQjGEVCZdMqxDJ3g0HdPnz1vGnbasm3btixH07VsPhtFsW0YkR8YpiWBRAqwhCkpDcPgUAEIhBCEEM65VAgjGkcxIUS9881V3NTNMEykwpDAbpxoACGgEgw7CVNxhJUiCANCgII64SxhAghIJCaYAyagkEIEnTCOY9ryEdAwxphATCREEmm5cn+q3DchAA4ToQj1Y370ve8fGh8bHh1SkjMhwjCO45hHjEXteqt70633Lq+7CvJW1z197jQholh2osjP5x0dW0qQXTtvcEymGSVKLMgpD+XOmf1vvn42q9lcqGyutGN6Ol/qs0wDEWN829jqyoqm0U63SxGwnMzI6BgHJGbK1Cki2rvvfb8QgnMOJWdSIaohTPJlo3dwDGNy9N33UaolEnddjyAEsYqTCGMCEaE6PnTnUYxh4LWDkFGJTTutEJEIr25UN7cagwP9w8PDQcLDIHSDuOtf7xsYGpuaAQDqFHHFkigmEEAYU40CAiDAAwMDKSd14cLFU2dO9fX16Ro1sY4xsk0jm83u3YuEUL7vHzp06KGHHqKUNBq1KAo8L1QKchFns6mVlRUgAQSiUosLRadcGin39F+7trB710yuvxCH7VSaCOkmSXzixMuvvHJmZXHroc98+q+/9R3P7R47dqzT6VYrtb6+fs5FFEUYoXe63pqtjoJQM3QLIM75O3LNZrMf+9jHopgJLgyqIah+/dd/vd5q6o7leR6lhCXM0A0EBAISIQUAt0xLCuZ225SAq1cuFEqlW2+8oa+v98yZ0wiq7333uw8++IlGo1YoFoeHBxPGTdMQYYgw1nXN8/2nn3wKYS0MOm+fPHvkyGHNyAIcKMmTBM5f36yZJJ3Rd4zfuGN67+zypStzl7bceuRGkghT02IMDE3jEIehiGIZ+wGmMguQF7S4iG2UUQAatgaAEAlbWphfmQtNWuQcdtse1GCt2qysNQb7y9l0QSq0ul7dCLfWNvjVKwuH3nXkAx+8f239GqVhHLlO2vb8TrNZTVyUL9rpjAqiAAGczeb8Lup2meCuZSedbnNq+wjRtRQ1um6XCIi4ZgiFEKUUYAQNTIgSSZKEiEgJ4yAKIDb6c/1lYDjIX9kKvFjDZpGaPeN5A1MbKgWV9DtNrCWlg2Nedx0pt1Q0xkZ29JdvFXEYRQHGWZnEvt8VYVVwggBudP1MJuMCx7ZTvh+zmCRCH53cub9vSMsWgogxSIQQceQLoTRNAwohhAFAACAuuJKCQioFAwCwmLMoJoRQXVdSWpqZthxQBJiChIOIiYXl1dX1zY1KNeIhQogQAjECAFCogFJR4LY8r7+3WMpnbMeQkBVKWUK1VC4tJU9reZYwiAnjinOmIxrHsWWanDETqUZ9qdvOnD3/RhAvHX/rcqNZcSyNEJJwJohW7bimZjAZRX5XKdnagBPbpliXtNZqRadsSXuqN3v3oYM37p0e6it47ZZhpojmLK1U/s83vv3kiy8kMU9nMwBh3XKwAi3PlxAHYSTDyM6kbziw/93Hjtz7nnt6SsVWow4hlhAphXTbjBKm6QBgVMgX0+kMwMQ0nQigZ59/8dLV2XyprL+qua7LhWh320KJD93/4Wd/+nQQdI/ceUcum/3TP/mjVLmQz2Rzubzf7babzdO1Wsq2v/D5z3Y77TAMGGCapvX2lS3TMg0dQcgZ89xOFIQAAJ3iyIswxgAhQ9dM08BcLS0vnz17Po67V66cHR8rzUxNQqxduz6vUaLrBtU0RKCESiHghT4EECFcKJY0w4SYDA6VCUJbm+vFYlYKwQCq1bcqm6s9vYaSrN5YjxJhGKbvNxw7lUtlMo4uGNVxcax3+2c+9Zmbbti/tbkeh27ku5QQFkIOYcQTDSONYJ1QalA9kwIYddqdcq60e9ceiFHb7a6tr3e7nTgJNawTEt90x80b68sEZqSUbjckhHPuQghN06y1uVTStu2hnvf7cXf7tHXosBYySTWt0Vp58+2XWvXu7bfcnUQiiUOFFACcmKBUzrz4yguVrcr4ROnZn73+3e9+49ChD0uBvvkX3xwdHfvx4z+cvXZuQ1SgSr785Ye3bZt6+9SFF154odlq/+Zv/TYGcGx05J//8bvHX399bHwwlbZyMj3Qb9x3z7uOv/LqRx74iGaZ1UY9iIJ6t5W3rKhe7woQM2alHd12KvXWH/+v/82ZxjjLF8wgqGbzJs7qj/7o9ZeOPzY9s3vp+hwZG/vLP/jdzz/0qcunfpm3VSbDz558+e477pWUNOqtxx99IoqSwaFtu3ftIkQpIS5fuLS8vLx33x4hOMV43569w4NDYRgKwQghUiod0888+Kk4DjNO6sqly1PjE6Vc0bIs0zT3TO/cuX37uXPn/EDYliWjKIkTAMA7YNUoihzLARIevfPYxOSk5wa7du1VSgnBgFKWYTVYS8gkSoIUtTGFCKn1tZUg8IDiuq4ZhgYAJIj6QVAu9WdS5dOnzmNEQi/cMTU1MtJfWb2cLTm//ZVf+/Nv/NkPH/9/b79jRtOBaaZrtbnKRsJdiBLx+c/ddfTwfbGrqLIAAApKQnHXC3THJpoeMv7cL37ROzxlI+RQM1fqMzQKhNA1rBRMOIcQR0mMESaExnHMklgwDoBI4qTltkzDRDRJOBcAUqr5QWgYRsJZs9WxnZTnB4WeUswYRAQoEETRVr1+7fr1tue7vnfp3JliqTQyOuo4jud57yy1EBGIoB/G7WZNoxpncmVlBWPcqNez2WypVBrsH9ioVoQQjXYXYCQEx4DmcjnDMFqtFkWgr1jgjIeR1+40FBQJSxRWECHTdBDUBvrHCDFcv2vYVhj4hJBMLsdt58mnnj6wb+eNNx18+DO/YdnGve97/xNPPJXOlhWSUawKpdKXv/LlRx99tOW2c8Xc6NjY5cuXAQC2nXJSaSaUbpqc/wf8T3Aex3x0bLhczusULy/O5bLZhx/+jSAMZ+euX5ud890uwSjnZH23E4e+4DJRKEmiOGGWoU1sGz+wbw/CxPX9OI4x0jDBPYWCZegQiEa99sN/+kegIAAIQAgAHBge/qM//6pBSKfTvX75Um9f78j4aLfVqW5UsoWik8kaGlUIYoigkBqhbuArBUxNj6KIUISxgoAKFhMIleQMAGRaAogwirc6nXYUGhBLHmIAAQYQEY29E4MUECIlpRDiP/oisUY0ahiOFEgBCQlKRCISASFQCisFwtAXaWpQQ0EYBn4q17tZ7di2mcsVC0VHcOk4aQIxIPrywspLr73lJ9xyUhJYc/MLzz336kBfcdfOmfd+4J6LF5Z6S9MQhqtr1xACmXTPyvLs+z/0wVS63GpsvX7y3Ojo+Cc/+zkAkATANs2entL8wnwmne52OmnHSlhCNV1KGIURQQZBBCGKiNQNKOLE0nVKaRRFlqYBACilup0JwxBjbGIdQZAkoW06UikhlFIwYSxtmZgzwGOiW2EYLq1tVqpbuw/e2Ol0tra2FKnqlmPYaRZHmWx2rVpveSHV9ZxjOwZCCAHAuWAyZlBgKWUchncduXP28pXqxsauHTuE4n4QJEnSabby+YJSQEmYTTmlfAFD9MZrx0ulYjqd7ilmMMa6SYdHB5gQCOoEkTjsKmlEobd39y1XLvz73NXV3dM7mkmYcUykBCVO5HvHDt+6a8ft33/kB61WM50FhULh4MEbr1+95jgOADAM3zk1walTpy5fmc3m80zw97z3vjiOKcaWZZ06efLa7JWBgaGDN97Mk5hxvry2qjAqm7puYCGEZRpJFFNKbrnpxt3xLgUkZwIoDoAo5LPH7joac95u1Jbmrx08eODShXNxGAAoP/ThD1hWKgg8AFASR1hJqQRMQLNRW1q4ViqVFAsnx0Y3VpY1DCmiSawQRHHMQobaG+16u9XTl50e2rd9bM/C6uLrp17tdNegkZTMEhcgFNjARAAhuCJYQRxndLpV7zba9VS6KJXkPCkXik6qtm0yU11PYAxMk0INKiglkm63yxJeb7T9UBKKsE5CljzzzBP5XDFfTN1484xpy9NnjiMs3XZUyg1tVFb7hxxIFBdcIUx0nSTSj+NYRoVS3nBS9XqzVXeDMCJLmw3D6W/WNjvNmklINpWxdRsTTDSHxRGIpcv1JEBzG24Qx5DmEB1MpUxKHQA0LqCSzThy3fom5F1D+XmD7RjRe3t7o7iNYdXd2FQcSSkkxkJxg2DkOEIqiIidNzmEPujl0M4MlNKZgm5lITWZQB0XMIkFEBApiAChREoJABScAYgkgBCpOEkAhiBhEEIEFZdSCIgYAwAKmAgOAIAowUABitCO8ZFtIyNRwlw/aLdb7U6n2Wx2Op3VtcWLFy9ubKz19fZOTk1ESey6TRwHY5OTCeMcSQGUUgwSyATHmGhIh0pSRCjSsICddt1t169cfjviXWpyheJcAQd+ApTMljKBApJJHgrHyQYdXzGWwxniw55s/l1Hb5gZH54aLudzmYxjJWG4vrx17drCK8dPvHXqwtzSpgTYyZcZ51IqzjiXEUS4VCg46dTI8PCevftuv+XmvnKRYCwYf+vNN3t7+ytbtYXltZhJy0mPT0zeuG9HPl84e/b0m4//f0S9V5xdx3XmW2nnvU/uczrnboQGGhkgQQIkIZIKlKlAXlEiZVnSWFayZyz53vHYnpHH8m+u7bGvw0gWZVmWbMtWzhaVSJAEQRAkQRIZjQbQuft0n3z2OTtXug/w3FtPVU/rpR5Wre+r7/8Ty0kdPHJ4bGpidHFhs1l99vlnnvrh93Xd8IMAY9xXKnbcxu//we8KlgDOkySiNDj72hub5XJ5fdWx7HqtQjCen7+2uHirt9RTLBZ02zAMQ1FIHEW+1+WMQgiSOGaMOo4jGLMsGxNCaVLe2mq6nZhS07bf9MCxtz50P8I4Zxu6bnbCUFPlVrVRb7bDMEqljW7X1QIsuVAV1Q8o40CDJsKo3elcvzm/trx4+ODeOArsTCabtlRCLr5x7o6ju2f39cZxbJmZanUhnx2au3zp0IEdxcGho0cemBzbqSvmzau3FATjOFGwKigHgEuJFUN3NM2BiqSs3mqde+GZG1ev/cavfbh/3AE0BlBLGyljIhMxubSy1GiuKpBhW5/eO63GyPdDTABlAUKAc971A4gIRmqn64UJFTBy4xqHDEAkEeh6daLKnbtmvCCBUugWIAq0U6YXNMPYD8KNxYXzXc8fn0j3FHOd2kldy/zX//zzwcHBxZUtw7IgSor5/OlTZ1aX6xIp//jVfxwYGPrCk09CAJYXbg4O9IWBe+HihXuO3z00MmKntdfOvgJosnL9hpNKe1EYcc4YS5lpzCU30p2k0/H1YnYo1joo0y/iqJjXMWr3pAu9RTud1gdLKo/V+efP1TZbdkP83oc+bSZx1IzyPVY+rTbr7STsYp5K287qwtL62saN64v/xyOPuF3fcqxbN65XKpUHH7jPUIltaT/5t59cm5t7z3seUzFCEACkQCZs3bQ1tZDNKRBVNis9PcV0Os04x4YdRVHbdctb6z09PW9/5JFCT0EIAQCilKqqCqlIWfYNtxP7oa6qgiZJwuauXg7DbjptNevVVNou5FM0oYDTv//7L50/f76v1I8xFJwpmPhBaBr2xMR0EvFG3Z2amL566fKhA3stA1XKK0MD5m99+mNn3ng+34NLQwNbW2tD/SWCzX2793OKNKYf2X3Hnj1H444UlMRSqhhLALiAimYBpLW7wSuvn8/19Oq2U6u6EFAgQbVez9hWEjOEMYBYVZGqqoSQOEoMw7Atk1N2W3LK9BQQxlJKIUEUxxvrG0MjYwhCmkRQSsZYIZ+P4wQhEscxAajrdvr6+oaGR9teFxH8vvc8KoTgNO52/CiKVE1VVQ1AyAVwOx1dNylNCMZSSse2Oq5bKpVGR0YpYwAAzkUmlz92/N71kZFKtZrJ5gQA/f0Dta2ylHJjfSOmXjpjRYmPFEQ0hVIRx2E65RCiuK6LCQ7iLkQAIOiHfuR5k5MTf/RH/z0IXMqi4ZHxtbX66lq9h9qKgblQJISGYyNV0RU0M7tbM7TFpcV8vtANulEc37h5S1W1fC5vGAaQSFUIY9H16wsIAgWjdDqVJNH1ueuarkEpLdtAEDz00EOzO6ctw/A833LSy+uVK3NzXDDLMl966aX561f3HTy8d/+BjtdVSCqOY4wxgjCJoiShQ0ODjmVnnEy93mCcF3p7VSDbnpd4nqRMJHHaNJeuzwtKaxvloaEhP4okF4QgBMG5l17M9xYNw8qmc1nHvnjh9Up1wzD0dMopFftMw2GM62qKMaFhTSXSNhxIfYU4gnGAiJQIcCgFAhJAADnAAgjIIZSIUgEADkMqAQdACKlwziEkjElCFIyRaRpCwG4QIgSxovf2O0EQYIRiKkAodM3odGPCCVKEZlinz7ygWqYfRv39gyMj40MDY1AABM2f/UMqoEUAACAASURBVPz5idFt73v818PQFSJZWVn/7nefGhnd/s///K2V9WU3cNOp1FK5ee3W+oMPPBhRbgph6kYSBjyJhIIhVqKY+mGsGI5pqTEVXACIJE0oxphoBgMyjmIAYBREhGAiJKUUISwBxKqOINQUFUCJAFAAAhIqBDMWZfO9AHIAoJESCKL+4XGIkBQSIZiEIU0ShABRlCAM0pl0a21TQpArDEAei5hLCW/j5RDjpmGk05mHH374+PHj6YzzrW9/48iRQ5OTkxcvXkw5DmcMIcQYc9vx5ORkeXMLI1ipVGzbikPvne9814+f+sFzz84FYdLbN8wSaeqZRr09PDyIceF//o8vfOELf3PupbnJyWLYjqLAJTicHN9bKUfnXzndrld379p57vULZ06/yLkcHh7u6em5HfAcRZFpOXNzc1tb1Uq1uvfA/nw+xzhPksQyjHq93u12DUOPokBX1Hbbfe65U4Zj/8q73tHttB3bCf2ugnGr4dZa9aW1leGRkTiIhvsHSj0FyzK63Y7h2IVs2jKUocH+jfLa0NCgaVh3HDlKGQ2D0DQtgrEQUgqR0HByfPgLn//ruSuXn3zyc5YGegrZjol46MdU9YIIK3aYUKHonTCqXVndXG9kbH1odOyho/mV1UsLaxeb7RoAuJgp3ffAW1fW1xY3rq9vLiZJjQmWzRYbzbhWCTUNYgJr0sfEDsIkiUMugGWpHEqiYd/zkiQKwogQZNkIIAShz1mEkdZq+UGgEsXbPTs91D+0tbUxOzO7vt5QDCXhzFA1DNBmpY41S2EIC+AHbUXPd4IolenpdjnChISY/8lX/nxrc2n71AiBsrnl1tb92e2H33bi3XFo+l7MYI/hFGAmy5DJEQGS8aTLvAamEQsDzq7rGhoskP6iY6smEhEQMaebOsFRRBPKVVUDAAhIEHEY0CXQkWZpVsays7plFVM9EGqCkYRxhrngTAgFIQ1iQQAVUDAmMAIYon9HaAouAZCSS0kZlQhCxjhCGGMEwL8jW/4/3Q1DjgAQEiSREBIiKW0VO8Wekd4SBFBKISULAr/eaFRr1XJl88q1q6Hntrpr27dPCMYSjqCUEAkIgBDSD7zqZq1WrdYqZQkYQVpvYZeiIQ5jL2y0OmVNA0LGAWswhpmSwnpD1wzfj3tSxYGRvuFS7+E9OyfHh3ryKUVBobt17qXnX24Gi2vts6/dXF6vmakcFwIiLnQMAEsCyjmXXOiGdtedd+zcvm337t3TU5OKQjijcRLx0OcQIaIOjYxevDJ/7vULtWY739OraJ3/9tn/e2ps+PixY7t27dyz73CukEtnU9fmrl6buzI5MfLQ2/+0sVa7efNmb2/vgQMHisUijUPf6y4urWYzKQjEQ297y0NvfyiKom63u7y0XNnaLBVL23dMjw4PE4KFYAmNW40qBIAQIoQgBAMADEOPY6goSr3d2ezW4jiOkgQAsGNmDBNMFKxqCmWJECL02m6z7kfJ6GDv5PjwjVu32p3O2np3oTyfsaYUokPKdUVJoGRJGIW+BGJoqLS+Mjc0Uuy2Gw13c6B/QLBwZKA/6LRq1QoAQtfSdx06cnD//f19w7lMCkjh+17stxPQUYgmuTS1tOQAYaIYjOpqwHmnE/ixD4VIVDA1NXlgcGg4Ec0r591GM1Xq/8VL50ZnDv7lk//w9Aun3vLwiTvu3vnq6z/Xdb5ncnxqbFdvcZTFRhQygjAXQgjBBZASEBNRASREEGoQq0LwZ589nclaww9swwDqxNZVhAhrt7dee+OVPftnDuw5SGOuELXZbCdMPHx/fnllfXLqrYvLG9dvqowrUaz924/PL/6onM/M7ZzdffjgwZWVVRZHhOA77jy4b89uXSN7Z2cG+/sgBC6PZg/dEdRdz0+kCMIkYVhCBRs9GSllkutX7MHNWpgvzPT3ya889cNOZ/XWjbMbyxdb1bXlW/M3Xi8rQFOBlZQbKQr9tbVu6AoiCXKGB/swouOjo37XVRULI0IURTP1bNqOgoBAArlM2+aNubrbrGdTluBUCrq5vtptt9K2hVVNMKHb1l/92Z/OX7vWP9D/v/76ryEXX/vqV4dHRkp9/T3FnrOvvNxut/OFXG9f31ve+lZEcBzHQkIIoRCJhpGlGynbAoK16u1OJkcT0W62yxurJ+47fuTQ4YhFVFM5oy+dOX36hRds225U65wzhGCpWMqkc7qpt1qu74dTU9Ob62sn7j3iuRW33rz//mPv/+CJr3ztK5EMOfOyZmbb+Hir0tSNlCqtTLbwjje/K6Vm4hgBoBGsEgQZp5BACgDS7Tcuzf3y1KmJyemsib7/tX+978GHsOQ0YbZp+r5vaAqXgijgwoXzX/jiF++++9hHP/qx119/fXV55cjhwy+ffSmbSed6+2zbNi3bSTkQ4e07dkRhkE2nMYJASgyh7/tMipAmNOEsSQb6+sMoAgA4KUcCAAWTUuqKEsHAsSxKqQRAM4xqvaGqGgBobn7+4P69UsryRnl4eDiO4/NvnK/Um8MjY1xiJ9cT+l43pul8wQ8CIUE+XyivLq+urkIpbMdgHAW1FsJUUZWECSHAwMBQHHEAYEJjSIBpWinTqpXLgscf/8T/1dub+dznv1QqanFcuTZf9Xw6nSnpWjphoFavqDpJWKzpett1O27HtMwwCrK5ggCi0Ww0m61jx477vu84SDCZyliu24qCgCB45PDher327W9/GyB459GjmqYfPnzH07985l/+8au7Z3bm8/m9+w+/+sYFI+V0ul0mRaW6dWPh1sDYOMRIAhAn9POf/1sVwU6n3XZbtxaWRgf7MMQpO8XicGBwkAFY29yEmOiqAgRzTBNwxiktr6+V+voj34cQcMHi2C9kMudfPXvx/Ou/8cnfytsmYmL+0htnTp/CKjZMs5AvlYr9e/Yf3HvgUBgCwEHe1hyiEshqmxWCMRMAYoVjpqkaBABBiCFUiCaEkABwLoUUEAGIIBeSiwhAwrmQQqExAJALySDgAkhCiBAsoQwASClTVT2OaRRRCBGCEDPMePyXf/M/3I6bUOq6fhTyMJStmsuY9Ojm4tLN1bUlQ9MBkP19w5ig50790gv8fD6b6x+YnJg4e/bs/K3lQs/lNz/4Nj8M8vlcFIY35uentm3L5ItdP5AAAkgymdS/fuPb515/7eiddzzxxPuWl5d++fRztm2/+c1vBhAqCpFSNpsNy7IWFxcUQgYHh3XNoIIJwXRd51xIISQVuqopCkBISSgzVJ0LISFinAkpVKQatq1zriDEWFQoFZuu969f/8aBgwd/9tNrBNBCNnPgwL4oiSFSkJQSkNfOX9qxa3ZlfXP/gf33vulNbrutG2ZvX/+pU6cOHjyoaZoQ8ld+5eGnn366Wq2atiUB4EKahvqNb3+tXN4IoyiVzkkuFIITSiHUbt6s9/cXX169mctONmpllURjQ45CjDiMJNXiwDv9wiuL6/VMvndlaeEd73zk0qXLURD1lnrrtXq366qa0mg3a9Wq7/uUscnJSSEE5xwBwDkPggBCODA4SAiBCNZqtSiOJ3dsz+fzUvKRoaFzZ15avHVLUXQGuKbq7XY7ZdmU0s3Nzd5SaXOzPJGaXliYL/X1nTnz4uT09PadO59//oW56/OTE5MPPvhgEjPbtgVUWBIXsukf//D7Vy688YmPfuSl08973fa1y+cdxx7q78vmiwyAWICuH3p+EHle2G4H7bbXCjbXrmFMB0fGZ+8/3HJrlXr18tz8N/7ue/uP7J8Z2l9fbmlpJQjD8lbz+vXK6loEELBNXOxxhvsmUpZ0SdmxlXQx2+y4HLBSKWcZJufCD6KG6xKiRl4TQEgTBpAiZby+dtPQqapilsTdtrvv0M7lVbVYSrfaNU3TB4aMW/PrVEohJdFJs9OsVLu5XAFBFQJIAt7FPWKsb0wQ1Q+hzDg21EdmH1zppHJOXy6fC5kBkIJ0EwIRdBssrqCkRYNN6Lfyjrl7V69uqR2/3fG3AsFct1Xdqmyb3kkYAdBAOkoUTBMAkalpedvpTWX6zcKgBFocMwEQwtQPGEukqqocRgIICBFCREouZAIBUFUNCAmk1BSVc3H7BmAgkRA8iji6Pb4FAAAhhELQbcAYxvjfPbIISikTxriUEEIpJecCAkQwxhhLySGQ/b2lkaFB07EZ567fPfPSy82OG8ZxFIQIS4ZAu9mav359fb0MgdrX19/TU5RSQAhYZCCiKhinU2OlniBJXMY9FK/Vq1uVhpvJSd1Eh7ftedOx43ceOjA+NCCSsLy2Ljl4/vTZnz/1s4vnLzS6iZF1ONHVvCWJZAmlcUQDX8XENNDI8Mi99x1//PHHU7YtBdvcLPMowELxva5ummYqRQUkmq5KvF556fLczaGREd0wGo3GfffeU6tsLS4s1WpVztnaM6tnzpx59LFHWrX6yV8+/fWvf0Md23Hx/PmTTz995vTpI0eOTE9NPf6+905PjP3xH39WMOa6ZYSAZVmmrj1w/4lsNguAuB07KRORJLFjGKHvpVIpCKRp6FJKx3H8IHj13Llms2lZzuTEtu0TU6ls7ty51wDQUulsHEdRFAGAAYAQ6pmsmYaAKIoEvJC2vv5PX6ZJmErZGnMVxBmnIkEIKVHoZwuFMPI3a2ub5YVH3/WWdMr+t59+59lnnx8d6l1bX1aVYqvJjh8/dvzYiSggpZ6xdituNwUhQlF1x3SCIBRMElUnWFOIjhCOw1an4wui9pVGbaxSSUMSw6A5moDL3/3J9Pjw8s3rPzp58r53P/rNL/zVrz/xob6+nocfe8eRY7NcuN//4deam4tffPJr9xx96D/+5n/WFCYEA4Im1GeMAQAA0AWDEioYqQQbkUxGh7ctL1/dWF8aH9vJGI1jjQisq9nRoZ3zVzZUVf34h/8LZazT7S4tLTVbZ7/3vVNveZvxvR/+/KGH790ob9xx172vnb9II7u6uf7Tp65FEe0b6KM01g0Fg/BP/vj3LcOIw4AlSaflBpDXu17GchLAMIgZphRS0zKJBqWKnVJeACU1hPJFbatVf+nsL3U1+PlPvhG1G4aA5ZXamDO9tLSk4tD1PNMC2cE+d6117MSRjcpW//AE0ipnX3ztnuOPY0VCjAABSIXd0IcYep5vWDpS1JuLC74XEKxACFVNExICCBFCqqJ5cSil0HUtncvEURSGgaIoX3ryC0jX9u7b53pevdV66KGH+oz+a9fnvvg3f/PoE0985CMfDYMYK4RzSVRiGFqtVoni8MaNBdtycrlCnMT9/f2IkGsX5yamxmnMaJIAKRVFETRhQkRRpCp4/vrVqW0zjUYjiIPxyYko6gruu+1EhcEHP/LI2HDpsfe/f2bPULqQlUK+ce7Gemar4BSzA9bk+K4T9z2YeJRBpGtOGAqkgEQkEHMmBFCsk6devDq/SszsN77/48tXrk1Nbz/xAIdCKBhGUQCkxIqGsARAarqiqgQh6DjOyZMnFUwmJ8b/9vOfQwBCVeG+b/UU3/ve9z700ENBN4AAeB23UauWSkXHtrPpTDfwuRBO3jFUAwHIuaCMRZxChFiccM6TMMSZHMZACgkgcjKZKGGVavXWwgqlsYCSKPjg4UOLiwuKotQazUxPb6FQzGQLjY7nx4kfxNmMwwQEEEMIva4XdV1NwapCOt0WQpALmSQxIVqutwSQIgUVQiBMuOC+F7IgipPw47/+wUOHZilvVyo3VD0wDewudRQivE5L0xwg+LnXXp7eNrmyvLR9+/a15bV02g6CbqnUl8mmEMbZQi6TzaXTKYKwFExRCEtiw9BZEg/19Xe9ThiGnW4nmy1IgChlvhctrazRwJ+/cevatX+Ln/xSaXj0gx/+cLVWE1KESaSZlmXbCWWaptcazbOnL+2d2dHX14cQunbtqqnqmXQaAAtjGEWRF0cbmxv5np4wjITkSMVRElJBB4YHnVQ6iAIORBgGPIm8Vk2KGIDESWm+7xJMQq8tJVUUlbMkCrz1leUDBw5KmiBBpaC2mTJ0jCXp6ytAJDteSIXsRFF9a8sxLYxQ4HchgBhjXdcVRVFUrGJTCKhrShiGCkFEN4BQAEBSUgEAAJAzHASBYehJEgMATMPw/YAQpdlo2bbtZBzGknQm1Wk2GaUIQFtVUqajqaY+Mw0hMhyVJgmNYs4EEFLw5FO//YnHn3j06tx8o9nc2HIbjUa32SoUchdef63Vati2mUplVM089cKZYv9gniYJo0xIFQDTNL2Om89kCrmMoJFKgO82UqbqGMrtT0gQwpvX1mPb/tpXvuRXq7/zmc/u2DU7d33h//nDzwxt3/YHn/lDFasYwUsXXwv8Dkag1NtvWg4iWFG1MIl1XWdxKBA0VV3BEAIiARJM9BTyR48cSUIvbemLiwtBTIlqJpwzFsd+PDG9c8fufblCvl6vb1QbnFIvTPYePLKyvsUBoQJhjJ89dVo1LKzqYeJdunTpzW9+M5XSdOwdM7OGYadS6evX5y3LqNXr2Xwu4qQToN6RyVfPX0ql+/KlvlTODv2mgN1fnjzXVxr5jU/8p4kde159+ZVKtfaXf/E/dd165N2PAimDwGu7LpUojOOjd90tAWy5bj6f55z7vn/73dtoNBhjhmFAjBDGlLFsNjs0NNhqNAcH+u++47DfbL5w8uSVuZscio7vC8A4ZQQix3ScVDqXL8TXruVTKdd1M7l8rV63nfTo+ISTzg4PDfteSDBWsaLZBtGxomiNevP6/M2/+pvPHb3j0Mc+/tFiX/+pU6d+9NTPHnn0PWPjkwDCQr4nk2YqJiommxtrKwtL7UbFINrcjfK1+bWZXdMDpZ0jg7uabv2f/+Ufn37u+YnJ/vE9OaKRgeJAT3Z0baTldrxyeX1zvV1buxx1jbTjrKyvy80NxVBixgTnKkEKIablYExUQ0fcBABxFTZd93aKhWEqYeS5bsvzWx5v9/f3s4QTaFQ2GppmWpYRhc2+3sFMJnvr1gISoFNv59I9BBOiqkYhP7656bYaPGWOFvPbi5MT7dAMEzNgSgER08CAU9atirirRTXRvmliryej5AZMQ8ey03BdJi316TMvtlnEMOx0/cs1b7xvVIR8qG9ycHC80NdrO0WFWJI4UpIwJrFgHALGmeYlKjA1okvIJUgIQhIoGBIhEJBcAo4kFlJIwQGCSILbQBooRCwkQoghCCECCHDBAYBcMgnkbd4MABACyaQEAAAEEIBCCikkQgBKyTmlNEEKvg1gpJSGYQghxgg9cOweykWS0HY76HTcufmrbnkjZ+nWxDjjkAvEmAAQIgSBGQOsMAZkgiVXNZLVIJ6ZtNDUqELE9uH8ntk948PjkolOw33q3E/mr88//eyLvh+srlc0M53OjtpmEsdh2PWFoEIAIXgqlRvfs+PonXedOHZocmISAJnEcbnqSimQihmEAEg7l9V0c3Fl9fylqxGVczcXG23PsByE0Nry0ury0n333nP08P4zZ85cvnRh6dbND3zgV4/fefTVF19x2+6d+4586XNfnLt+c9/efffecyKdTiOEmo3WiXtP6Jpy8+at3TMzqqplUrpuGIauSwnarXoQRgCKJIkAkIpCoOAKhgRD07LCMGo0mleuXmWMN5vt3bv39BRLhuWECX3tuRd+9KOf9PcPDg4O9vf1Oym7WtlknGEoOWdEwUcO7bcM5eXTpw7Obmexn0tbd95xmEtd1XMN19uqt28ur4adGhNcRUzQ7ksvPn3+jdcu33itWqkN9Y/8zm9/iifANJzRkYk4Zqks9tyupjsQQ7ddT5Igm8maZsZKWVKKKAq7YbvlNrq1TiMMd+0/TLAVRhTomuaYfYW0ubKpNL0Ll3/60uULjUb16W9+9dDb3mnB8E/+6PevLd76g//8+ysb1+899raNjTdGJ1Oa7Zy/eKWvp8+xDMPQVU1NYsoYQ5ioUiJEOIecSxZF26em3daG22zDESik8EIXUwABkxIqxBjoH6qUXUqpaerbJ2diPvEXf/V4y20QbTfEcbPdWllpb98+U15zA6+xuRntnJ4+cGi/kHR0dPjo0UM06nYjLwkiRjkSMoWkbVkxD5fLN3bunM5YBOt4rbr02huvX1m8ZtrbiK70jgzuPbC30qxfufBMeXG9srCGPaZQRFvJLb4gAOiy7r0P33dj6arI4oO7dgEjGsqne0aVjTWq27YfJ1YKRUn8yf/0H5eXF5NEBnFk2ykuYW9v346du2MuYsaRQFzA5dXVWqO1fccuz/ME5FRyI22HcYQAKG9ujo2PE1VJ53OUM900FN8XUmqGDhBEhh7HkRCCECK4UIkKkQRIXp272ul20unctRvXFayODA+XSsW1tZWN9a2pie0//t63kiQgKrZ0XQjmOCmv60ZRZKfMWq0CIUAKxkhsbCxD5ju9xQ9/4IltEz1P/eQ7x07sYEJwzgb7h3oy/YSrDk4XrMFjRx6Aia4RgzMppMCKKgCXkArIICEUSi9iEUWq7dx97wN333u/oRubm2WEMKWMUprN5A3DwBIYpkYIppQ2GnUhGISgWOxZXV0plkrtZiuXS7OUk06nJU00gghQgRQIgW9/8+vnXn55eGT0D/7rZ85deOOOo3clUfzj7/+IM/7AAw8gTIiuCck1TSMQ6dkcAkBVCEIwoVxRVZUovu+HUVCrVn7xi18EXlchmDHOOGeMCSGjhHZ93/UiVdEVw4wSRhQCAFhYWAiCwLZ0wCgAOI4ZxoQBGIYhISSTKTAqKAeMCgyIoqhQ8CDwpiYm3/GOtyeRu1K+tmtm2LbcerOsKvDI4V333feO+RurloEcS/3pj78/NT5qavqli1cOHNpv21bbbXueZznpRqPhup2ZndsxhgRhhCAh5PrctWql6hhGpRoRjCHETIqllRUpZbXatKzUVrt9mwYqsRLFcdcPIppESeIFfsfrcimp4DwKux33O9/5ztLCnk9+7OOc06Ghwccee2zb1JSh6ltbVQnRwsrqxblrqUJWIkA0JWYJVpWEs7W11YnJyd6RoTAOicC1WuPahfOmre8+sGdtbbnbdTVVD2k4NjUWxxFjwrJNx8qESdjw6ggBx9YqbqWTuDLpCupLKJCppVMpOyoMDaJ2o+nYFpIwSSJBaRQFQRhEXgRxIoA0DGVpecE0HMfKIaRhjDEREkQx9XW117YtKYVt2wAAIbltm0KKfCEThhHEmMVJtxMhYShChRArqhSScx57QQyg6HQUKBkQAgIMAb6tgziGfveddwCILNP55S9+8coLz9x96MCXv/qVteWlybFxhHC20BPEbHl1I6A8piIMY92U3U43l8tura+kbRMB0WlUqxtLGYuYiszlHFXVut2OqYjyyk1TEYEii3mHRT6LAqAhU1fyabvb6RKsnPzFz+aunNdNPZMpdLrdYl+f6Tjvfe/7DMciCEV+8N3vf7fdar7zkfc4uZ5MJvfRj3wMAsFUAiUfHhpFmhbEDAJBDI0QpRMmPEjaIWWMCsZVRS32lc6ee2Ni2y7GkjhOFI3EXKytrEopu56fLvTEXKgYCQ6SiA8NDZbLGydPnnTSxt79swCDbE9fuxsTz5vas/fMqee3zezKFIdoZa2UGRmdOGSZ6ZCr3/zXb+zft+e3Pv6JUu+Pv/7N78zMzEAEoyiK41AQVTf1I0eOMC6YEBCjMIxuK5wxpXfffXcYeAlNCEKccQBAOpdNEiqlTKcdgsCxo0fdarUVMt0w/DiACDLKCIQ8oVvVekKp6/m+W5cQrq2vB1Hsdb3de/ZyJr7x9W8ODQ5NjI1VK7XVjRWCsWOZuqbcffd9EMqNmvvkl7+WyqQLPYXZO+751g+fmpqYnJ3ZhQDsLZU0XQkxVhynf/u0UXc215cxKkghzl9ZyWesUimVyZif/s1PPf7oY8vLK/PVF9tew2cRVvWUI9xOO5cjcZDICDiGLRhUiCkxSOIEKURVVARAklAGQgkkDCITIAmERCCdyUggIAGXrlyZ3bOtUBhhjLa82lZ53dBT3U7YrDd1PbBNPTM22tNTMjSbRpR6QHCgEd1QNdJu+KdOzmlq3/DgEY2MVit2ZQ0QlDimGOjHqiWJ5qtAxu1N2i5nSDA7bBsEhWGdx/U4EmmlqBpGuduNAV5veyjlXFsuDxbl1Rtr73/3e++6712mM0WDOAoYh7oUJGYUEMEAE5AnKLYSHSEMEeYCcAABEoAjAAEUCEEFIswERxAhjAWnCiGSC86YgrChaUkScUgQQpxzIYRCNAAAJgRCyClDCCKMuWD89lQWISEEEwxwiTEBAkgpuSQQQCGFglVKKcFAMB77keSSQFgw0n3p3N7t0x964jEOwGa9eePW0oVL11fWylu1KuXMB5sGFIqaggIrWBE0snR055HZgT4nCluzI5lTz770t3/6ZxsrLdvKLSyvIlXJFjLtwM/0FNoxrdOA+WHQcnWIFYi3jY8fu+fY297x0NHjx1qdVqV8q9rYJIRACLFCKOUYoXw+9+qrr6ZSKdOwf+NjnyCatWPXXiuds1LpbCrNaUKAyDrWT//tB+2uH4RB2kltbWxcu3zl1z7wASCBlIALee611yqVxtzcnHLrVuBHGONWu2Fq+uWLF1dXVrd95r/NzOySrEspjeI4iiMAQL1Z7+0tYawnLNZNHUugKsrSwiJjbO7GfDqd3T07q2nG3r37dF1HirJVqa1vbAKIjh27B0Llhz/8UTqd2bdvTy6T7e3rL1c3X3v1/LlXz77vvY9AHo0M9GyfnGrXN1jUra7danf4nfe+LZPNDAwMDA4NrW+WDVNfW7PXVq797f/6S9/vHHvw8JsfuG94aGJieFJyU1KzstFxnJQXNVUdaRr+2dO/+Na3voUBiUK6bWr7E088PjY+7AedIGzqlqLL0kihmM739ub6FYC23Eat01BAUL94tXJreWdvvv/ee1wlEcVcevv4X33xrz/9X35/sVYVCiKGOHLk0MPvetits+nR/QPFsXajgwGUWrHvYwAAIABJREFUQsYxFdRQiI5ICyCKsQRQkZIUcqVOFzzyrncRrPpdySWFOIFYqir2A1dVcaWyZRm2oijdbosQjO0BzoGuZ+6+ezqd1d7z2Cc31pdu3Vr49rd/cOn8cn+pkE2nJEv27pk5fs9RxqLK1qpONMmApVk0oTL0VEsjJgmjdragL69cf+ncC7XOZgB83UEqaNE43Fi52Wi9GCbsjZcvLb3uTvb3JtWY+ayUy681lrM9edssfuxTv/PZP/+j3iF7dKpw+dJpLKIL81tDhV179u/lQGJVgZI1Wk1AQNpOtztuJpMRCTh46Eipt295eZkyLgSd2T37iU/+ZiaT40JiogoZKZqKCZFQ7ty5a2Z29/z8/I69sz3FnsXFZaAoQRxFSUwpdRzHSaexonDOAUCccwg5g1IzVM/vNtqtmAk/8Gd2Thw4ePDSpYuqpnEGgm7ke2EU+2HoKSo0DF1wqhuqphNKE9+PisXCzJ6ZanXz1s3ro0P5nTsm1lZv1Dbe6CmY7Y5mGLbnxZWtNg1A0UlPjO74wGMf6rR8ILAUUiGEAYwxTliiqIgDEPEE66ne3oG2T6hGMAJBEGCCOq5L4wRjjBR1cXHhxq2bCEkEpWGYH/rQh0zTOnfu3I4d203d8Lpdx3EQhBiKKImksDrtFoFQAmnbpuu6tq7HceB1OoHvv3j6tJNOHTly509+9IONcuXw4cPF3lIUx5qhb25u/tFn/nD71FSpWNy5Y0epVEpnMoODg7ep9wlN/MBP4kglaG1t7a677nY7LsZkx46dnIswiLZqNb/TLvUUy2urQRB0Ot3Ll84P9RWFYJauu4Hn+yETHtYgIaquG1hRvE4CgAKxwpkAEAAhPc9/5N2PAsnjxL98+Y3y5qJuyFSKvPXNx9xufPbsc6l0v65iXUGGoQ32lxRiJWGcz+bHp4YRUiSA3W7nxIkTlFIWJypRGEuklHHi79y5c2J8PJV2fvGLlyCEmVwOYbKwsNDbN1CtVlkUm6bNuOjt6xcIcwRdt5Mw2mg0duzcWerr7+3vTxJqmqaUsOt5pVIJINjb29t49vkv/8OXxkbGp8YnMFG37ZzRTD2dyXApiqWiomgQimbHnd23Z/fs3jBJ2h1X0VTDNITklNGJifGQ+rqurq4u5/M9lLNdu3YmSYIQ6Xb8fK53pbyWGizYtmlr+snnntus3ujJGO3WFkagf3h4ZHyqtSDGxsa2TU0RhGgcqkRVdZJJA8YoQggAQVmoahhKlnJyBGucYcYSCRM/8EK/2dezXVGwoihXrlxx3fb2Hdu63a5pmq7rptNpyqSmW2E3ttWUbpmMUqJiP+5AhYYsgFDwBOm6ykQimEQQYIICP5BQwJgJCYNmY2yw7z3verjj+UcPHRwbHanX68VSSdWMVCpTa7RWyusIaUSztra2ACQn7r33zQ+8yeu2bsxdNXT1g7/6OMZ4c30lZenFfLbTqtMo0AjMpZ1CNi1orKkkDDwAQaGQI1AoCEqaeJ1mKmVblmHoqtcVWIpSPpvPZTACadvEnK4tL1WrFYKxbafCMIIQuY1GxrGEkM1mO9tTglhVCSGSCSHstCOAFFIoui64oDSqNdqKYcdMSIk4QGHMGGPZQgEhVCiVHMdp1FuqTjAmSSiWV8pvvH5ueHSEC//UC88evftNioapULYatWwud/9Db6eUrW21erL9KoH5XEEKaBvpI3eYlY3VXftGij2FT3zsY3t3zwpKEUJxFGGTVLfKcdePE6abJkAwk82pmkYphVLqus5ZEsdJtqeHRsmuPbMHDh/q+l4YhrlsLklkOp06cd99//r9nzDOoYJd1zV0Y3LbttXllfGxMaiomqE7Bmm12paTYlxouhmF8aVLV/bu2Xf/m+7/wXe/hwCanJ5glAaeV97cEBJUqtVGq37uwtUwjhhnfuzZhgkp27dr176ZXTM7t3/uyc/b2fTR++6550337d2zy8mllm+tAI5yuRKLO+VyZX21OzzUNzo0PDE8OVhXXjjzTMXdskwtW8junBmu11uVjfaNS43GFiBYARIbpqUTSVnCOYVSIiQ5kwlnPEwAMRGGmqlSSgXiGMFU1lpcWjR0pa+3ODYySGOwulIJA27qDiYIQ1Qq5L1uF3Jy+OCRhWvLSZDkc0XbsgijqoG2DxT3q3A0SlJAU5EFJIi7vLtQbi2tL0yiS7u2jQ+mtOwI0AhltOFFMYRAVdJxFJ++OVdn3Qb0lsMyMUlzq9GXHl9ZDob6d6rpgz87OUfIim3b6XQ6k85apqXrBoSQAAKkQqQWYw5hgjEHAAKgIQEBAFJECCEAoOSAAAwAAFBKgELKMIYCQQkhpYBjDDhDGAMgIZCSxRBiLmKMMZRSMCkFkQBBibAEggkgAJZEAiA5AABAiBAQQggoJeMcQJkwhhASAEIMpZRYYbGQcRdwVxCimKp6eNfOO2Z3U8bdTrveaKxvlleWV+u1mt9tWxYZHBxUibzw2iv/cuFSu9WMA+gHnoRMAiE8X0ljTVGbcUAFj7sdlsRq0i1ksuOze/fM7j5y5PD09LZ8Lse5WFm+FgURiwIMILrdf1OgA50gRZfajQvXn3vu+VQ2rxDLdcOf/+wZoiojgwMDvcXlpcU4TjTN+L3f+wMWeZ1OJ51O5/N50zTXV5allBBCRVFmtk3M7p3tdjuNRr3b6VCabG5txnE0Oztx8ODBgaFix6uzIGScQSgQEs1m3TYUnnR13QACtuu16tb6xvrmVrU+Njp57J4HiGIIgRIGNyuB79euzs3Xm66TSjmpFBMAIf7u971X09RCLquq5Jmnn66trt1z/Mhnf++jIwOFVqOOJZKC4Ild1XplbGJoZXO9y9x2vXnpykUrZQ0NDywtz62sX5/Y1ovQwO7Z3TsGD2by2SCKvS4DnGEZ2JaesBDqGk4b56/e+PI/f7PQU9Qsm3W7ry/dKv/dk9snJh84fqy/p4Qi2MIBYfHV18/96ObS8Njk8RMn/uFPvrR26fy77z1+PgqdxnyYxEOTE0En/Ke/+JKaG3zT/e8cqVeBKvftnTp++FCxNK5MQCG4224LyQCACCIqKCREqhwrDsRANQkTUSJCN3GXaquMismJaZLCad2gNGSSCsAHxiYr6zUNWpBagiPOgRCCVRqEKN2EIowbWwAgQQjsL07+9id+9xP/gZXL69lcWlVVTdO7blcKIQRo+12MUZAElmWq/YV0Mb2+dbPNKl/53pOVxjpURCqnk5gz6VF4HiKgY6O9FgBmZwVv6iCdMuY3tvpHUne/fd/qllFZb+yf3Z2ENw4dSoe43ggWx2ccxLKK1KVciGLXp2WgTAHGf/rUd+avzeXSA//9D/8sTBKi46XlW8+fembv3r0QMcG4ZVqlYh+EkvNQ1YAWF5gn3//+D7373Y+auqXrhcEB5Xc+9dmL1y++7z98RNPUxVtLjUazUu8Cxi3DIQIYKmr7HlDVECaI6zFT9h150+TkpN9tD/UXBweKzdZKzFqu73u0e33xejdqh2GHECghERJKiVTdBFAoupbKOwODvUvL81vl9Z4M/s1ff/zEsbuGSyWDEBqELa8OIOZQDYK42w11Vd0xvT3uRCoijCOOQAi4SkAUNQmCkCoYGQpHRKg65D22xIWcEELyFEZE9vYJLiSQlFHGGBOCUR5F8e1hM2W0slXuKeTiOO4pFX7tw7+GMRZRFMex7/upVGqzvK6qahIHpmm+94nH88WeO+68c/vMdHWrHHvdW9fnEABAcqIQzoVOFAUgE4BOrXqTs9fPvXLq+WcTRqenpz//hSchkG6jsbG40Om4ff1FVSONVn1pfWNkZKp3aDxX6ltbX+sGvilIrVELlahevZ6EdB3Ggz09uqpwQZnKFpbnAJGYoIQJFone3n4aI4xwkkQCMKxojMeayj/5yV+749CMjDrd1nxl4zmsNIhBpsaHsngjm9m+fXT7L05eiEvdg4f2TW2beu65M6VS/wNvuT+bsZ57+plMNjc1tc2yrPPnTqdSqXQmq+slAAmAWFHFxNR46HeS0NMU9va3vu2uu4598e++7NarPan0FbeVzjq5nmJ5c1OxDM8LsVQQwmGn223VgeRjfYMwThrVLXWwP2bBoUP7x8dGRcJTWnqsb/zkc7+8en4OYsw4F0LOHjz40NvfTgSYv3pVSmAYdi7dc+3ila7nZvOFUt8gTxIJIKTSb7YOPvS20elJjMkzTz/j+/7M1MT/+alPR3EoGHPdlkKUi9fnXM/VkJahqdp868+//oNcnz67fzyXS69X68+ePL25JW3LyDnG/cfvvHP/LkXEcRwyIaFmQd3K9RQVS4kTETNsOhmiqxwCAAnnMIun7XrH79Y54LqlSyKHBks2wYgQ3/dVXat57nSuh3OE07oQii8TpNAo8RGRQEJdSQmJiOMDKRVFp4lECFEhICIAMIQ5BFwNklI+/YEPfjCi4J2PuL35AU6ZjAVEhCsahUQz84IyhLCKJcLYZ4lkAGNDNXUkoZVPQwi7UfTqpev8/DWMUK5vfNi0ts0c4YxLSMvlhYFS8Xc//buKqqyurYVJYJjqtt3bEUdREHEQ22kHSmJgfXpw5MUzp4zR4drGGhSJrWulQoYgqmetTtcHuuoxlrLNUn8/woRIKQFWEYEQUsYFkFyCmHEuJMBaIDjWLUAlAMC2slwAhBClFCEkBU84TWd7gZCcccXShKbvuOMeKbiC+AEo4iRSVI1LgagSuUHKtK9cOy9pCAWDkDNBE5ZELHnsPfdM7sys1t942zvvfuXs9edffOnMy5dy+R7fx44CX3nh7OLNW5pp9vT1Hj9xXxjFGBFMlIXFRUUl5a2tmRn7Vx9/34unz165MiclkhzQiOqKtrFZzuUy+ZH+E8eP/vSpn+/fd3B1bf2XJ5999eUL+WJhcmqceX4qMUNXOql0s9ZMEjY5OdnyW0sLtzbWVgPfa3XbncjLF9J3HrlzdWNj+65ZKbkEHEIQBiFBSiFfbHlt13Xb7fY73vnwyspKuVzeceC4EMLvgqefehEnxv7Z3VGHtJpNBgRThNSBinNLm6312tV8LjM1cueH33XHraW5q7cuVFvlTrsDJBgeGCREv3lrud6se34cel3L0oVANBFCCiklExwioakYEJAwKhPAWAIxkoLQiOqmphnpSt2vNluAiyQIS4ViEjPACfNJoxxnnVIGFjrLsWbkclmjUakIIYhEBlMKUHUkALYqAOhCGYq44VVXWOQVM6l9dw/v2jZKu01I/ST2paS3+8E4oQBhM+Wcf/4sTRHsmHHMk5gpGuh029euXQtDmk5lhYCeFzSbbcYWhJCWZQ32D5RKfalUCiHAOcQYY4yBBBAAKeFttysAAEnAxf9vFVBVVSc4jm83u4BhAoSUUHAhEEIEY8YYBxJiBAmWQkghIAIIAimBlBJKCKEEQIL/vSAEQkgAwG2vz+2it4+3Nwmj/x71BSQXXDLKxP8O19S18fGx2dkZQ8NJDJrNWrNZ+ed/+vuTz/zU97rtlut5EQCWqmBKGSaIKCTwGFe5EHR6esKxTYzl8WNH77///omJCQBAp+0yxjquJ5lIEkoTzrgwDANjzIGEECEMERTN9taDb73v/2XqPaMsO8sz0S/ueHKdc+pUDl2hc5Ra3ZJQDiAMSCSD4drggMEeZmwvD56xfW3sMY7jSXic8DU2tq8xBiSQMAgJxZbUkjp3dVdXzlWnqk7e+Yv3R8Fd82+vvfa319p/3v2s533CidsO/+AHL87OTw/2l37qwY/dmptfnJtdW1mIfS8MIh+0//zPvviffu2XDx0+0Gq1pJR+0MEYU0oopVrrIPS8+q5lWdmUffTQ/nwhm8lklBKMsVarubu7K6VM2ZgahLFESxWEXi7fz7iobq89+73nHMe5/fbb77nvEQlgyk17QWhZKc7V7OxcFMVvvHG+UCwtLS9OTO7Pkjzz4karaVu2ZZqLi0sp2xoeGf38r//n1ZXZ5ZX5zc2FnnKBQooxJZoUK5lO2NzaXmAgbtRb58+/Ut3eAZAePXri0UceL1f6HDvleWHsRVvVHWRQQkyhVCadnZ6enZ6d50gig3hNL2zGa531bC5HKe1J5WHEdjfW/+SP//CDH3j/ww8/AJryH//+K3ecOv3RH//QTqu9Ud04cuLYQ++444MP3T/76AO/+4mPL6+s7d/sSIJWm53AYw8cu+0Pf+8LfZUiD+oGEGtBzBIRBgHGhpYAEMBU4uQoxEopf2bhhh95xMTrG8sb2xtB2KnVavV6I21nbNsZGxk7dfJkKp2q9Fbyjr260Rkc7AOCx7FSEMWhKvUVHccVXMZxHIYd3+9QDGyDJGFMkFHqynHO/ChsS0mIwVjiOHYu6xoGdRwnlXZWd6dffmn6ytRbb148V+4pFco5oPTa0ua+8SGmiIEsIZTXjq++vTIxlgPKOn5b74H9Y7e/Y8hxwGb1spmTZycnZdz+3gv/NLVwZfL4MARSRMrFaRHgDK1Q2N2dGjKVY9jQtZxGvQY15TqgNiYIqEQ+/dUnAdPHDx6DVExPz/zGL/3Sz/3yZw8dGQsiz7VcxiMnA5ysk81kkR3vNFbS2cLd99z15sW3KpVysVien18u5LuE1gP9w0ki45hbhhsKSQiFCGKMlQapTK6rWK4UC1HsX70yFUZRqVxu1huba0sJ9zJZWymJMTFMUwjBhWq1G0NDgxP7D7700g+0DLVkHMCbN2/87E9+jAeR1ohJnUl3aY00odkM6enBGALfb2OIuZAKEEQpTziXXAjhuCkFIEAEYpoo1ArZ5albdz4yEMexklIwsZdhrpR2bUfvrYakBBpCCC3LkkrtdY4IIaIoYoxprQMITNtyUi7nfGFxAWgQhoGU0nGcw4cP1+u1p5566sMf/tDQ0NCr516r9PZYqXSjXvc6Xjqb6e7uVkBHSexyBgAwTLOrVCSEbK6vMZYEQTB3a2ZgePDKlSsnTp5MpTJex7Ms69ChQ37HC3wfAa0UR0i3WnXf6yRhnHUL5WKF8SiTTW9urQCAkjhKZ1Ixi/L5smW5LOGC6TDoSBW7xOnUWj/3qU/85Ic+1m7sAgMsr650At92pEZU+Wqj3Rkd7C9kDjz7/FQcJ9jQqbRZ3VmxHHRy/ASXbKdZ9WJvfP9EyIKN6uZuY2dicr8rMqbpcsY0D1947vlioatc6JqY2H9zenZ7p761s9XTX8qWLDdj5As5goGbMv3AgwhmUplMyp6bnbUMjIEKQ1DpNfKpQhyB+q739tvXTp88yzjwg7jtBxQbCCpimH4cAcUz6RzGlDGpFGw1W5nBnN/p+O2OY1ssjqMoQgTbtj1+YH+5mP+nr311bmnlzJkzhUIhn8+/8d3v/sEf/1fXdUdGhjKpdDabhdhUkHOlAaFMqpiJhMur12612yFFoL9v0PPAoQP7b9xc+sB73tnb1yPCVnWz/aW/+cv9x446uS7Pb/VUKj3FSq1al7zW1V0C1DBNxzJSBAMIPGpQpLEXxoPjBzhjuf5BJ4pyjK+vrVTSeWogICFGptRYKwAkdByspNAARkwIpSkylVaWZSHEBZeUoDiOKaWKa9N0tnZmLly+trSxbbiZw4ePFfL5fDZ/5eoVhCA1CONaCQGARgBILTUAe3ZtqBHUAGmYxNw0KTENSqmUCkPMGAvixKSGBBBCgolJMbYsqAFotRONcZQkj77zAwamIuGIJgjRKEwCP3zzwuV6s9M/oDZ2dkuV3iOVHtO0AEGUGpcuvTpz61Yuk/rYT3xUSxElrFyqvHnhwvL8jUK+mM3lDNMCiNhuKpvLM6GxVFppYmBKqVIKImgYhlJKCga1joLAMinFRCNtGCSMQ2qaEEAolUGpQQmXAkNKCc647tjocNhpWUR2l3Jb1VWhk3anAaCeX7wxO1v32rKvbz+CuXfc9a619e2lpTnL0WHU6B/sQgBiw6SO5bpuq+35fpByU/Pzixtbm4ePH8sXChiDI0cOrK2tAwkU59l0yjDMl19++c67zvT19R4/fjSKopdeeGl9o4oxEoKtr69SikaHh/aGSXelr15v2rY9Mzd/48YNx3GSJLl48eLovtFDhw8ePXDwu997dvrW3ODg4OBgv2Ub29vVRx56ZGF+EWMchmEul0ulUtvb20NDQ6+99lqpVJqcnKxWNz3Pe/XVV1yLTk5O3ro13Wo2pNAYG4aFbdORImq34jc3p8cnhg/tP3P46InZpRtvXnxldWu509pybevI/hEJSCxQq+1vVxtLi5tCQEItTAwDAA0B4zxJoj0zFEKIIKy4FFomzUAwXal0K8g6Yae7NCC4INQAmmRypb6eYc2Q5hBBmtFW5IUqhJJJwrl27JxFDBi3YVQTUd2Ane4M2Hc8s39wsrdYgDiRwZZNACJaUsIYVhoqAAEEtm33Z9PWhdROp20hi2ADItpqN7qK2a1Nv7qzkxkoMskhIbZhYIQhgIKLza3tldUNSqnrprKZbCqVymQylmUZlCqtIAB6z/UJgNYK7gFYAIQUQAqMsFJKSgG01kpDBJVSCCGMsZAKYQwAEHt4VisoFQJwD6FCBPcqarTSQAMAAQAQALQXePl/Ito9q5nWWiEIMRRAawi0UkpwACGCEEAopRIC+s04oSaCOJdKFzLuF373C1/4L79b3dpaXlpZWlyen1+bunH18pULba8FsUo55tBQf6VSPHXb0TNnb5vYN+HYaS1Vq1XHGEkpEUQIIoWRRlDBRBuGRkhBSDBGCCklmWKOaRTMTHel6+SpI7/wCz+z0+xUegfT6dxffPHPnvrGN8qFNC0VS909J07e1mzWfb+Ty+UMwyDEwhgzxsLQ3/MfFItZx3UsyxKct2o7jd2tMAwA0AhjgnTgeZl0CmGdydqtVqvT6WxuXdxYrw4MDH/oQx9zHBcbpmVZAAGttem4hmEKEOeLXbX5hcF9+xCC9z90n5tKB0HspjPUtIMgwNQgWiGKa/Xal7/ypXZ79z2P3WubqtauW9QIw6irK9/Yqt2YnsKGuHDxvFRICXxg8tDDj7wnl+sG2qxXw10VaQ0hTABESms/Cg0z8/Vnnlld3/ZCli+VZhZvzN2YPnn6zk6ztb605PNmbBpDgz0sCHZ2tm7cvHrfA3fahnn2jjvefO31Z57+9sShw6MHD/UMdp86cuit2VvnXnz+2M/8x3tT5oXzL8VBozjE33X3fWfvfRgQsLVdRUkIWQJMqqWyqSOVpA4FmOVz9vLG9GvnX5hbmm7UqlJJ27Vt14IYJDIW1Mv1YMtU7dbmc6/PXJ9/xXTSEOHRoX02ddN5OtA95hbylllMpUt2ueh1grX1jWu3bpS7cgfGD+1WV1noEYxtg0glNQWOm6KUAgBMalBqSCUoxc1mY+rGlfn1V8PQy6bRffecBlA12q3tzbaGBDPoYBMrbGLbcLJD3eHOemt1pVHsjkcmegxTvfr2tYmJitLqldevHT4wHMXt0ZFBDBLHNpC0RIc/+9RbH3rsrl/8+U9DPPDd75+fOLi/XEhNjPXHsYaIE4IFjyqFfKGQJ1pjCKFUjmUBg+7s7EBMEKJB6Fku+ed//sor514Y7Ov/6Ac/Njy4f3lpLp3r4pxZtuW121KLIPLz2fwHP/hBxRPBhRIaIQI0BEgQk0itIiHDJISITF+73G7sGpRM70wniR+EDdvGECvTNBAkCWcAoCAMDx05qrW6eu0CJdowKdbw7O1H/92nP9Wq15VQwEkZtqulVApoRaTWWgkJFNRa79WXQSkEMKkBgTJtyoQACGPT9H3+p1/87xNHTjpdlfpuzbFtjBDUSmsJNCAYIQSEEHHCoYaOZQshgk6bWibQGiOITUooQiittS6XyxAAxrkUQkopGCOEeO0OhIAzroRMp9MAgEajPjk5MTk5mSTM99pRHFsNe2tjw8DwsXc/FkVRGEVRFPm+f/Dgwbm5Od/rSMEt142iKOWmpZTj4yOmneacX7t6dXxykhLMBWvU132vHoYNnkQEYdOinCeUkiiK2u02j5lJLSUxhFax1Kc0wRgn3HvPY48Wu9LB9o7wwh976J6dzdV01gaUzaxcj6VHlEhTR0VRsVg0DTw0NDAyVBY6JBBFIi4WC6l0iisZxHGuq0CIBRBNuOh4MSY4lSkwLpVOMCaOI/1wd2Nt6ZEH3nn8xO1vv3XxuRdfGRzuP3z8CFf8Hfee8QNvfnFm/6GRmbnZkaExrSAxOEZMJAEgSAkRc0GpGUVsZGTij/7ov2VTdqPdWd3aDFi8b2RUKCWkqtZqAsBms92otQzTggAb1MQQKy40l82w0T88pJRCgMRJAijmSgoAcl3dI/smKSEI42J33+Wpadd2Ll2Z2pNpnTpzevLwYWraMU+Y1ACRhAEOFDVNpMluzQtjPjs/Z1McMY4INQyKsCwUzFZrte6tAs0AW21uORtr27OzaQ5A2/MZ12m3gDRdWVz79Gd/K2XZFkaNlcUv/c1ff+KTn8wU8ul0rlTMG5hSUwGNOI8xNLWGAGqCMdcSU8M1bQcgFXOANACSUt1uN7PZXLFYDIJYSQiBaaSy03OLlYGh2fmlS5euOo49OjTc8lpCMMOgCgOpkEkNoLWNLICgRlBDgDRASkOpBHIRxmEU+WFsGIaQglBTSckEJ8TYU6QDqSFACCNiEqGFVsIPpWSJRQ3JGGexadqGk07iqNw70PD8Thh1orCMETYowMhxzE6nhZCudJcL2fTO1obruH7gXbjw9gvP/DPGNJ0vUNNlXPb0DX3uc7+uFTOQCRGCBBiGMTU15fu+Uuro0SOAmK1G3TYJwWhlaT6dSgPczpXKPA4xAhgpFnNKiRQCIaKA9oIwiqIDByfatbWt3ZVC0RmbmFhendupVW/cuNhTKaSyBcsmmxubf/6Xf5pKFYrlbqY8oZLd+qpGpumY5d58x69Tik2CtU4slw4O9x4+sp+xWAuRTjmH9k/evHGzUilrrWzLqO/WUo4LNeAivuPMqVajYTniEKmJAAAgAElEQVTO0XSOAx3GiZRcSmUa5jvuueub33x6ZmY2XyhUKpXTp0/HcWRZlh/4juNYltXxO/2Dg5We/iAMPM8jNJvP5VaWlz/0gQ9+5Sv/2G63Pc9TSu3WdhhjCKLNzc1CoWDbtmEYzfruv33ve0LJ/v4+AFSjwYFESSKRQkDbGNvUSs3N766u7/QNFkulkcffPbhTX5uZuzG/ONto1pSOqYF7S6mUZVjUuD61wniktDQtW0OIFXRdBwCgNQAAagC00haxEEIilrWtppExLCMDoAkgZlwIwdvrmwsLa6GXEGBAqUXCTEL7Kj22bZKMZRRhXEKdQsHszrtDlZ6BipOxJVU+ZrGMd2KhXYMoKThnWkkIAEKYEkJMwzRtoys7OD62cPlqu+6VCsUwiRrttpMuaSgarSbvURpAAAGAUCgFFKCGaVn2HkyVQu82mivrG4yxlONUKpVcLpNKpVzXNTABAAgh9I8yCiAgAKq9AD+gIcEGoIhJARDQACoFEER7SFQoBQBAGEOtoQZa672X/IiO1XqPM4FAa7AHZ/cO7l38H3cEgFBpBSFAGEEI9zS7GCFKCEFI8VgKqBFOJDRNGscxQqC3d2hgYPzuu0G9sV3dXXvu+We+9/zT+WK6WMpnsi6lCFntmeU3IA17ysOOZRMHYYg0UJILKSEhRhwlmAChkdIAQwAA4JwJIQyC4jhJp1NB4ANtmyYe6K1wxTrN2vvf9577zt5x7pVXrl+7sbW99Q9///9oCru6uh577LF77rknCALf9x3Hyefz2WzWdV0AGGNMyaTRqNm2HUWBYRiGYQohhJC5bCqTcRqN1tra6sLCiudHQ4Oj5mim2NWdMPCXf/W/Ddv52U99KpfPmiaBUlR3tq9euxYGSSqTP3T4WBB6SRLZTopSByCiJFxbW83m04161Y86UewNDPR+6ctfc1Li0IHR7c11CNSdZ89evnb14qW3b9264Uf+4SMHTx07fdedD7pufne7rYSRMIkgQRAEYWAYCABIsUFMHETsX5/8Rrl7qFDqrW7VwnZ8/NRpx7SOnjw5d/Om36w3drduztza3dlEWL38ysuj+4Yefvi9Y6MjR/ZPbG1uvPjaa9968l9uLSzde++9Ybs5dfmS6Y7+l8//+kM/9kgmTdyMw7Ve364FMpZCYC0RgVRxpYBhEooNSFW1sf32retTM+fPX3oBGzKTKrTqrdLgvjhJarVdhFAmk4JIA8APnBzRPAmjkFAXACME7QsXXzt/8cWMVT5++L5f+g9/AFX6tWu3VlbWZCKffe78icOTb79x8eztRw6MjQHOeBgJmBAbSqkNahmGKYTUWrMg2dzYvHr1aqPR6BuqZNyi0rxUzkGC4jjywyBJomanzpOIAS+dLkKAsAZrK1tJAhDUU9dnLrxefc8H7r79+COvvPJydXP70ETf8sLqvQ8d7/jrDqYAoIGJkdv+71Oi6SHgz86//t3v/V3v4KfCaG19faqvf6zRWHvx5dfecebMQKWvUKAGlSbVQGMDgWKplLbTBnbacaAVDAPuuHnfj1dW1ucX5k/fduazn/1ss9YcnJgsFLKNdnNs32RPz+E4bv/tl/+lVMjXanc88f4P1Du+AsqwkKmxwtpwLAjxtZs3lhYW+roLXrv1+rlXDBNgpCFUe0F+hBqtdpMS44EHHmi166+++koujYDixMHveeS+P/3jL/iNOouZRW2pVMJiJDRCGFGiAVKKA6BMgrVW1DD8mOUyectwgsAzLcoY08hoB/F/+NX/PLdSPX3fu9ZrXnVra3BgACPcqNe+/rWvPfLww4ODg9evX7dcZ2hoxLXsVr2eyWU1BHEUIoSoYSSMEUIUhEorJTVCSGtNDSNrW1oqIUSlVN5rcgniKIgjSmmSJBroMIw552EYmgbVWrMkFBA++NADQgiEkGGYYRhJKff+Rvlctre7EiexkaG25VLT2ptsq6srjmONTYwFYavVrHqdmpSRZRtQkZ6ebp4oCDWAkFKaTWf9IKrvNPJdvY6TY7H2fS9lWZ/5uU/aRBOdAMa26zViEECTQDYC0EyIXynkKEax72eyeGb+jTixpNzSEAe+jBPQqFWhxpMTBzq8TQ3D64RhlEBIOp0on89hSCzL3tNPC97OZUwRx8VSgVBDKsgFCGOpIU1EwoFo+zsRayaqsP/QYLvVcK207YCYec99/zmIwN2P/FifNeiFnbSbWVxcYH7r7jtPd4LW7Mp0O6pN9gwFcdxs+4WugoIYItQOAkvKhdm5paWlT/zkT7kpxw99CAGlBgLA8zzHdSVBwyMjtuNa6a65xcW9wNFavdFqtmUOxHFsmXYqlc7kCozzEMRxkgRRlM4WFEgsy2Ys0QpFoaY2qbcbKmLffua7Flanj42blnnk2IGF1dlGc2ewv9hdIFIk5TLtKmX9OGx5zYnJCcfMLEwvLi9esPM4Z+KUBAUmBgzxv7/wn/YdPlAaHNASjo7sK1Ry1HQxTZlWJu1kDWppAAjGgguhJTZMaroQCoQANdCTT37j4YcfUUpVKn1aYUyN7kpha/d/PvvSa0eOHr8+NXXt+tXt7Wqlr18DQKmBKN6pNRphrdNuj42NOSl3c2eLc17s6ko7LlJaS5jJZKhh2LZNDKqExhhDpffSHiOWCCmVUEoqzhMNkWGZQkEhJCE64SE2CYAiYUIKlS/kG/VtoeE9D9x/z733+n4gJCeAZFIuQTCJ43wu7dhmT6W8vrXV6gS13V1EsZDCsU3HdfyQlbu6EIQYQKkUJSSKfIOQzc3NTqeTJMnxI4cJhgtzM5Nj+6KI/68/+n0AdKbc+4d/+t+VaWIE6jvVN157dWho+NjxE82OByGQUn3uP/7a3335Ly5dePlr//K3k/sHjxzdB5FoeTXLNqKYUaIYSyDWkwf37Ww3N7aWjh47urg8NzY5yCPY6rS7uoz5uUs3b07ns3mTGApCTA2pO4yRJI6k1Psnx+q1HctyhvoHosA3CClkc0pKYuEojB565MGdWmO71qC2q4FGmEihBVQIuwgbtpOK48Q0zVa76TiOH3hC8Gy2+/HH3/srv/Kry8trlu329fU1GrVU2tFC1HZ3X3vtNcV5u93eQzi1+u5DDz3kdzyEUBAEjDHHcUrl7s2N1Rdffvld73x0cGS40awlQiCNDGQIIYFUKQu5pilktLi4g1Z4oegODg69+4FD1UPrM7M3lzbm1nc2EDDuf/Sh0X37/+Jvvnzh0tUwibCJFJBKQR4yzjlGBEKsNbAdm3NFMCUAU2wIJjFFUEPHcra3t5mUjHPLSjkpalMTAmiZ+eWl5auzzZjHJAWTdx3M33Z0PGXgXNoWIkjiWtwKI5EAwZEGxMACSAABgEADYJk2QoiYFFPqRUHDEzRtV4b6/VjKhMUsKnWnOdCGrXbqm9SiMmIQQqU1BAhiKKRKkgQhhLEBgHbclGnZSikl5cbW1ma1SgjEGGfSmUI+l0qlbNum1Pgh/aERAABCjRDWPyKKDWpIqZSQBGMAgEZgj7v9YTjzD7HpHlULpVJAQw33UoWgVgDCH8oPlFIYI62BUnLviAZ70QIaIrTnNoOYIACAkBrqmMUGhQBphDGhBGCEoeX7/tLqfKvlddq+hCybt8YOTxZuvLz/yAAiYml5dmtzK5VK1+u1bOoHhWyJUnrq5CnFVKXcUyn19FYGJIszZZPFXAZAKc643ktzoAhTbHAh40gDZcWxZoJRE3OhCKbZbK5cKIyNDiulF5ZWr12feu2t82+9dWFtdbnVPJTL5XoqZdM0TdPUWoeBpyFjjIVhGMeJ1GJnd7dc7qaW5aTTjLGpqalXzy1FUVTp6Ttx8g7LSi0uraSzqRtTt1ptb2endvaee1966aVMJhUEHdd1dnd3c7lCIV/0/GT21kLHb2VyabXbpoaNIHEct91pxEkrlSYOoW7GTaR35MS4gtILo6lbM8vLS7MLy81mM5vLPPLuJ/r7hg8dPM4SFYa61QoJScdJwhjL5myIVCGV0QmCCGgoDds0Df2hx9/73e/9YGtlJe1kRMKHD0wASq5fucB4/Ntf+G0lmNdptuq1JAqymVR3qSwBlopzyQYGez82+GE/4U0/vH5zurplfPwTP31s/5HR/oxLmYyiVtiKJCCQaAQ5kJoAoCGAiZOx2l5NsOTC62+cv/hyolqAhuXerOUSi+QhwvVmG2iYSRVsy2616xrIVNreqe7kCk664Hg+F1IShMYPDgEu/SZf215seXUl5fPff7ErX6yUKw89+MjGysL/+B9fXHjsgd///G9ELIQIm44tcUwMgilZXl6dn18+eeL2ocHxnr6xk7fdE0cR4zJJAj9oYiz9qN1o1tI27+kp3py+FsZtJy1jpubm1hyaPnJw3A8DBVCjET/+7nf9ys//bqU82ps9fd+pjfX1xbtPjy5NXzXsdKfu53POTH21K5+sz8xdvbUMsHP4VO8Lr/3ryETqUXrCdXNSL9Zal1e2IOMVgXa8ZG1m/rzvxdlsHsMO0h0kPMC8OEE9/T2FTLmU66cYyhgArga6SwRqrMIokECzVmtb6THDxLMzN6aTuNOsfeSjH/Y7Lct140gBQIQUex3CkGKuOGMR4wFUMYYWxKYGAkMj8GNMVCaTmZycWFldXF6ZzxdcKryhodIH3/fuj3/4Ca9WpUCbFtmTHEmgtBZSKSURgAhCCAFSEgBEpMKZbGnq1tLiwopBsWnAQ4cP9Q0M/v2/fPnWrVulvpGdnW3HNtMO9j3fdV0EYSGfh0BbpnHxwgXDNB3TSg2P/tc//W/FUvETn/wktUyhVOQHzVbTTrkEY8O2MMBaa0KJQQgXfC/IyfM8yzI9rwMpQRgTQvacXpl0Ru41rgqulIYQJowJIQCwGOOcM0Iw5yydTjPGurq6Dh48mCRxT39Pq92emJi4eOlaoSuSjGmt/E5jdnrK83YgYAZFWojucglB4KYtxuIojvr6+4mBq9u76ZCl0l1xLCVTcRT++5//majT7ERtiKVQ2jJTGFtK8JlbN7a3tgDCUQIUEARarVZ9bmaz08BDg061to2FINg6e3ocQOvlF7+TypGB/sqcv/nmG8+4bmZ7c6ZVI7UTPV2qCwBgmpbgbceSGEcJq2VzjgQdJ0O7K6WECahNITGXyHQyluVatiUFYQloNiPBKAQmgQaALI686nZ1bHRybm7m8tuvdZUchAE2QE9/+Wd/5pMrq2t/8Ed/ki6UmOQhjyABGgEr45Z7y8hECsOt2nZtd2dkcjxlGhohDOGNq1eP7B/PZzJzK5u729utZkNwkSQxhMDzOoJLzmSz2drY2HSzKQpJvbHTatWkFBCBMGAQAApJwmNogVw2H6Hw8rXpaxcu/MkXfuPIkeG337rc7GzlShkEAE8ilmgleLNRW9/eSlhQrS73lPoqPdlGI1xavDF46g6SIKOrgpzcRsfvRiqLAgvLG9eeRXN5DTFApgZGf8/wgYmDGTfv2u7G1nYnCGw3BUjWdiyCYTaTjpm8cv3azemp4eGB/v6+6vZWLrNvYXklDFil0nfPPfcfPXZKSCYBjBOBCEIUb1c3Oq12q9EYHxtRim+sr1DTYElw7NCR2elbX/vq1wdGRz/44Q9DIBUHGGOtWBiGiguWxIViARItNddIGxQiioTiWGs7ZSElMdRCIu0gwRVGWPLEsS3fb05dv0YIKRS6wijMZbNh4LWbNYL06NCgEvz40SPnzp3jCnV3l/Gx26MkzmRyCZcKBrbrJixeW1+nhpnLFfyggxBamp9rtVpnzpyxLENwJjnb3NxAUEOMNNTplJPJpMIwogTvbm+/8cYbvuefPn0ml0EUwt3teHNz65lnvnvqtjsAYNTggndyBaevt4cQCqEBAb1+fX5udllrI18oAQSvX5/q7iml05kkbHUldr7LSuJsMX8MSNBotAYGh4qVipuzMmY25dqdjqcUuOvsmXPnXms0awvz85MTEwQTBdCVK1dOHD8JNHz88fd89V+/7SfMdbNxHFNMkAZPPvV0FLNypZszdu3a1XJ3eWhoYG8W7VS3vvP005VKdxDGAGAhRKlUsiyLJ6EGWkrBOXddlxACAJBKVMrdF1bXDMMQQiAIfM8zTaund3B3d/u5F1647967xyYnqptbzXpDQQAQZFwGMkoSlsvm0q6jhAg8duvGdj4XlMvlEwcrk/tOzi/PLK+ubi/WU2Tnlz/9mWe+//Ty+mLEfESVAqq5Kzsdj1IDI4KxsbKyAQBHEArBAYBAJbHPhYWoaSoZ8IRJILnggnPJsRKiQco0k4Em367XydHxgVEwwKM1ETLfQ0wKhaEESEltYNOPE0fLRMSWbWOEtdJ7nKVEQkJATfPizcvYodikGOhKpdJpbzbbu8dP36Xk2tT024+/68MmsDjngnNCMIQYKpAwZpom1EJroDSAECqtAIKmbVmGqbQAAPhh0PZaSmkhpEFoNpMpFAqFXD6XSyMElARBECnICTAggEozoCHSSCgJAKAQQYQAhBpCCPfKeBTQQCoFISIE77G2AACEJIRQSqGUohRrrSEEezUNGGMlJMEEgj3VA0AYa60IxgRhKYSBsUDSsA2EjM3q9sL8ghd6e/31lDjESQNBE86wmevqq1ybvaZh2O40u0rdUuDhiUNR1G7EG61qa6u9WN9uQI0HegZGR8aOHzmVS+cty+4tjkVRhDUK/CibymqFpABakFhojI10Lpe1zVQ6lzCuhGjtbkmkpWCWZQ7vGxidGH3s8cd839/rW7JtO4oixqM4CSCESimFlVKKWtZ2rXbujfOZbPbW7GKpVLp2bSqTyTiOgxS97bbT2UzOzWSl0IcOn6LE3NyqV3frQ6MjK6uL7Ubzscfeefree48cPry+vvGlv/7bZb4+uu9ALpNttZqWYRXLFa/j7dTqftC6NXP13vvOuA5eWZvFWG2s1RRgHd8b2Tf+5S9/5e23ptbWGp/97GfPnj0LIQoDsbWVGKatNUqn8pcvX9nerk5NX7l85cIdZ0498cT7Dg+faHdqvud77TaX6r2PPPjg3Xd3aq3FmzObSysbN6duzsxuNWsHbztRzqe/9W/PnLzt1NHh4a/+4z8tzs3fdebOQ8cPEoQSHvMkBBApgFxC7jl9tlQqua5DSJBEsdQJCxnBpuYSIGBQpLUwLZTP52c3bmxsNZ97/t/m56ca7Wq+4DguTZIAGdBvBm65mHJSlBpSgiRgOtFpM60U9+utnv4KkHBnux6GOpXOLa0sEywPju3LuJn+7uGvff3vACjOXb902fPDID7/+uuuRT7ykfd+9COPR8JTmAvFEMIhj6pbOy/84FWC7c98+pcGekeTWHQ6ISamnS5kQBoTACEHUEKkENJCMg3Y5PhdjIchawdBfPJwVG/WN7dXt3fW2n6nVYs+9yu//7dfevK5Z1+nrpyYmHziiQ+8del1GfYhLAeGigtL09988qUDB7oRYwJsaqr7R3pGxwYaXt1Ox/vGnZWNl/eNqVZ4oy9t3fng/kq5FMnVgHW8LT48Kjmbnp35t5XF1enF+j33PtBuruWzDgZobXm5urrWXy7ysD000lOs9L197QaL2frq5kBfH6FWynGjKFldWY/DpKcyqBVPFASKYmRJIV0nrZR2HMehoKen0mi2LZLSSPlBJ07Y+MRwT6Vy+coFKSOKhGGgdz9w9vO/9ZuARc2tNROB7lJZC6mBUlBpqQmBjHOsEYQUAIgQimNmO+l202+ut3/11z6fSCVZ5LVrH//4R3/zt34zDEMtuWsZJoUs0ZSYrVYzn8thjCjBURQiBLu68q1mJ5/NSaXCJLk2dcMLwy7HjpIEE7y6sTG/tHjz5s0DBw9efvtiX1/fB554YnV52fe8w4cODw0MQi0ZB0pKiGC+kEcIJVEchiFCEAAFgXIdK4oiw6DUpLblcM4tywrDyLLsVqs9Ozu3JzRqNRvVnerNmZuE0jfeuvDhH/+Jer2OKR4fH5qdnW43d6QICIKEEGwYg4MDWimE9W59Z3F53naMVCqFsTEyMqkUiUJR3939d5/5+TOnT+qoDRTjEMUaZ8wM1cTfrj/79e8gCxMr69dgO4mhYkK0KcltbGwYBoHKVzJQAk3sowpAQlWxkmm0NotdnU47isO1oUGdJMnK0gujw/dorTmXzVq7WIQ9PYNxsri+VXUyXrGkp26elzp2UoVqtXZ9ai5irVJ3BQWsulErF/qiCCexMTx8PAzCxs5u4MVBxItd5Y7XpgZptzpcJgcO7P/mk0/+7d/9FcDYSlMBGSDQztjEIQmP+od79h8aa4UdI+O890OPYwCDIMQGIUo7lrU8O//2Sy/2dpds01hbW83nM57XsizqOCZGBACkFAiCwPe80PctTHWcJLEXhb7pYKAABAoAjSGQSmqgU6lcV1fFAqpRjwCnhVwPRMokiMdQmHYchoVsbxDHxUKFb1eXFjf3jx3ymv773veO2avXJnvHSl3DHQmKpx988Njt0Iwib1F7O1k7ASbc2qnuNjq9/UMLM02/tnP8yEm3f/jA2PA3v/XU09/9jq/tXC7vuimKSVdXfmbhlumi8xeei8610xnrvY997qc+8Qmo8dra+vNvX3j2+99/4OGHnnj/B4TUYbtDHEMLZhnYtg2DQATVytJi22s/cP/9vt/ptJvr66vZXNo2iAIkjuO9NaPfrH/pr/6y3az/zu/9nptNX792+TvPfLvS0/vvf/lXPD9SWl9883W/3TAJLJb7OVOpVMZ13d7enlq9kcT+66+f63Q6Dz/0aCmXk1wEgT8xPhZ0OuViXvDEtc1yqcQVfPe73gk0MC2TMRYzobVOGJ9fmJdaJyLxgnan1d6k9PixI2EYdpeLjXodAiWVwgiurqx0lUsQAdt11tfXhRDjY2Nr6+uNRqOr0IUgsm3HpXRne9sP4n/9xrfe976/vnr1ysljBw8fGQu8BmNBGCYI293dPY886KyuVm9Oz37rW09funqlWt169F2PfPoznxobKly5emW3VnvHHWdSros1Nk37rQsXWx1/s7p98sjtnDGCcZJwalgnjh+fvnlTcH792jWg9aOPPvytbz2zvLj+/vc/QUmq0FV2JYCEUEqBVCahw/vGMYYQadOkGEHTJAbBFy5cCP1ASrm+ukYpHR8bl0rFcVKr7wjBPc/7yI9/9MUfvNxsNot93XtD5hc+8+kvfvGLqVSKEAKkUkqEfmBQUwFU7u7d2lp/9vnnKQJDg/1jI6Nex4uCwKJUAh6FYVxrRGHSXSxZ1IbQqtfjanXZNFF3KX988s67Tj189cbVV15++Xc+/zuAxPuPjHaVU0HcBAh05dPdJZdzrjVIYjEx2ROFrF5rNxo+0MKEbGz/GAbINM3AU8Vixo9CJhIrY3LGwk4UymYmkzEKlmETwhnzvQbSSogkkRAgQ3CkIVZSs5hTbEgNICZC4SiOKYSEEGQQoWEi5MrW5sWpazSXv7U4m87l+3ryh46Mz8xyIaMDB0cXbm5rGHNBAYCEEIQA5wmGGGGwt3XABCsNIYAKaAwhQkgoASEghBiGAaEDIdxL5opYsry6srS8YhqGaViZTDqdTpumiTRGGAKEkBRaA4qR2sOvCiCEAEJ7TU4QIoQQxkDrvajaH9m/oNBaYQIwQHpPwqs1hnsaXU6gUooBADHCe1VkCCGtJSLEsCzOeScIrk7dajY8xiWl1DCpQQ1CLKVQIgHUttAQQKPZ8au7uz0DmYlDk1EoEHAwskyc5CpdqaLlWk5XT84x7cCL1uqLy8/NQ0Ac03n0nsfHx8bjKMmV8hgAyVUcSjuVTae6VtY2V6cXKv19w25hdnH1tVdeve3YgVIhjYFgPgMYSx0BqQ1CDEKEEF67/UOVMAQAQIygYVmGYSUsyeTy7Y7npDJC6o4fDo6MZjLZrkKRamrb+VxX5fnnf9A/MGhZVsf3ACYaodvPnO0u5SklSomZ6Vt/9ed/sby84qayZ87cSTDwOnUIZS6batarV65dhRDuGxt2XTg9fengwVFKhOMYM9OrXsd/eXVreX7jwx/6yZ/4KBkZHi0Xy16bsWRvD2VpBSAi80vLv/nbv9PT03vq9lPHjp/9+3/46rnXr9x3+h0//oEnHIsKwQ1MW/V62kmVekrHe7pnLl1qZQs/eeJsS0SyKz376rmyaS3fmn19+1yuUDpzV9/dd99T7E7funGNYiiVJhA4xHTcjJPKIIyTwG+jkEAcRMIxUwnXyDQch3AZpdIoiFt/8Vd/9tyll1wHAx0jyPoGXACkFIFrWRAQO1sCjBsQWBgjTCTayxgHYeR1ZXoRBDNTC+lCzjRTUTuxsZ1Nm6vzG5EX9Dw4duvmW7u7yfryqtYIaviZn/+x9773sdF9g7ZFpOTNWoAMvLy18dIrLyFonL373jvvuK9cHNTA0FBqraUygQYaCST26m8UAABBohSCyEYw5VjKdkQ+A2AvgQgoFXMRxLEXh5EJ4S/9wk9/5In33Vq89uZbl8+9/HyuUFGx/c73vu+++89+/JMfjUOwtslFEh49Pr7VWK/Wa9rQNoWR34jijuOaYcScHJyae0sRudtehKTdbm1hxE6ctj/4xB1JXHPTYjuorm59f3RicH1D7RscD1vBSy8+vX98wKJiq1rttIKoFe+GrYzb1ZUtAQkTxlCJXr5w7Z2Pvafebm+urFf6h6k2Og0vn8vrRM9enU4ajXZ9O458pQAAPIj8d9x7V5xEtd2dC2+d1ypGMKEUv/OBO4+NdG/MTw/0VPq7y5IxpKFQgPNEaAYgBVoTSiEGAGqtINDAMCwI6bWpmW9/9/neobGY8+2t1eFy/vzbb7386qv9vT3j4/sAAkhwmYQgnUoSxriAEFm2tec0NQidnJy8evXaidtutxwnDQDjotFsE4MSw4AIz88t+H7Y6Xi2bRmUQAh936/V6owxhGGSCKV1Lpv9+3/4R2walNJDBw8NDQ5yliiltqtV13G6CgUeRWYqjYA2KadNxyoAACAASURBVMUQmpQKxjFCly5duu2224IgaLUaYeC3Ox03nSn39HqdjlK6p9zVqO2urcwliWciTQhNkqS/dxBjyjWXirf9Rq6Qlpr7QSdJlGlmUqkur+Pfdcftj9z/jk5zG8vIMUksGDUwUcwC0jTAzJtv/frv/erEwdFmq5HEQW23utNoh4EgkErphYmPMAjr9ep2e2R0bGK0wGWsHDF2Zj9BptaacUYo0pKBZN0yLItCM6WymWwul4mSkIsgV8jsG8//0//7XKs11+64SsG+XhdRJ5fBO7V6FNY6xJj14vGxAYs4Ji3vNNbWN1b7R8da9UYYBF7b41yyRBy47VDKfHFxaSbhEhLMVSwh6R3sUVBLoM69fi6Jokfe/djy5sqFN9+UCbvj9jNlTDDEtmkCJQ2MS/ncyswsRnBibN+ly61G5FPDiKXCiCRMKKkA1BBCoGWcxEollGolBUYQAqAVV1IiRJRSTAoFScfrRIk0nXy51G/ZmCm/3faa9e2BnsEkJNsb7Xq7IaEuuMWnv/ns2TN3K2nMXFx87H7KoUELtkdUabBPaW/pzavCC9Mm2VhZYUoGrd0tKTiD+/oG07ZBoYr9uoETIDoSMYgtzwu1Us32GiZiYKjrzF0HlO5gIv/1G/9gECtj5xq7tZTjjI1PSqn9MBZcmIa9sb4qWGxRI4Rgd7uaCL5/YmJmbraQzTmm1W40BYtyaZdi4PkhRognSTaTajZ2eOSXuvI2sbAgcSe0MM05LlVQRBwi9OKzz8dBi2DlOG6z1RkcGDEt+6Mf/UgSdhSLG7s7EKLR4UGDEqWUgcn999xDCSZQOyaNoxACCLRmjClFwziCUAMEpVTUoJlcVgGNCeacF/Y6tzEWQkIIPc8DWo4MDxsEp1KpA/snlZZemHQ6HUKN+fmFnp7ehx56pG9wcG1jvdZolXO5nd3dfeMTGKPvP/fqBz74iauXz6ed3mK2VysGIdUAC6kptVSvm8Tof/3Px5gQ1Wr15VdecsyugxOncune6emb7Varvtl++423BgeHX3jp9VYY+Vzcf+e7IERJwkzTYgnLZNyxsX2MJd/69lONRuPOO+8Mw1gqlSSyVm8oBZTSGCCWCIsaSgECtdZAKwk0jqIok+oaHRnOZ1Jf//o3MEIYQIKxaRhaw2w6m89llOLFcvnGzRv7DxxYWFxcu3zlxIkTEMKnnnrK9/2NjY0Tx47Zto32rEgQU0oB0D09vY3mrpvP7tZqnU4r5dilrgKCSgvXcQ0EMTVZxBTjzLGIbbvQQIyHm9Wd3e2dUrl4cPLI5Pj+s2dPLyxNzy5ca2zUTRtDqCCKwyBJeEL23IQIOzYw+1I9/VmDWkhFjmVa1ORcTk7054vFkCWWaxsE+52O73k+4wCAdDqdSSOisbnWYgjqlONKDUKftzodkxq95bJFAdJ7ixRJIQAImaZpG5aGoOF1Un3d//bNp0ghZaXd46ePKS2jqFnOZzOZdC6bEpxOHhiMk7YUWcMwGGNCAIwJUJJQQ0ohlcLEVBogiADcW+lAwzD29KxKqT1Vx57ryzAM23IBAFEUxZxFtfrM/ALnHALa09vd29ubzWYxRopzqSRjyV6BE0QQQmAYBgCaMfajelwFwP/P0QIhJCEEIbT3wJ4IAUIkhNBQ/tAOKQWmBChkWRa1rHa7PX9renVlrRF1spmuTDqHDciVwKalAYg5R9CglGKtpE4EC0dGRjJFzlSr1qi3Wj6CtLpZAzgpV1xCSOy6pmEgDWIdWY6VBAxBvbg1+9VvfyXwfQLJ+MjkHafuuOvsfflKgSUgiFqR6qS70i+ee+VUFP3iL3x2cmxkdLC7K5+CUEdRJCEAEBAN93r2AACUUowQIWTvSw3DEARsbW099eS3Gq2WZbq1Wr1S6eVCuW5mfX2rVmsfHD+Y7yoTai0srkpIwjAWkmNCjp64LZ12u7oLBqHffvKpl1566eDk/s997tduv/32mCWb21VMyPee/c6t6QvDIyM3rp8HSB89PkgIe+XF55U4k3Ktt8/PvH7u5uhI8b3v+dAn/q+f1hpGUQQ0CEOhFZFMGRYWMtQaWwbxOvX15UUA4XPPvWTadqk0srHR+eo3n7xy9eovfuZTd549s7O7babI/8fTe39bdp1lujOuvHYOJ4c6FVRVUgVVUixJVpazHBBO4DZhEBsY+NK37+V2E0Y3fZsLDY0NDBMMuA1ug7GwLcuypFIuhcrpnFN1ct777LjyWjPdHw7mX1hjjjW++c33fR7IOSb46nvvbc7OioXm4s2N3Xce+sbf/Q2s5MlAJcLk9hMn77j7jhN33T09c/O57/+jFOyBB+6zHLvg5A2iK4EyxtIsUVAqqQFNRwhkCkNNIsKXmouXr5199+IbkLDl1QVdB1EUEKKGhyoaApypjCOZKghglLJ8CQOgEM8IBjohlBLGUqxTjCEXbKBYtexSmrFmq2VquqlMU8e7KuPrc/P7d++dHFa373WUQqNjY3tu29vpzcwvbfQ9b3l57dbsUhgkgZfde++DP/G5LxQLNaw0lgEEgZIYQAIVBgAp5IkdmgdEAGAmFBBEcaCAAgAgTQKFAVAAQARtKHXHKDo6d0wz9IOD+6cO3j7245/6dJrBdicihEqeioR//id+9siJU7OLsxfee2V2YdopgbWGGJsYfved2aGKmcbx0HAhTcjq5kqxlmtstodqg2naLRd1hHyiR+9c+vbcreVquVAaqAoZd/zuPfdPNDa2Ot7m8SOP/sovfnF5cfXpp39MohgK0trauBBGUd8bGx1KkyiO/fmF2b//Rm91df3YocP1wVrobY/WCkpJA7Is6M1e2kAUFYsF3dC7/e74xChj2flz59LQExkvFHEYiF/44sd/7Vd/AfS2W60WhUijBiQW5xJApaCACiAEIYRSqCjyEdYs04UQAYAxpm+dfWdtYwsZVsISzdDW11e8bj/wOs986hk7X7h05WatWml1vDTjAGLOBSU0CELP8zhjXr+/urwexDGiOqW0Vq0uLCz4vn/81MmlpaXFhQWolEGpYpylGQRQ13XHcZ599tk9u3cdPLifMZRxli8Vl1dX2p3egQMHKtWKEELX6Nzsjd/7vf968vjxX/7lX37uhReSJNNNo1yu7Nm9F2saxhhAvLayvH///kajcXNmGmKUhsHBQ4cAphsb6yOjo27effvsq1KmCDBN11jGhVDV2kCcJIZldHrbYdzHGgIQ6IaGMKAEUagSr//TP/GZyGvLLCIYhFEiMavmLML6Gia3Fi+dPn1yZXED4Hy+WKzWx07e+6gEhThJLYrTpKFkK4rbnhfOza0HUZqy9Natm71GjFPCBe90W4RA2zakyFpdr1KpY6RRXXKesUQAmZkGlZJnSfqLP/cBz2NCaFEYQ1xNWQSwLOTNoepwazvw2u3b9t6+srSepDLueBoAkKdvvflKlAZx4p155YcnjhxDHFhQjxTXKDINK8y4U6q6th3HMUao2WxCJaTg/b63vLyYhNGxI0e9Xsd1Cu1264mnnjjzwvOdXntwcLBSrZQq5dGxUcPSut2uYVpRnBkKel5AdR1TDSIUJZFUjFACkMIEASUR3PlDAymlkgJAFaUJopqbd5/++NNKBe3+hpCg1wtlJPoNT0XYbydBEhLHzkK6vtSZm1vbP/pg1mci30WqH6yeX7vVS+J+b211T31grR0rpPbs2u26uVa7oxN9oF4ZGRpM4gxI6dranqnRs7dmHaeSJgnGiCAZhO1WY5vgDdslhokbzRbgGAnjp37y5+86eXJq38E//rM/j+IEYywYX1te3O5ssTQLgmBhfr42WI+zzI9ijWpAqZWVFRlFBBOgAMFYKAiA7Pe9/fv3/9Zv/db1a1d7nW7Ohd1WR0O4nC+mYRL1A9OyWo0GhcxwdL/foJBuN9ZyubxrGd2OkkIU8nmg4EBtUNcMTPDqykocx2sryw8/eLrkOt1WGygFAQyDGFO1MzkwxijF/7rJUSoOQl3XeZooCCFGACiMCaU0SRInZyqlqKYDIFiW2vlqwoVSKBOiOjg4NjYaRVGUZLpptTptx3U/97mflFJ4YfD6m+/Ozc7ahnvi6CEEhFQSQhyG0fefe/4fvvmP129Mf/GLX3z8ySdGhkZ+6Rd/5ezZs3/4B3/5xBNPnDrxiJtzglbnwlvXp68uXbu8QGxnrbFVKQ+nCU/ibH1tc2pqinM+NDyYpPHP/MxPI4Rmb04jhI4cPappuNVqUY0KJtIsIYRQDbM0I5RqGjUtXbB0oDbIWKZhPDo89OlnnvlfX/u6BFwhxLgCACUyCaMgn3cghFvN5pXL1zVdhxD2+33btpvN5sDAwOn773/n7NvNZtN17UqlYtlISEkodpwcIWR5ZcF1rM999plOq/HCD77nOtbt++/jqackBABRjXKRhVmSCEEpsB3HIIgn6erW9kajnS84R++4+/iRk9utjavXz129dqHTaZk5ZefMIAriJJSS26btBQGXEiCqoLBN0u81uqkUHCCira6vIUMbGh7e0Ys4jjNoYcZYPl+0TY3MrWx99VuvQijdnAMAEQopCS2djtWb9ZJjUDlayrulHEQyTTMIJcCQA+QMDP7D8y+8MbNw6OQekAmnYhMNyoisLq5MTe1e2WgZRqHX7ftBp+RWhOAYAwUBQUoCCYBUQEAIlZJKwR1uF/yRBAFCiCBUO/UsCJVSUkoAIEIQAEB1DSIMIcwjKITo+snC+sb8ypqmUVPX8oW8Y1uFfM40TEIwAFIIxngspVRKQgh3rs4QAbXjFYMMQK6ABBADyP6NeCCVAlBCCiQSiCBCNKlgEEbzc8vrG5thGAoFMSGV2gBGBhOAUk1TRDBJKcUEQYCBVFIGQsaWY1ZLI53uVmN904t8ztNcjoyP1RMWlEp50zJ937esHGPMduwwjPzI9/qZrsNEC6SVKiSW2zOz37ry6rsvDQ2Oj43tuXJl+t77Hhou77rvwRPdTv/f/fSnTUJXVxf3TA4hBAqFfJwxTAnk4kefDuxoGnauBzsJCgKkYxp3nTqRJBlCJMnExvpmmvHQC7OMez1fcj6/OK8bpsLQ84NCqZyyTCq1vLZumsbM7LSh63v23x5E2R37D+w/eDCIfcMkE7trTCW35s9vra/v3ls/dfK2odGhwbozOlJ6KfTP/PBlTPAdB4/8+Zf+20B9bLA+GQWCc6GkAFCwJNM00zR1CIVGdIiQlHzXxPDJU0cWVzYsy07iZGJ814c+9OE//Ys/fuf8hcHv/mBtq73d7SU8G6pV79y3Z2Zx9a2Xzty/68CBu4+FLH3ogXulYRTGRtb8/tUrly+eP/e7v/tbuWJpfX72rntPPfnkY8ViEQiYSSA5l0AqJBWSOWqlLKOWBnSOdX75+tt/9/U/i9NO128Xq7nysJMnWMkcxQhIRQmVQAgIqGYWC6WrV2/4Xlir1kzT5hnDSKVBEMdJLucoBbGA9XydMZWzbZeahqZrmFCFy8VSmqSs39IobYYNJsT25eW1rdlWt73ZaA4MjGYpjEOwd8+hh08/dfzwSdO0oaIskxRqSiGMJEEKgAxCJIEECiggd5B1EGqAKKiAAkpKnmUcIQGhlEoBgBDS0hRSarR9hhHZ9n0NExR7AmGiYQKkQgBh/NSjTx4+emR64WbZTW8tXYhEs1w1ut1t2zLiBPf7Qbu74eRySQohSDToXjy3cvz4nrntjdsODLS6PQnTRCBJi/l8aXFhbWll8fAh4iftrr+wtH7hb7/2R0kIh4frKxtbhgZ3Tbq+Fy6vnM+ylCCAITn77vedfL4+MPDu+YW33nt2c2Pl7/5mulqu6YQA1SE6zeetWj23vLI2OjGULxlXr54/cvhAzjb9bosi9dlPvf/+u49sLc0P5RxLNxlTXFIFEEBYKUWNHWQg2FnYUEIgIkoBzrmu0+sz19c214vlwmZze3V1WfG0XnP/+3/7H0ePHPrzP//TWwvrmaRn37tQrAxARIRQmqY7duH06dNev5em6dNPf/zv//4bXc+/cvmyRjEA8u233jh+/DhP4hef/361WkWCm5RWCvklIWamp0PfLxaLJ0+eWFxaOri9bZqmputRHNuOG6d8fX3jxvXpE8ePCSY0TZNc+J5nW5bf75956QxEmGjUsl1C6KNPPnH/6QeEEKZpplkmBKdEAxBwnlUrVYwpwWhjfRVjKEVGyL8aFnO5IqWGlIILNr94i2hIQgGQEgARQvN5xzXsf/9ffruUM6KwZ5lEKQUQtkwTSUgoFki20ghXhy6uRi9cueTYRdcC5999se3pGiF7xuun79135PAghhFBWik/tXv3QJoFjz/8iTTimq4xlgZhX6k0jf1Wq+n3A6CoEKrlb2xtricCKkgWbq7k8nndtFpbqwhpAOCcBQHIgPAJxqWqK8raULnw1GMfvfPwqX7Xw4j8f7/zP/Wce+nW9OzSssSiNmJtby8AMEVgsHdqIPRBysTVmTnNLWxvNPftAZBLqSSPU8swNACTIJAsLeddy9R938syns8XbFPLAG93mqWByZHxiX4QuMUCtXSBYLVaW1xc2rt3fxhGw+MTQmGuYNf3MikBkAQTrhRQiiAAIMQIM8ZqlVrGklzehJgFUfutV5/TTJ4vmIbt5IsVq2hO1CZGy4Mf+9AnOt1uL4pylZqEJAzTYD3OmVreNgFKJwzTY/HVhQ1/c7ujbMfOJYE/O7tYrpUrlXq3409Pz5w4ci8mhOpwbGKk6++9uHB5766SYeA49aBiABDOEgAlkZwKvP9gnUjda2bPfuvr07Nrn/78F4aG65RiIJWTs9ZWFo8eO0QQPnTo8M1b8wsryyNj4xnnknEo1PEjx4qF8sTkZBRnAiAuJCIUKbwwfyvy+6ZlE4Lfeuu11vb61tbi4cN7L105G8VC0/VSyci7jk5V35NK4SRJ6/VqGAUIQc/zO+2urtueHxXz1HXd6enpMy+/zJPkg088RjDxgkAntFwsS0i4yDDGjHPGOQCQcyEBgBDmHJcxRnUjY0wqAAgAEO4wyzImlBQQQgQgwDTjEmKNcUEEREB6YUgwUUpSqtm0IJQECEJMDNta29yiuuHm8hDhLE4QQpRiQ6MPPnh6aveuRqsZx/G5d8/GaZov5NfW1q5emm51uvVa9cd/7JMUgIXF5fMXLoWMjQ4Pa16PCSGlajZbf/RHf/iVr3xFStnv94eGhqIoghBmWTYyNuw4thSy1+8AIDQNQw1jhErl/F//xV8tr80fP37sEx9/WjNoliWGRg2D8oyPDA4+8vD7Xj3zCtH0OMkAhBqlyrKEkhioLE3L9RpCeGhkJE3TarU6MXlcKVXMF5YXl+bm5rIsMQxDN3XDwIKzJEkw1kaHd7VazWefff6uE0c++clPtVuNaxduKADK5XIxnwvDECihAEhSGYRpnEjL0m3TNPM2AqgX+K+/cXFosDIxPvC++95/cN+RhfmblxfO9b0e0mm1WANEIg3VgYyzJIhiIaVFTYI1INDiwipR1Pelv91Z2+hBhGxDz+dyVGBKabe3fOpQm4QxC4SNKIwjDJAmoYYhDhLhr7ZXmo28ow3YhCCHyczQsOuaSgCuwHKzfebipfzERBhxT3bbm7cmxgYmBgdEpby+upkyyHkwMFBJs8C0tF63TwhVUnAuEUKMJ0pBQogUDGOIIIAQIgx2Iq0YEPijQXZnCtthFexguQilSqqEZZBgCJHmEmyZUEohRJQl8XYrXPLSJLVMo1qp1GulgVrZNE0IQZzEjDFCkJRSCvmvwQMoEFYKcCEFRHInWqCUQhhRjWCDEkIYF2tr61euTW+32kQ3TcvSHUfHmBCiOCCYCA444whAqhPBuRSKUkQQkpnSqIGlqrhT+x8/wkH88mvfu3bjvKOjja0lpiKqGzxThOi9nt/ptE3DHBkagYC024uGmcMuLA5VW5tbK1vr9UoNOukbF18wZ94plQf/+K9+b7A4jpjDuYyC5Or5yzbRh6u5I4ePIAgdyxZKAch3oA1Syp0e9L+RdyGECICi65y+++6Uc0r0MEqzTHhBtL6+8drrbzLG2r1GmjLXKXDBgjgsomqpVF5YWqaUEs3yowBL1OoFm82Oba/9jz/5k+WV2Wc+/dHyoPPe+bcE7JcrumGwPXsHu93OzGzvxvULz3z8w3t27z96+FghX4aSIWSkKVASY4hSFhsmhjriWWRbBQxJv9uHGHlh4Li5X/+1f/8v33vu+R++ghDNsvAb3/haP43HDhzcf+TOmeWNVKjh8fEfvPHWSy++8tn3PxFD7Svf++fBYmlydPwLP/n5yald71269J3v/sv9H3j/E5/8xOzKEsdkuFQan5oIojBME0Mz0oxBABBFEkCFVJL2SrVikPaXN+feuXDmnXdftC1ASZR3LdMyagO1mmVq2KhUBjVqTd+YUwoILlrdVrPZrFSKvT7B0GYpkAxiCg1iGa4VJwwhRHULSYBAKuLIJKSWL5Xy1eHqUK/VLY45mgln5q4Nj49ubmwF3Q4xNEyp7ebjhKcx/exnfv6eux5xtJwOaRylhqFJlugGkkIBKAniSimkIFS2lBxCCQBQQLE0hQgqyBESADHMiwBmCgRcRVxxpXRCHCEh1UiYZXbOQSkM4hDqBELAhbSoaRDj0sWrl2duVgYHhsvl0K/oBcdPvSiEw0O10EvK1byf+M1uM/VTGdlrq75U6vJ7iwdun8zScr/fNu06pvnFJX77wUp9oJDJdYlgoaLdff9BV4NvvvPCws1WvyMqFadQM223cODI0SzLer1OlsSddrvb7dt598id+/rNBT9Md+07YOiOQW3XdqbGtMZWyw+Sbj+4487dEoCFhdnbDuwbqJZkln38c5954J47XRMgGQKJup1e3wtrAyMpA0GcuW4eYACUgEBCqBAgECHb0hUEgnFCcLfbHR4djpPg0vSt1ZVtDYEff+bx/+v//GKlWvr9P/gDCfWu13/uhTc+9sxPFrBBqJ4xnqQsCoPZ2ZtTuyYgwtV6tVguT8/eclznkYce2NraunHjRuj1ZJb0Wk2RxrZGc7nc7NUr1UqFMXbx4kVd13u9nsy5Pa9PNJqyLMfyuUJeM23JuGmanAvHNDHGlUqlkM9jhHq9XrzD1W82AYSQ0CefegpCaJpmmqaMc5FEBEMgeJwkEELLtsIwaLcauq4QUgBwxlCasKldIxBghWSr3WIsw4aOEEiyxLFMCsh/+s3/e2J4girQ3t7M4j62zSTltl2QAqexjnRMbe3g/U8tqSJi1dULrX/+zst7xqsLM0hleYrRysLayy+9/dRjB4JgedfkhGnkNF3r9bcrpXrOKufzuUo5X664mqHKpcLuyd264SoBIdIVAFEYSCDDJPIDL0h6SvHNrdVGe5OxJPICvxOWTXe701mb26rUxlRGB4t1A9L84GiWpGm4+sQHP3H51uvDo7Q6Mnj/PacWpud2DxXLRbBrLNdqqJtz80G3H7c8SU2eCgJhGAR+L8AGEynLAt9vtauTubxjaVTr+lEmMyIhMjVOkWa7mQQKkUyofhByJQFGqeReFKZZBjAVinAFvTACGAMAdt4cgVIQAaAUy5jmWL1eu+A6O8UQqcKl9ZtZ2tJNSHSLYAeGICfy1967Xi7VFNY4xJWhsbGJ3bliWcP+hYtz+8Wxta3m228sf+CJJ4fyd5y/+Pqv/MYvpSxiEZtfugUJcPPOwvyK14lTxjXDYCJ2XCdXsB0Dhf6Gadga7iOY2bYFpQYUYRny+2Eupw1V6n0n/du//Pb16a3NdvvgsZNHTx5jmURYlcuFs2++edfJU61GQ/BseHBweHzSD8MsySih9993+tjJu7e73ZRL3bSZyiSAlNJCqZZEoaYZKY/6wWYQNQaGcr1gY+3icr5YgwjqJpuYGhCZb1im14+HhqpC8HPnz01OTe3bt39oZIwSU0HKBAAKzM/PX792/fFHHtZ1nWAMpDJN87nnvh9nnJKkWCxP7poqFEtJnFFq6JqBMQEA2UU78DuGoWOiWbadCdXr9aSCcRxDCKVgSnCd6mHC2Q40EKosSSilSZYZpp0yJnmqlEKUCCF0jUCEdEOr1CpMZFxlIJNcpISQctnNFXbfVzwuFBBKQQijOBkeHmaCcM68flc3iKVrf/aV//mlL//py2++dfjkqbHmrn969lssjpXgGxtbGGOEUKFY7HZbu3fvvnjx4q5duz784Q+WSgUmWBh6CGOIABMsXyxZjr6xtbrd2i6Xi5pGERCcpZbpEIy4EAqpo4cOKyZ+cOaMabl9P0RSujk3iLxOp5PP59MstkwnY0wplSTJ8PDw8PAwRfLA/tvGx8fPn3+PMaaA4DxVEkkpszTL5wu1qnZz9rpOdZ2qifHhz/+7j731+pvXrl7rmnatOgwpJtSGiMZRknHR9/l21ysWCoWcDTDAkC4sbt68OTs2XN23b/Luu+6b2D9189b02XffXJhfsHJ6bbDCAcu5ecMyF5aWIQKO5QqppKIYu0yEAFpxkgEIkjj1vHbBrqdpmDGQMUAAQkAnCGFEKKY6zzhBAooYKIYUtE1DNxyHmhgQTUNSqL4UzDGfffafNAt1vM3IYwLx3bdPGIjqRONSGZY7fWGG0txCvCW86oG991NPgwIzLiEWTDIlIQQYKyolZzuKLwgkEEAhhDGEkiu2s6AFQGJMpFScKwUxAJhxhAiGBCkAFORSQiG4BAxhRE0ieZajZSCFEFmn12221q9Nc0JwqVQql4uu7TiuqxlECrETz0UKSKkgBARjriRAEACoaTrGOAjDucW1VqvdaDQYF4TSfKWIsAYhVFBKoJKMUagDqCjFQkiEsFQSQogwAkByxYlOmeAiURTmqvmJUsGsvr9638mHltbnzp47h2hQLJue12tsbQDFKTEtYkMOFWMH9u7RdD3GfaXicjVXKjhREHtRL1dySsVy3+vaLkJ6KJRfKlcMS/zUzz/9wF2nbc1WJHMKRSFBljCqaUEQC8milwAAIABJREFUaZqhJCBYlwBABIVSEAHOmSYAwiSOEkJpEPqaZkggyuVcuVKYnJpI06zd2/S8sNPxz759LsnCQsno9Hku5yQpkzzN2waEQIi0VM2vbS8/+OC9B4+OT89dX3n5Zq/fTvyIxem7b5+/fOWyaVo5p/DBJ57eu+e2armepZynghAtilKoKCWQc4YxElzapisNKZkIgijwI6oRHRGepLVy8We/8IWnP/qJP/rynyGiO24uP1RP4/T85euE6kIBvrI2MDSchb0zFy4ceuzhD/3kZ1gc3bh2+f/48u/HQYox7gY+P3v29Ic/fOLkqTBJDCWCbieTAgGVxInkagcGaVgkiMLFzqWrq8GZ118Mkl6UdTn2UqlKudxIfXi4PuYY7vVLF3JOYeL2ccEUmFSZELfm5yhECGItZwOEDcMAChCChZAiFRRrFtWkVGmQmTrJO1YSJ5TosRcvNxa3lxs5xyGYhxvdaq4gk3h8cHC4Pjy3uNruRrpevPPQ/R/54I/VqxMU2UAACSEluuBC07Qs4zvsZqmUUkJBJIUCCkKEFRBSAaIRCYSUiikJgJIgBpJDrADCGEKgEARcSpExjDH0vJ4OCaGYiQwjRAxjrdG4dOEy49LN5QWTA8VK2b1dqEbH77c8LqGelRPLJBl3wyzp9PtCoupYJYhYnCY9FaxcWrIMHbV5rTw5c/1Gu3GtWikMDg5On7uyb88uoOBLr10sumVA6eD4gFOCQ2M5BWG7MxMEgWlohPDaACpWchICP1x0dCV4aueNLG1pOsvljInJsmGSIMwmiekUzW/+0zepzVc3bnZam089es+TT56UabC2tkSIFJLbxCzWKgqTlCvHySuFFZBA7gTrhaMToYCUmQIYEywBKFWKGRd/+If/tedFid/Lm3q5WllvNP/ir79ardfWttpvv3NuYGgUQk0KLBiHAAKplJBLi0umRndPTn39a1/rd3sPnr5fSP7Gq68iiB0rVyjXEgkAoZZuPvnoo33PP7DvQLFSrlTKly5eDOMQCh4GYb/vGaaVd23OkiSJMgmyLOsFASQ4yVjP8++99/7dk5Pf/c5zQADLdgcGBiynf/jI4Zm5OaJrcZq0vV6UpbcdPOhYuuf7mBq66Zw4ec/rr7+Wc20kBQYECoQESRTL5Qq27YRx5OTtZqep2ZqUXKeaDo3u2vav/+qvH9i9q9/xOt0ewbBUriolMVFCckI1hVHCAcpoCqnrjL/60sUkNn7+F35mqFrc3nhwfT7a3Nz0g83ZGy86hV27J6dmFmZT2Bso5PQ+e/XFFxgyBQTI1Sf2DQ3VreEc1anMJNStgm0WTDNHNa1YLpq2iQhCAJl24Y7bK8e041SjGtayOPNCXwrSavleJ80iNV7fC1IoBcuiuFRGW+s3icwqjuVgtTR3xXG0KNt0S+Jjz7yvUhr5zvee2+wuVodHvSjrtKeDIO17Qc7OIAJvv/2ck1djE6BQCuNordEMkkTkbZUIOlwfMrErsOZ5Media73Xbm9LlS1Fy0E34INC12zGBJcJpZoXBAAhBBUAXEpFCJRKIgQ1hAEXEiAkCMXEIC5BMPC3lfLyhYpAXLcAUKi/1UMAAC+zqCYIPvfKW5dK1z2WDkgwN79aqb2iW4U4SmYuzS6vzKVJ99yL72Kk8gSKJMg0OTI2eP/Dp9ZXN6jFRCbiIFA8QiyCEqUxi4PINKmh6RbSMcJpIhCCgZJea83FBtWq9eGhQ8cfnl1YlYzZmpaBMOx7Rw8fvX79xhtvvRvFrFgubzWbS6vrjIt777mbsfQvv/71dhAcO35y974DO4serBSU3CCgXq0ahhZHQbPReuyJD9x198Fuf3l9c3FxoYFByR+onzh+e7+/6vuo0w5MsxT4fHV1be++21kG8nZF0w2esgwnCsDLFy/btj0xMe5YNoI4jZO847z28otBmlGNQ4RHRsYefvjRJM32779dSra1sf6/v/lNXdM/86mPlyvl6emr12/cKFXqJ+66V0noOjkpOMW2VCJlomDglHEAIUZQLxUgEDxLlVKWxEgSBeDOLKUA1EyDJ5luahmLdR1nYQIFVkBmXCBM2q02wIgLoevmrZmFr//tN0YmRjImLMPMOXa5UiiWCp/+/Oc+//M/963vfK86UF9dWo2iKE3T+uAAQnB9fX1kZMQwTAjgxPjkK6+8Whio9YJYCujFCaa6aetEqTROfez1vV6/3xkarAMoMcaG6VLDSFjWDfqWyUxdP3ryyHa3c/X6tE6xZhiB5xNKXTuHFDIoZixLY/+pJ5+cnp797rPP2pbTaGwJKUZHRyfGxxBGaRYzkRHdIBhjpIDilmVM7Z5aXFqdGB9959z1H7703G//5n/kma9Y0ty6yTnS7apTGEbE0akhQKCE8ALf87yC41i6blqulGSr1VvbejOXd0aHR08deejQvqObW0sXrr47szidIdZsd6GJsEvjbpCkiaUVNE2LQ8/EytJpjIEQOIpEFqltuQ0Asl2H6JQMlO3D447j5Klmdjs9XbdtTRusl+rlvGtSw6Awi5Msy2kEI9JPwvnY/9r//ltnoDZWHCMba0Ecjo6OszCyisXZ6zPdTt+yirffvv/8OzO9Lr/IL3/giW3OqGSYYCJEqpAEmEqBMy6Q4oAQJoRSSiihFNCgJhSDAkIIMcYIYsUBAFgAhCAGECsIJSRQ04RgCiIkFZRCCiAEg0BBJRAUCEuCEKW6BFCCFAHohb1Wt8k5V1ISjC3LKJVKju2U8nnd0E3LSrNEN3QuZLvdmVtYaLU7jDGpGxhjatkUgH9bG0sFIJBIIUKwElyCTCgAEQIIMsERIhhRAaQUXBCmkNqZf5duLfUc3XG03cOH9u+776Mf++UgE2uNRqfVsg0tCjrjI+WbN9/79rN/TTUsZJikbWw4lmFCAIFCBtZLpUq71RUiNHRpOy5LYwVEO1ikhF651bg2+wYU0LXderVaLpZuu22/TSq37TsgpbCwnqaCMSG42sGWEQyV0ARXO45yRCjngmLKhZSSu45t6HqlaDEukpQfuG13u7u91dxY31jfWPNM0zVNF0FZKJQMy64P2i+/+vb6N2cO7N9DoPQ74cs/eM/UUalY1WnjV3/5P+6e2iOFIpgqoYAEImNMsoxIJSXBEECo6QgAgzHmeUGWZpxzoACmFBFKCNENWyHEBLg+s7CwuObmi+1uWKyW4iBcX92o1gZ83w+CQCPwrpPHi9VCN40unnl9uDb4hV/6NSViKTjGxLFz+WJJQdTqbCslmUQSKkQAQQhhBWwIUdxsLb3wz99e31jc7C8xxgxd7/U9aoKBoSrBgEvQ6Uad9Wlbs+84eKfX98+/d7HX73W7Xc0wqEYxQVKgNM00HWk6IpgqAVjKdgIAgnFKiJBKMoaBbhCjWq4LJpUN0yQplBzD0B13wPf6mZ95QdL32HB5z6MPnHz4oQ86bgUBXXIABZZSCLjzkgCUggBDpXbQbkQIpAAEkimoFABCcAmkUFICqaSUOzI+EoAfuUOAAAAojAQEQHEmIdQQkoApxU3NXN/cunjtWpwxy7E5lhglIos1U79j/KCjBrAknT5v+17Pb+iE9MIYuqSfBZmUq+sNVTSYMsM4yNVcSrWNjbXtRk9Cfn2rv79gbC8vQN28PL1699G769VkcWZxz8SuwWq9LxrtXrdULs/MTdfrNcilpulplLiWAxQwFIgBSJWMOm1KtCxVWQT9DhscmLzvvkNf/bv/tXXj1uPvP1EsFFmS+K1t1+784zd/v2CZGtHWN7cc1907fodluuPju21TF4IrKRGEGBOAEOcsTjmlBoJUAbwj1PaCnmVpkPVTr5HT9YJt//CHL/zTd1948NHHuVLnL52BGCIkLUtLszDJAOM8yVLHMvue32y1AURJmiIEDx85NDhU/w+/8RsGte45/aCk2tJ289H3P5W1u9/4+j9st1rl4SEK4OBQvV6r1oulLM2YQmnGm9vtYiEvGP/UM59sNLchwEmSSMYxIcPDo83Nxsrq2g9feL5cLg0MDpuWOZLLzS0snrzr1Jtvn8WWWRscoIaR+QEHoNUPorhrWflLf/qVhx9+wO+3CMEUUxaxMEr1nDUxNqUYBEC2u9tRGhANEIQTP9aU/uX//kcPPvBg2O3Fvgeh4ELxGCilIEK6rmNNIBAjqPEsg0A7ftsdOaO4vLa5sHTt1laac3If+sA9F86Dr3/jZb+3rcfCjHl+SVyZmRk7cGC/7T4wfE8c8+vt9nfOz8QpvufnfsziXSR6LE0kR962vxTPMZEFUdDz++1O24+TPbt3Z0wCgEqlsuL6+NgBAeDA0NipE/fUysLrdJeW1piMrBzN54xf/Q+/mXerH/34T3V6vZbX6PQ2Ar+3sbZx5oXXOu2On7aoZhy/eyoIo3yZGlYwMowtuwRhMYw8CRO3aB+6cxdLpRdcZqmikOgIdDs+VbBWzF9dvdDYVocOHgRgHYiOhjXFsWNoWysrmmE7Tg5RAzJ9u9k0dD2JPYqBFJlSCEAoAMB6ijBhsaBIQwLJlGjUnJwY224tG7rTj0LJBTE0QKVSgghoChgmSbzSAkGK83bOLe0qDThIR3GM/e7V7z8bpaGJ6D/f+KuynT9+cqoVB00R9LuNNm/dmJl+/H0ffuiep7AiGJtpwAqFiuQIKIMlEjFAM6ph4nU6um3m3PyUpRNsYJJfWW9cuLoRZ/KpyUkoWBqEy8trmmEODg41Wy3DcRPGPT/cajQKhYKhG9ut1tl33ur0+8eOH/N933YgJViJLIni3/ud/5wx9oWf+sKePRNPPvHon/7Zl15+JXfy7pH6sFEfQNcuLG5vba1tLFKjb+bM8aJdqw7ZZn1mdt116be//dz6xuaxY3c++OCDUZQGofPI449sNzaOnziaZolt6J7Xu3nzere1JTHiDCKM527dTJL0+LHjBAMhMq/fWp6frtUHCgXHNuh7b7/+6iuvnbznvnvuuz8JU4WlQZDI4oWlpe+98MNisfT0xz4mhIAKrqxvXLt6yTRItVTgLONCum7OdvPDoxOccc6SnFV2XTcNWRz7hqEhhaDClm0zzjMlIIYQIZakB3bvffe1s2fffGt1dTMKE9/39+ybPHBw32uvvT46MjkwNMxStnBz7vfOX5ycnNyzdzdj/Fvf+tYdd9zxyPseSZLUtp31tY35re2LV2aUhAAASnUIAIJISqlp9OmnP4aR7Pf9C+cvaprm5hzD0JXgLMsee/ThLOMaxqdP36eUunr9xvT1q/v2H9R0jQshhIAIYIT0vHv5yuUnHn/0D/7wT5I4jeN4bGx0ZWUln3epRgCASiDD0m3b3t7ejjjDhOi6NjYxudXcNk3zjiMPPPvs81rW2DfmHBodDINwcW1zc3VVoorh1HTD1XAxQykHPM5EnKWUIIxszc3pUnIpp2+uX756c6Ba2DU2+bmn74zS8NbSzevzVxe35kPhVyfrp+97X6vhra41Zm9Ox5mPdCkVujm/yhBMQ0aYVFBlYSK4ICNl++m79+VL5SSVAO9YGTKolGAJVmkWhLmilsZZiPB2EKqc+b2XvgvyhjTIwdsOKkh0nTCemFZBKaEZ+t59U81mt9VsHj25X2Ro9uraVmNjqLo36ossy5hMsEbgDghSyn97BZdS7iQ+d0BahBClBBcQEw0oqQBGiAAJAVSU6gApCCGGSAlJUCJRKlEqAUMASp5KxYFSAEoEwI53DACpacQwNAAAY4xzlgm2trm+A2QFAAwNDezbf9vm1tbNW7fiJHPdHDY0QimiJMsyxuSOPBYAsAOshRD9yKQrlRJCCAgxhJBxhiBRRGBMFJBJwjEmlmGpDCqlRscnMQBtL2AKN9rBmXNXca68f8/hWq3YaW7PLyyvrOgfe/qL7faNd8893+muua7khtQIDvx+tVJaX95wc7ZhUM756upiuTqwsbXquq5VqgaxhyGsD9YwzkK4HXut899+FfDc7qm9o0NjA7UhjZj7pvZbjh32IykAAkgBIqXEiDLBWSIJpkyqnagtSzjGhDGhFNQQHBmo1Gv5PbtGIVKN7cbFi+fX15e4UDemz03t3mdatmvT8xfeGx4oba6uWYb18Y9+4LHHnjh48KBpGGnC+v0+gphigSBSCuZyec4FhIBzrmkaxjgMQ8/zBOM7B2Cn10IME0BELffGzbn5pZU7j5+0CxWsmYjoXhB6occYc93c8uLNwcHB0kh9dWlpa2Pt3TdfFZwlfnKm9ep999z76KOndUp931cQRHHMREoNzFjKYCFfsKLMI7qIUq/V3rh05Z133nvRC7YUTAQ367W6azoTIxNRFOUKNmNpr9uVGDuObRDz1uJKFAau60gIC5VKkqYRZwIBLgEhRHDGeUYpZUkqpXAcxzVtzlgcRaVyYWhwaHhoOAmjfrdnlcwsS7utrNttJ2mo6Vqj2Yi5IzmdGB/69Gd/JlcYUFJjKQBKYkgIhAhC+a+lRgR+JL7bsdxxLnZQzTtrRykFVwJCoJQEUCEAFFICKAQhQlgpJQGACu5kKAkhO166VKTlYnFxfun1N990C0XT0hnPTNMUaSYZT4V86ZXXzLTxqad/3NLJ/r0HpAp5kl66Nu0MFAZHB/rd/jl2kTFx4uRxL/JWGiuhzK6i+aX1FhdR3UXtjUU775iOGwtxYXlaYPDYMx955fmXqGuFcTxSLPfacbeTFquGEERw7c3X3z519M5KoZLGMjZQrjACOOCpqubqr7309gff//SRY3f959/5nVypeHT8hNdfoRDt2z163ycez/pNr7kV9YJq0Q06baJA0gunRnZRBWKvDyA2rZySSkmFIdaJwZELEAYAKSUkZwBK27BDrxv7fq/ZHDh4YKPT+vJf/sXe245cuHQxl88hLMOoUx+pEyPiUEpiBywxCznP81a3GrptpUomkm+1mldvXMH6YcuxFYM7mBUmGCVka7uxtLwUZynXSRalNxdufeRDH7o+M/v2e+dvP3J0L8RJyuKEaYSeef4FDSEA0d59+xyNZpxNTY7lHGNpYeH7P/guIGCgXH/8ySfa3Va7219vbDWaW3EUjY+OWaaVpqkfxc3m9vDIZBynQnApebfXmdq72zGM0O/zjNlORQeGSAWkYHlpgSDA0hhTCqU8fvL4Qw8+tFPVJYTsiHk555xzBcCOjUWjhGgEQ/l3f/PXP3j5tfGpPYOjY3v37udMDA8MFquJqXceumvP5hAPVuaGK0PvP3zfTVRlWbJ1a9qk2uHy4IGRPX7MXlhYy+Wm7jlx0O+vm47eWm1ZUFv35nfyBl7o9f2+hKrd7hoUIoTc3MCTT3ya8/yPf/Yzv/mf/p/B4UNZGk3u1V5+8V++9OX/d3Sy4kXdHNWq1Vo+X+Ccnzp1au/4+NSu9/FMaoahEtZPsitXrw4MDC+trV64eKHZ3gKQbTWWtturGGW6a5kWMIhhmZTJzLURYyljW1KG84sLfk/1ROfA/pFKteX521sba74HADQ4x7phAEAunFuF2CoVc2ncdm1ZyjluzozDUNNIyrI4jp0C0TW93UyoLtN+TAhhQsURkxLZVk4CmsvnRCSUltp54rVbiDBMjV3DtV6YsU6kFew9u4Z4yPJOblLV0yxWkoNEGkrTFfGTSACIIC66RSIAH99DgY6UYVh5CZJcadQ0zrdajVLZxJQQTBhTSGEITQjMMIiUgYCEfr/vB0nPjzIGypVKlCZMZtvt5ujYyGc/+2O//bu/u9VYXV5ZP3DwULFULJdrCGssYZrpTlQqtVodIRRFkevYGIDAD/r9/tj42MDAQByHjovDsBOG3LQmdZ163ajvdZZXFsxz3uikXSgVOdteWV0htFgtjwfJVs9fT9K+ZRPDRFnKozj44Iee0DVKgIJIJmnkB33f74+ODyecIckNywzCZHN1Ub/rZGe7UavVup3twO/vnpzQND3J2NzCIoDw4MGDhGBCoK5TFkf1SmFmxq8UHYREzjHa7TZAiKchRfLmjWtvNjalZN2+b5rWR57+xMjICFAcI6BrBAEFlTINg3OpCAEcMCkBgjrRJeCKZbZjfO0vvlpyTaGPfPITnx4eHgFAbWyud/vthx9+TNd1rx9+9at/o1H6kY985Etf+hPf6++46N96660PvP8pQuja2lqhUGzEqWWYEELOhRAKQMgExxAJITVN5yzNMoEQ9/04CGLf768uL584fkwK/O677zz00P3YInceO3L1+o1iscg5j6KoUqsGgc8SlisWNM3NsuzmwqqTL/S8tShNS9VaGAXUMDhnEChCSBiG7XbbNC1N0xhjBGMM0Mjg0NLSUhOj8brhWsbywgyvaVOTo47p3L7HWVvtT8+cpaX9VmFv3s7FgAdZxACHhGRZEkWs5LosS+161WD57W5n/e3LOcM8escdB0dPHJk6vtVc+e5z39pa66ue/tSDH8VU54R95/l/fPfqG4qoQRiVMtXvh9TToyhiUkElCWBJAYW8E0GFmYTEsCETVNcIkEApgqRME9cpRBmQtvve7PQbV69UJmoVk/7D1/8ecTw0WfeDvmHgAwd37dl7uLnduGOg3m75/V7c70bFmr3eWC4XRig1OcQQaAoBABCAUAoBQCaB2iGHc8EAUBJwKSVAGkJASMmZkkAgRDBUCAAMARMACAAgkJILIZQIFE8FS4RgCCoIJABSAAmVlADCHd4WAEIJzrmUEkCANYKUIhqxc7bNHABBxNIXXzuTpixfzFu6jjWdCSkhpEr9qEq14xhDEELGmFIcYwIAlIpzIaQEEAqEFCFYKSGkVIorABAGEIm+1zYIjZJwY3OZEsIkkQytbvZOnTjeioKtjblrFzbWFufffu3M5NhAc7H2+KOnD3/8YYRkJ5qenb0xOzOdo0WvGSzOdapVlrJYN/XJyX0CJUeOTQkmIcLVgTHBFWeyXC5Hcbzd3G74nbHh0lp3cX59xtDM2E+CXvyBxz58z6n7Tc2miARJlHGmJIaQUKwJqXayxQhwCIDkKVK6AgwTJBlTXGlIz9K0mq88fPrBXr8Zpkmj2dZNZ2FxGSleKxXfeePsY4888pEPPL1v921Jmnm+l4RplmUEUaggy8RO7ZRlglIKIECIxHEcRRFnDEEEAKKUYoyVUhBghbWtRuu5F/5xdn4RYP07P3wNU7rnttsX5ueAAoIlGALBoiN33NZsNtcXN37hZ392anLyjddfz5KkUqq+78GHdk2OMcajMN65fkiFIMQAQNM0BBbzW9NLKzNvv/dKP2xRTabctwtAalTXNZUWDWoUnNLc7BKE4uTRu95+7y0DOVBpTq5saMb1q1c1jQJChRBqZ1VKCGcpxEhhaGmm7wUszUQmdGpEYYgk0DVt//7bdEqVxBq1m/3GgQP7281GRmAPSsuyMwGWFzckgCMj+24/dOSOw8cdpywkBpIgCPH/T9R7Rkt23WXeO55cuepW1c2h770dbgd1t5KVjGUlg4PAtpCzMeDhBWYMAx4v3pcwxgs8Bg8mO8pgsAaDbWEDtqwsS90tdVbndHOuXKdO3un9UI2nVn2vtc7atc+zn/38nx/CSgAhFCIAQAAhvtnacfPqAECI+2lzobhSSgihlJBA3uSEQAUAQBD0WXkK9VkpSkpBMAIKAiUwwhjDkMkXXnhhe3O7WCwwIQUAGKHA61GENUqUT0erI7fsvW0r9lab3tXTL9e3V8vp3ME9B82UFYdxxnDe8cAjra2WRXTEgvmNdqGUfd+Dj8QIXF9aWVlYjETS4WFCEEQQmowa+qn5k9oAGdo7NDNx9/efempiavKe+9565uyZkdFxJcChw3chSBNGnv3R83ffcY+d0zw3OLj/cKvZ/Y1f/eRrx08+/aMfvfex9/7JF/73m+6+tZAeI4hdv7ziN5s2EcPFvI4toKydM4d37d6PhG1ZNuMcYw5unt2QVEoIBSEUIEyYhAAgBBGWQvhJFHp+u1bbGh6uXltYeP7VY+//yEfPXby8c+eus2dPdFq1XTtH8pU01bgXuwGPBQaNjmvpeq44YFhpLkEQJZFIbiwtFAbyhCAhQb1eX712eWbvrq1Wq9dq90ddOecJ50oAP4qYkBIiBbAQwHbszc3tsVsP+67X84OEs+FKVbHENvTTJ0+88NKLlcrArj27NjbXO93WV7/65YQxpJEwTkzbdmx7dXWtPDi8tbV9+eJVBVGr1cKYxJHfbjVu3LgauC3L0AlECMBcZowlzDC0entD8oiaCGDCEm7r6fc//rimaX2yLoLQMAzBeR8bTihFCCGoCAJQqEzWLhcLw5VSq7FZq22+fuRlnVAlhJaFXrNXLZQ++79+70Amvfxvz8Njl9KbG/aAs+dNe0m7TrudoC2oiO+9465nfvjK6NDE4PBkJKPyZBWGLDsyrfrQGyQTHkdx7LpdzqXvh5l0Zm7u3noz+sJffq3Zbn/ydz8DpBjIp9/2tjf/0q/+xtB47nv/8Z3G9uuteDvo4MDzvecvUpCeGN2xXWvYjqVTImkWQKwZdHJsdP/cPtt2EAZR2IuZv7m+uNXa7kXu8vJCo95RIhZShH7sgnYQJVnLqq22nZS5f+eM5cDMnpE906MsMaW0m02XydCwoBckcYI4jzBMRaGXyzmUwGbDKxYyE5MTURi1vCCJ5etHLnU7m4aywyAgkGJIoiDe3Ni0Ulbs92xiJhorjNqyDP1OlLftGTQUdQIoIKcSyjAKfY5RnERtv23aFjGRF/RSptOhYaxEDHknahFbOo6hFOOSIUgBxoWBgXw2U2+uhmHIYuVJaVN7o1WznUyjXS+WBxTlSQw8P/zQh99nOoOXr85nC/mEMQmBQvDJbz358Y9/LJ9LHz/+mpPKLK8s+kE8N6dHCUu4LJWrmCjLtiE2hARSSQJhEAa2beu6jhDxet3a5ppkUqdWyio2trZDHyGkc04KxZFiMd3zu5aZMk0riZAf+q7bNS3dTtnpbDZKBGMsrG26np5JOyyOktC/Zd9+123XalvYxz2DAAAgAElEQVTpXKag6yDypAIYwlwmc+3KpdrW9sNvexvG+P63PjA8PBTEjCeJUsBJZ0oDA3EcYQR7blvD6uKFM0nYk7FfGR7u1DbajcbQ8NDi9Usnjr6iG5qpo243KOTTvh9OjA0LFrMoRkBhAxOEDF2niAoFFSShHygEEMRJEiGCTdPCElTLxX/51r/o5bFXXz0CoCKYWLalabph0SDwOZO/+Isff/a5503T/OM//uPxsdF+F9XDDz/84x8fGR+faLXanHNdN8IkoYQqBRFCQEFCcJ+2rThAAAsuvZ4PIVxeXomi0Ou6jAkI4dkz55aWVh5796O5fPGxx979r9/79/PnL45NTvabs03T7PV6b33gASH4D37wNELo1ttulUolSaLpugLQslPdTlPDhHNhWykI4erqqpRydHSsv4ONjIysra1SZGQnsoMTe93WwomzlwcKheGqNjuVGi6NLm20N1qn/Z6lZ8sU2ULZLFFIIUqFH0Y6wbUWNzSCzFw+U1BJcubK9ZRhF9LpYmHg8Ud/dX3rxtmzF5596gWB1NBE5frqhVC0qAVGHAMRQgaLbk+ub266vZ5pESKk8mNmpzKSiUImF8ecEhiGvhACI2BZFkVAccGVUetGn/2Lr4VZNp63h4ZKfq1TyQ5thw0uOEDk0pVrTspMOaler7e8sjg3d0u5oioDSvBQgoRxRRC2TbsX+kAqQiBCGCjMAJJK9IsI+vfiGEMhYwAxRFAqDqCSSogkUQoSQnXD6ptS/d5IKEMEEgRiqRIpZZ+DC2G/sgNIIbHChBAApZQCYAQASAQzLV0IESVRv81KYTA0PLSwtCSkJFSPOJcSEEz7BbR9T4JSijEQ4qaS6LcIQCilFBBihIACgvEEQQQA7JvPVNeiKCJUYyKIeCtTqJaKqY2t9vpW3bLtF37w7UtXr2+sLbUbNUfHtx3cf++ddx3cd4uOdSWhTo0kTu7YN/3g3e8v5JxOt7mweHVre+Xvv/EEIslgIVWoZtu9JaLrY8PjN+YXbDsjIWu7PbfX63je0Ph4whhjLJNLCc6RkAPp7Okrr3lxt9V0bTN94PDtA6VyNlWIQ8mTBEFl2AaP4zAMdI1QSsJAahT3AtfUqWU4Ucg1aEAskcYcww5VMD66I2ZiqDx8/5vvbzQak+MTjp1KQtZuduMoAVAppUzNkhIopXRdgxAamtFvSXM9NwgCKaVGKGecUtqHDwOloFREI1Y6+/kv/BUk+tTM7qXVjXyu+NrRoxNjI9NTk3fdecf16xe+8Xdf37Vn9+tHXkYQuJ3Osz/890c+//m7b79D1/Q4dDvdBuM9XTcs2/D9GGFqGyYToVQJwXipefav//YLisS6oQRMqGb4ftsN46Fq2e11Sun0zMT0yMB4OVV57dgJrx6CGJcGKwDIWr09NTH14EOPtFqtbrtVbzR0Q3O9XhiFmqHrpoYA7DcxUUSjJEki3yCaY1hKqWtXrpmmPjOz5/TpUxqGzz37I5GEe/bsnpvbu9XoRBxffPnMzt37P/CBX9cME2HKEgAg0TTCYqU4BKovSWF/OF8pBRRQQCnwfxnOSv6kG0QphPqaFQCloIIIKAWhgjeh2VJCeXPyEiOkEUowbrfbz778om1a2XQGKEA0TSAQRpFjGFAoIEQa6BM7dmnEe/n4MY+abZJcctd6lF199vv79++hABZT2Wq+PD48ZhEtX8zPzM6sbqxcvXF11749mZFxm/CtxjYNZMPr7hgqTEztrG20AQeRa9y4eOTZH36HAy1XLRFLp5TEgf/RD3/0G3/3JKKaouShd7zNCA2DmMDQLly6+pGPfPRzn/8zzbAOHb6t0ej99if+39JACWG+Xd9wO1sicceHSjZBizcW5xebu3ePvfLa8mB1QiNxtVpGWBkaFYIRoiEJlJBKQqq7ijEAgASc8cQLuhcunIvDaO/u/cdeP54o+xO//Qf//bc++fBDD4yPD87tnbRN+txLL282ekqg2OfEEVyqhPNMKvPY4x9avHFjY7P+9ne889lnfrixsfr8889DCClGR159JTdYadebC1evlAxzbHi43u54LFYYsTCst9uCKy7V0ur6bs9XmADBtxrNnh+GrWYUx6tr6wdvvdX1PITQ+vp6pTLw6U9/+ktf+tKpYyc451ijmBBdgTvvvBMC2Gy2EMRRFEGCk4h7ngchLJWKGxurzfo2VIzFEYKwUh7UNYMhQChy/VacBErXNN2Mkvg97/35u+7+KUfTgyCghHDOdUIR1RhjAihKKcKYYkQxplhfXFi6dOlis9nIFAsSwAff+uZ777orDsKN1uaRF16OAk8K1qrXty5dmlZ8JI2zA/bJC8cGHFoZHh3Kl0Vz+Rc+9oHpe+5ptppBlEQISgR0pIvAkEAKwKiGqZ5XJCrmyqlURghpGMaT3/znHz3//Cd/5//L5nN7997CIjZYLjabG7O7Dn7xa18YHK4ylrYsEfuNXCbNPJBzyu0Wy6QrhqNLIBZXj62trX/jyT87sH9/4DNDd/bu2S+lckz74MGDU5N3Ud00LQNIJQUQXLTbzbW1Vdf1V1Zqqyv1te3ljfmaAr5mqnQ2HwQhhKFIPEKEQUiuahiWYRh5jSiEgUZQp9vas3saQgihi1AYM2QQ+I6fvvfn3v5R4aJiysaCZywnTqct26S6HvWCdMZOpJSO7dtSlWxupyHUKjAXt1zdyiZhXCWjxXyRS97sNtvtpmVaMlGSK6ng+sZGrV3P1dGgkY/C5sqyvPPWnyK6ppAolwuOaUMJqpUKRkIyZmJDcdVxu7lCMYxCpeD4xM7JydLSqjtQ3nHg0B3Lq6t+6DnZbKPT7nTa3/zmk57nRXFUrg7t3bs3jFlpoByzuNvrDI0MWqYuuMC4jyvikKJ2u1WpVCYmJi3LWl9eXFnY3LXrIGPdVh1cvLJWyA1dubhuWsU33li+fJVDBDOZbJLw/fsOW1a63fLn59dazR55u6OUDqDy/HbC41ar7rsuHx3ZP7cPYdJut2dnZj/7p3+ytXBNKLCyuo6IdvrMG6+fPKUUMAxjdGzUtu0wTHq9zuTUjna7PVApQwiSJGJJiCiq1zZnZybCqDc0NPzKS88ahiFZUN9c77SaqZSVSpkHD+w9d+UqxZAlYatZMw1T1zQEVMq2PBEpEZmaQXUDMkYJSaVSXGbWNzZYIgu53Lve89jjH/6ILzSElee1W612s9nttN2l5fkf/ODfPD+47bbbUqnUt771rWa99u1//tZtt93quu4jjzxy48aCputSKkxJNpVljEGIMCKMCce0fN+Xivdn36EASkkAVK1W29raklIkYWhZdhjGrttbXFp41zverkMyMTHy8MMP+b6vmzqlhAuBENJ1/Zlnn6lUKtevXfX98NFHH/U8z9C1jY1GpTKgUZxNZw1db7fb9Xp9x44db7xxnhAyMUGklL7vZ9KZ/OjghUvnrLR1bbGmIVrOj23Ob526ePT+ew8PVOxsxdkH7WuLtdfP/hgZlcroAT9SmFAIFGdIIWKiKgBRxLur20uZtFkuFWIBF7rN67XNtO0M5ayffvu7soWSH0ZHjr+SsBDRUSW8IHCDrh+FbkzjqdESE4V0yiTNgF9to2BtM5NJl1RCEdQQglQ3NAWVgFARYrT9xFXon//9B7sP7xrYU9Id0Ght2Wmt2d7UMrotjaWlpbGxaqPZCQJvdXUtilgQnlxa2irlqil9ZPfMYdMsAA4YS3RKJMAQQAgEABJD1SeHIaQgQAAogqFSSooEIwwBlDKBEGOIEcIEQ8A9BYAS/e43AETS/0IlEASCC4igQgAhBFHfWlWMxwChvv/HpQBQxixRAGCNKiGFEEApjdAkivVCkTEJJMCQAKUYjzEmhGIpUT8X0U/3/iRTi4kCSgEg+8AIiCBEQAqpFIAAhiHDmCLMFUoA8a4vH5tf6cUJu3J97dL19bQ5Nlkoj6Un98+9c2x4eGRwECkZR25PxL1u17KNrD7spCygRH29B4E1Wb1lbvqOd7/9Y9uNzUajcenaCRNXEha/8sw513P3H6qY1Ko1NgHiQdCLE2+gMJ7P56Xi3bYHdBmBHobhfPNSFDIU0ze+c3LH5OzU5GwpP2gbaQw1jWs8SZTk7V6Uy2WgkQsEw6aQCHlhiIBOkMF5LBQEEGAINWpoGOfTwwDC0cFJwRMWMcFUEgkEMcJQAagUxBhLIYGCCOF2pyuEiKMEIAkUwAgLKRHCjHEIoRCyX6nGRQAgmp2evHx96ccvvTAyscPrdu67+852s750/crqwrW33H/P8889e+XKhYUb1yFUd95+x+7ZXdlMLvT9OPCFjAwTC8lCJnjYo9SEGCksHZswwS5eOvt/nvmLUGwCwN1OEEZhoVAAAJl6WkrN0HLHjx3dNz03XBl0kCNDwHyWc4rlQiURieD1IIza9Xbg+0nMHNNOWJw2HQ0TiJHbdTGhMkkghDEXGJBUyrEtB0rFI24aVrfdOf/GOamEQWmhUAi83szOfXGkEpW5fGP9V37ld26/6826VhCcS4kVAFChKBAIoT7krp8y6K+9vjKFEAIAlQJKgX64SkkkuAQAY4SEhIRgKYUCCvVb6VhCqMYSplEqgCCYEEI0TMIgOH/ufL1Wy6UzGqGCSwAAixOsUR0TwAQGAAJgYzzgpJKwvXdgKCCGR3hVh/XNreKu8fn1ZURgO/b/5Zn/EJHYPbO7nCtU8oXR6uChw2/SMLKQmTLMaGjHwtoSNfUbK6tXXjgiAPLCpDI0MDJemNkzLaXW6rSvXT8LMGq7W3/655+NvIjFIpvKzO3e++xLz995x+0SqZ97/LHPf+PPrrVufPwX/+tIefrosyefe+WY7mjAYAjjicnxgwfujINeqlDYmbrFsNNXri+sbGyeuHqxPJB/qDKjQ7C0tlrMpbK2JoUgkEKMEGBIEUQIQCpmbtfr5AcmGZNXFltHT83f/+Cjv/Fbn754YeHpH/33X/rY4+/+uUcg4A/f/1Y3pFsNdfT4JZEwyXgcRYHvf/uf/qlQKBw6sHdtdanb7vbcXrlYuP3Ou1bmV1dXNjWEdQiZ562vb06NjJXyhUDKtXZHG6aBHwqlUql0EMXbtYaQMJ2yt+stzXYIQVlKJnfuavV8y3GYUJaZaje7kR/XNxtBEFiOLaT0XdeLop7nQ4SlVIwJKUCv61mWHflBdbCcdsxrVy8oHgOkLNuWElSq1QREgIiAe4kMjZTJgAhCLjj5zlNP17d8G8bve9/7SsVi/yAVRRFCiBDcB4NzqRAiiquvfO3vX371CDWtXpxwJTo/aj/zwx88+Ja3vPfnHnvg8H1UhwZVp771nUK2sr1ykepoaf5qARuRK9uRXF7ftNLO3/3DVz6+Yyify4tYYYkVU5ArqTgkACkkBGd+bJi623UJxpzLoOdtrC/ls/p3v/0PmFpxBAxiLM0vLCxcGhrNtdzNp767cmCfNTxipUxzcbk9O3bXyy+uLa/UdNsQiFeHh3btzczuHhwcbnt+hwJmO+zc5Rcx1Ir58plzR3K5EoGEMwEA3DW7s1DIZzKpgdLAaHXwtoO3c4kxwV7Qa7ZrHbfV6nTWNzbrtebK2ooUTFO6W2vdaFwbHx+iFAMA3F7bsSwFhGWalFCIEEhimfBspjpYSA3NTIM48jrLKctcW/NTjpaz09gqSU4goREkN1pNkXLSxMnpRlooa8DRDa1ea2QdM9CBo1nUhOVS2qZ64keUaGOI7dwx6YVekHQoABnb3thoMx5rpuQ8dBw9lylxJgmhGEEuE4VFLHqpjF4sO2EcCZQ+c/osS0wvIK+fuDQysmN61544YRCQQrE4ODQ6OjIqhHr91GmEsGGakBCIlBd2s4X0bXceggICCKQQCvQHZPnY2Oh9991LNS2Kohvzy9vbXcfKd11x5JVzMUsiz7ecMlBQQp8gzhISuLoQfGWxnUuP2Xbm/re8jQlgGulON3BsygS4dumy5OxXfvmXdYy6rs8FaLbdxuLK7/3u/xzI2sXigGHZTjY7Nbuz5YVMgvGp6SAMIQAY48Hq0Ac/+KFOpx0EAdZ0IZllm0G3lSTh8dePnDn7BkakVCpfu7JZymdtU5+anGAsRlhZlpnJpIFCL7/80sjw6MFbDkvBL144/+yzac9t3XfPm2TiAh7X1peffeaZn3nHo+lcCRMj4ardi21TY16IDARgnMkS086PjY1JQXTjLWPj1dOnzrzy45fCMCmVStevX7/99tvS6bRpmqZpBUEwOjp29uxZjAiXklLKEsElhwCFYQghwAhTSly3m4RRJpPRNZqwCCGVy+VuPfSWffvnosgHUExPT9spWwoVBMmOqfGHH37opZdekpLfvHZG0NT19dXVyYnxRqNx5fKFQqFgaPr+PbsYY8srKzOzO3t+MD45ZTmp6dmdIyNjX/3qVxljSZIApQZKpfrW8o49+89dX5gaHbvl4IG5XTuC3raItxFvtoULkjaFwcigns/uWN5obTWOEVogcEDiNCapRFITG9RMqZSTLWbb7vZaqyV4bBokndED5C738HKvgxdNQvTqxM7ZA4dSjkGgSkKfx6zd6oSgkSSs2W7nnRKZ32h/8alXMeCVUn5udqKcSxVSetqkOhT5TMo2jQgoq5j6p29/f6NTR0VDc7SQdxtuDUuKLXL7HQdPnTq1Z8/s+MQoQMiw7Fyh3Gx2TCM9MjbdbflRTzAZWFpWSYUR5pITiIQSmIC+zwQhlBIqJRFSN1/AGCoFABR9mi0AAiGFIIBAon4DApRccCklYzxJEsYSKaUCQEqJEFIIIqQQQkABjDFACACplOpnECFE8icUXKUQQghCoBSQCioAFSAQSwAwQlIhjJFSCgBJKAYK3TTDbl74AimFUkApQTAmGAohAFRCin7UQQEsZKI4UMBHetT2VwDY6nTqhWrm4w/eE/c0XWQq5TEDpw0t0+v2Gs2uELxQLFRHJl23KxPd67iddss0zdnZ6cGhkhCy2+uOVvJ7dqbefPdPC87a3WazvXXhypmnn//X8xePJ8Lfd2gm7+Q1jeacjJISSJHNpzEFHbeJMeiJGtdkuVylKXtx+/KLrz2TsnPDg+OmbmuYJkk0t3vX8y886zj2gQO3+p5v6c6huTsL6SEWJX4cI4UM3RAC6thCACmAIo9DqCLFExZxngimCNFM09B1XSmVcEaJZtt2r9cTQiGEez2vH/zs3132I3p9iAZCSAAghZBKRpH/0AP3FwcunDpz+sIbJzHGw5WqY+ky8ZUC165c5G976PAt+9/xtocQhEkcQ6l8r6sUhAopKf2EpdJWEHlO2mYi1nR54syxhPeuXDl/7sKp3JAxUMl5fhvHuJAbgBBHITeI5jY6YRgODpSf/uEPZKDSRm5qfPzkmdNTYxO9oNvoNJMkcarmyuJSLpejikAgIdIUkLrldHsu5CDlmIaTX19fD1hYGahCCQbylZRjLy8udtseQaTXc7fr2/l01u26hw/e9sKLr2GaHhnd+eFf+ISTqYaBEBwAQGB/QQKFMQSgv9oURBACIPr9zRACoED/SkICBDEAHELIBQKI9vuUESQAyP6pXUmklMilMn4Q6JjESUIp7aeZNzc2nn/m2bHR0VQqpSCUQkCAgEKmRmPOCEKEIKgUYIILIYKomkqNTKQUtQPE5I5JJtVSvbVaHYg0sN1pH3jzHWvr608+/YqGwd7pidHSoC5V3rBmpyazqeLw0NRQYZISfMuYtznb6Pg9aJKLNy6dvXxeiRXOpF3Ijo0UBkZHkKZ3O253s7V0eV6XIfAao6VCY31NIvCRDz0+MjPm5FO/8T8+4Tfiew88UtSGNAMEXkgN5943v2Npae0Pfu/PB4cqE1NTxUpl59y+wo4yVVa71WhxyyYoVZ6Ouecm2DFtqQAQErBI1+2IJaZlPPl330hU+JGPfejHR4780Z9+7jd/85P/+O0nc9nyxvZqrmQcP/viZuP0W9/8U4cP373v4K0nT62dOH4lCXwKVdrUDYIW5q92mjnbfM+RV19944039s/tSTvmxXPnG5uNYjZzYNeeXLm0Zl3ZN3dgsFA4+vrxO++759svvNBpN6PQJ1THhAS9gGg6kypI4nqrdfripWZjSwghdfM9O6YixplQjp2and19+sRZpLBpWwghJoXjOIadUkoljFPdZFwODg1TSr1eICXLZ9LHjr0MAdN10t850+mcrlt+Ehk66nTaDCYCKgUIV8i205Xy6JUrC3fsGy8UCp7npRyHJUzdbFKE/X0QIc2yM6ur6z0/Np3MyMTkX3/pb3LFfOD2vvG1J06fOP7KM//lb//mL7Fuul7sC/DEF788QUnOhOWclUO27hjPXdlcjhPz4P7P/dVfbsVBHAeKSwSwJrCNzJC3oQQAKsM0wjD2PM8wdclDjWhQwY99+IPU1HQz1e1FgoFup6cRAIF/5NjTz7/6b1yAXqs3dscut7shud5sye0a324KLWaRSpYai812qjIoZ2fHbbtpOV0p/MmZke2tbT9pjUyNIKFiz4tYvL62cebUSxOTowiRTKoEgNlzY8blrgOHKuXhQrE6UJzdu3fAdnQpE4qhYBwosLqytLw63+126vVao1nPaH4YhozFmJj1rWZ9u2anMKakNJPWgJJJwIPA0jTJZOAF2WwmCkOTkGbD6/aMwM65UGvFpLceU+WjwHcQYsCnRFNr7bRhDthWOWWnMZioFCBJcQBB7DbdwLQzupMKkk4njmNsuwm0kAkRR1LZejoOWLvVTpJuLmclUU+3ULGUjlgLYABU6uAt+zc2e6tr7teeeCJfHP3zv/hip9NdWFraMzdn6qatWxvb27/9W59aXFnertViliggnEzqxMmjnHMNWvv3HzCcDIAIYwoxTKftffv2drquUiJhyS2HbvnkJz956fK5X/31/1IZLEtJMY5T6RRAdruzJYUtGIkif2W5Nj2ZpFNE1zRbNxvNbeJ2BwcrqVTm9tvvdLsdIYHlpHnCuh1va6uhO6mjx47nMla91vjlX/mV06+8trG9vffALZGQp06dbrfbw8PDe3Rra3NjaXFB17XpnTvjKDIMAwHgpNOe7/3ouWcQplkn02w2CCG+5y8vrbQ7LUSgEKzdOS0xrlSqHbeb8z0IQcqxr127dvzYK6VC9h+/8fUnvvg3uhRjleL81Qvnzo7kSiM+R+WhMRQy1YpNgwZ+67UTzyEcZzOlannnyNCs4xhHjrwiuBwZGq3VGxsbG/V6bWlp4YMf/KCUMpVK27atlPI8HwB4EwKlEIKwHzaglAa+Zxn5F55/7rWjRwYrlU/85m+Goef5XcYjTSMz05OtVvPAgX27du1SCNS2auVyWSmwf9/eTqd1+vQbCiPbTrm+RxCwTcOxzEI+AyE0NL3T6TQw+MDjH/jyl7+8tbllZ7JcKinB6ur61vbmXffc/ZEPffhrX/vaE9/4xvDw8MF77sqVyxMTMxcvXPID1QnkLft2coltq0RBENQXo6AmEs+gavd4bqKK1mvJleV5PTtdqI72AkBxJBlHWE+Z6UJhqN3ZipP2yuIb6+4qxWEmPZ5O5zKZfCzioB5GK4xzASR0LCeXKVCSLVlFmqZ7JjP5wWmCqUFSpbRFXb9z+tzlsWru8Nzs6GDZ1nDa1KVgTKpOr6ew5MKHMdcVEpJMjE0CSGqbjavXroxNjG5ubS0sLfd6vfHx8XKl0mr1pJL1RiMMwnYt6PqNUnokSmKpBIQAwH5tllCKQQAhhKiP8oJAKIUBwLDfCg/61hOECAMFFJNSJUIAAIQQjDEhRJDI/oBCX9H2JxgUQErJm8kDKACAUiqEJEAQISylVEwBABRSGGEllIIKSGDohkgYhEQBhQBQgksghID9TVwIAaEEAIK+vujLDAT6Y20KACFlX+MCKAAEUkqMsJRK9vlNkFMidYOZKeyHrdW1oxgZScivrqlMumxpBcGsamVmIDeaJHxpqw4gScNetZqbmRnJZzMKqDiKEUYUkzCOva6fxMLQDFsvONXcjvE9D93/9o3aSr2xtrw6v7hyIwi9emOp022Ztg4wU5hni+le2IUEUAxrrTUTFt2gwyHSHMiQ53sdpYAS7N9fvGLZpivaL578LoF20GanTr0xt3P/Tz/4doqloVmcBwhhzqDgQtcMTdMZixWAhBCKsaSAEIoJ4VxAhCzT1jQNIZTJ5vwg0Aw9XyoqpTzPZQmLoyhhiRISIqQAkP3TBcZASgQh0bXDh/b/49e/0mx1Tp89w5Pkxy+/WNtct22LxSXLoOWBUugHCEIlBUIIQAWABFhigA1iSiCpAQXqXbp67ql/+7YCESIJANHIpBGGpNNp67rhpC3OGUHEsi0lJIQgnU1RbOacfBwGo9O7n3v2BTtlN1ubXd+llBCNri0vm5puUGqmnDAIGo2maRsIo1Ql5fZcPwyZSKYnpxUAIhEIwvXVtYFCEUrI4zhTKFi2nc5kk5hn0kXdKWdL6Tfd9cDY1JwUGo8RAkQp8Z/pWAVRX7b2JS1QQCoJhFT97KxSQAHZ72kGAKibPXSQECoE5yLpxzRh/98DFIQoCL3+dYimU0hQGManTp3e3NgYnpxiTHAuEEYIQAwUAArKm5NnUiooBYYQUer6HuFdm2pEhxwwzVCObhrl4cHSQA1Gq/XXLl67fNvdd+RGy0IiEYFiuvDy088x31/0G8Cqpq4YeY0WdGuqOjyUGxkrEgjEVLr60N47O37r+trCUm1zeWN9aXU+X6kkMRvOVe6/67Y0NkUYv/89H+l2uyubyztpua3cFXf9vkNThGZefubHpso5mdQ7f/6xx9//kf/zrae+8pW/D5Nkem7vwMiEG4bX17empmdkQhNEf/f3/1g3UClnjw0Wq8VcKZcdqpTzuWzaptvNbhQH86fne5wVq4XTV9/IDaY/99d/2Gq2H33/W777L9+f3le95dAogr3Q237xtX/daC2+993OqXMnuarZxki74fKkB0ygpCcEhjh2HB7suwUAACAASURBVJqE3t79c7cdPvi7/+NTbrP31rc+nE6nAec/9653uWvrbqM1WqmuzC9ksynb1KIoilkcx2x0dCThjEoOmfLD6KG3v80wSBIntuX4SawhIoCqNRtnTp+JfJ8Qqum67Ti75+bml5b8ID57/oKVKXTdnh9GXACE0MBAwTHNE68ftXSaJAmGAGma50fTM4NBzBQRgIJGe5toCEgAJBZcpnIZQzdyhfSv//qvSyFs22ZxgjEWQqj+4rt5uAedjjs7u+sv//pv/uJv/nZobPxzf/oFiNH05MSh225fX9144ME3+6IH4lgifNe733Xo1tvb22u93nZrc5M3/a1atxWEnVr94tLK/O/8/mc++8cqCEIZY12LBeuJEBKIMBRShGGEEKaUSC4p1Qg05heWAt8zbCudy5crg1TTclkbCA9h7gVLO3dmd++1erW41VipVLIUpGTsnL1wWbNTvh8oisJYXrnGNzcDjaYKRXNwqOB7NSFoJqOvr24J0StmU7adRRAcPDjVdevN1laxVKEkS0lGM6Rt28srnSh2CgNz2zV2/uLJIG5GwXYctgrZVKVULObL0+PTtmVquiakFJJ7QdTz/LDn1ra3V1dW2t319Y3VxlYNAgmkQJBo1CHUseyBZocnrF3MiogxJ5Nr9nwWM0xtjVqaZkAtwYQk0ucQSVs2uXDjZC0O0hp5ZeU8JoRQvdXclBJkU6lCIY0RZCADLe1aLcY6L5o2RDCfLWhU0ym9vrA8Nn5rq1EPIzeKdUwJE0kcdePIPnxo9+wsfOc7f/aJJ74Vhm6v14VKIqhqtXoUJrl8oeP2wihZW9+QSk5OT0nJl5eXg8AfqUxABBHuG7SJbjtPfee7G6trY+MTb3rT3QPV/LMv/0fAOjOzM+XBgaHhUdt2tmpHCDXzxYxpKa9HgBQYC8PQXLdz5uxJotFDt96WK6SJpinIz5691GjWBqvlu26/U0jl9YL1ja1Gsy1bXUSJ13Nr9fqXvvw100ndc9+bhQStVlcBKITQNE2j5NrVKy++8HyxWJzZuTOOE9NKJUkEFZicmpmbW4sZgwDpuplL5yanZ4++fiKdLQwODyooEIJhklSrg5cuXcrk8pgQzTQ2trZSlhbG8Z7de2zbSgLX0Mn//Mzvff2Jf/jq3/+Dz2mmWKGGXiqkEOTZNACk0+1teS7fuePu9qQnJe92moKDH//4x+22+9rRo6ZlfOADH/jDP/zD++677z3veaxYKoVRFESxQlDD5Cc6ByhAMOFJrGuakJxzNjw8ODExAYCcnpnyfLfb7Tz99NM7d84YupbJppqtenmw+uqRI9VK5Y7bb0MQ3XH7bc1Wa35xqeu2ASJeGGOEMIKUUqmE2/NMyw6C+NWjRz7y0V/8rU99am1re+fOnYwlqysrg9XqjqkdT33ve41m87bbbsMY15fXC4ataXhmamR9c/ncOaZTsGNizA9DHRrYQppe4KErgm6v40uFirlS3m0t1jaElikPT6rQTyIOY4IhhkzTknx7c7tqlycLRr12MWgue+6muwqopmOkQ2IAqGHN8JgZBTVN12tShwhrmrEPZ4hBUJpIFHlpA+UdZ6RcGMhnNAQJAnEcC86oYRmEf/ixd73N61xZuXH22vlCubiwsHz+yhUznRooFrdq2wMDA1EUJwmjun79xo3BwUHHcbYbq05WQ4AkzGciABAIIQihqv+elkwq1o8WQAj6+GAgQX9ysK90Aejfq0rG+0UTIkkSIUTMGWNMKSUkEkIIKQCECBIhBBMCEwIhxIgCCLkQCPX1JcIYI4wRAH0bFSoouAIYScGThJmmGSaxZdK+qdW/MVdK3ox4AtBPHaibuzkCAEghMMaUUiEEl5z8X9MRQogEF7J/nAJISNQLexVbxolfqRZ6Hicad6NWeazcbi35/poS5tbl6yJOG3RwavLw7l0Hx4sFKaXkSqhYcEWIxkX/IXBMqWlpkidJLDAmnAtMUmMDe0fKe950SMMYx0l4Y+Xoiy8+v7K+sr61fG3+UiyWds5N6SbymT9QLaws1efnVycnhweHqowxw7Fd18WIZFO5RqNRKBSYCHVsGlrpzNELS/MrxXz60MH9EjHLyfS8KEkApZpCJApjKTmlBCGIMORMSaCQArphEEL6cAes0TiKTMtijAkp4zg2TTuT0TDGURR5ntfpdKQQGN7k9EKgOGdC8KxjRQkrl9Lv+pkHMca/9LEPapqmaVq+mK3V6nEY6boe9HyEoEQKYMVlApTSKE1nrTNnX//29785Nlm9fO2iBDGmEkmOiWi67faGLJbyQsRRN9AoNU0DAKBpOGQ9HSFN00PfowPo1Jnj5WoBYACp6S42BUuSiA1WhkzTbDeaLdlnT5tASSXk0uqSUDJO4oP7DkCIms2WbVjNZovHSTrlGBrZu2dnIZ9PZfNmKruwsPqlr/zjLYcfed873yklhVBngmsUKwWkhAAAAAHC8D/7NMB/qlYogfrJnwJC0F+ZSgFCNIxFP5qglEQIUkSFSITkCkigpFQCIYgpVhIigrlSrXbrqe9/f2h4JFUsdKIQA6hpGhACK0gQBEBCCDAhSikuGAaAYiyplsBIUsoIShTnWAEoKUahn0gkv/eD/7jR3i4O5qPIM0z8vf94enZ6ruu7++69VcPojbOn6tdaacsWnrt2fX3naHVqeCKl6eVi4dCt+6pDQwOwvPfA3iCJIyC2Oy0nm11aXDp+7OQb544PZIs/8/DPzKamcBbcuedeAJNzl47+r7/7fJLm+dHsf/vE49evrYWR8cGP/MLv/cFnjh47QQxy6/497/rZd2CscUg4wEBixUMClYKq0ahfvXj+pdgL/Z6pEQwUpSSXGXn3ex87f/5CqVKwUrtnd92SKRgIM0xUqaharbX/9tu/FjPfCzqEJkr6vU5jcGC47TeavVUjBYTwlPQQDhBCZkoQPVTA98KGmaIcMKQhO237boAxfvCBB+qt+oUTx4HnpSx7ZWUlhqDe2h6slmd2TK5ubDa6fmWwmivkwphxBUMWiSQcGRnXdaPVbLs9t5jNTU1Nve8D71tdXP7R0z8olUoQo3Q289zzLzCpMNVdP/T86ODBW20nXat3gFK+17tw9rTbrsdRz7E1wYVQoJArpJyM5ye6TTtuO4wCw9QIwSpBBODKwMDW2vKn/vR/QwAopb1ez9R0IQRCqD97APregYJXrl5TEp48fdo0rfWNTdOybMeZm9s/Njj4+7//6X9/7jsrq8t7p8ezpYLiZHB6ujpSYTjUMmkgDGanfR5nDKfjewKB5tq6yaVlaj3MYBowwREnQgiiUUqpEMrteraVIpqVROrRdz4GEOYKJEo8+rPv+tznPptxbMGia/NXri+cdnLcNlEhXxoeG2q1GpRajzzyga8/cXyruRV3epIQEeMeNFZZnUXkQx9+z//zi7+2tbEEoEqSpLbd8P2wUV9AMHJRrFEThYYfeQVYwlr5zjc9tPfQHcdfe/UfPvXp9z2+P0x0M1W8Z89B2wYa8r/9rS9ev3qi2zRf3WxRbHMh4yRJ53K240xOTg4NDVUrxQP7ZqGmAYAAVu3tehISABCiWsTU8Ni+TsATKQDoQcqRFjop/ej3nnr+1LzMOGahrJmZ0ZFxUzeMVLpUqQJCqENZFCANpavF5tqyJIQBJTJpJPFmyLYTHoWhRXQQqItPfnd3YeB3f+0XDAlSjmOb1smTJ+9/6C7fb4dhwJVMOGdxgDAWwuXMMHQ+MTFjp0Yefui+lY01QwOcRYaBh0cqjEOIcMdtI4LHJyZqtZrigCUiDlgSioGBIgAqDHw7ZbdajWzK2NraWFxcmJicSJJ4csf4seMvPfPCD0PmPfjww0kigiCw07obNJNazzQNCZJyeUCK1NjYcKfZsm270+1mMxnL0qWEiwvz99x7N6EklbK9wBsoFhrtVqPZ4JwrjHVqJSxWCHd6Xqvb29zanJycZCxq1GtRFBSyGZ3i9bXVIPBKpZ0UkzCMEy4AJFzEpukUSlU36M3t2ZfP5oGA9XqjVB7ywyBMZKPVVFBmsqn5xeWhkfFKdZhqOsJ0bWPD67bGRwZz+UzMWNaxEuZbOkKa6nQbvQR2fU+oJHfHfsl9X1P5ATWYtZQwJ0arly9fsG2zXCmdPHE2CjGEZM/c7mvXrjHG+pNh2awzO7uz3ekwxjCmXAoEEER9l00mSQIBAEBiaEjOAEAjI6NSSkLo3r17T548yZNkfW19587Z4aGRhcV5PwgTzrLZtKZRnjBCyXvf++gTX/9mvdUCCHOFmeBcAaY4wZjoJlcQIjS/uPba618MYlaqVLwwJAhNTU8DKZvtViaTGZsY3z23x/f97ZXN2Pct3bE0PFDIrq0tBb4P5L1zMzsjr0dgSmkUgGw6jRvbtYsXLveiDanbew8cBobVixpIKKxRjToU6TIGNs0NFabiyPR77JbdP+WgKJdxIJBh4Na2txkXUZK0e61mrccAsGx721WdnpfL56dm54hF5KHRTGWgMDJcKeZTFArBk7DXioHCECMIsc8yNhXdVhnLwuj43MBQMwjT3DS54RRzr186Mzw8FIZxuVz2w6DZrG9tb9Rbm9VquTpccF2P5qyIBRAqTaOSQyGlAgIiBCHAGAAhIEQAKKAgAJAS3CdbKaWUlEKChMskiROWcM64vKlrmeD9w4q6+QEQIoS4UkAKjjmBEAIQY0wgwjcJDlwIrIBifVmrhEIIxoJTRBSAMWeIENftmrb9E2NVCnHTLYM/+RX4n7AxCQBAECupAAZ9wKzgvN/72de1EEIlFU8gIhgRi2IHQ2YYmTiQFJkQ6vn8QBgKAm2hCBDGyOD0UHnXUGV3ITsKgR4EkRQKIwwUxJgIoZSCmGoqTpJECCiBkkoBiBECmCUKYySEVExyHmuaNjV058yH70l4FMbB8sr8xvZyu7u1urG4WVsOt1wNpfbv2S+V8txY08nqylq90e64bqGYr1YrzY67ubUd9xqEFdZX/dWo+SR+8uqVMwOlyo6pfdWBCdsxERJQhYaNgCJKCimlEBIhggnVqI4gEv2nByFjDEIYxbGmaZIxXdeTJBFRBAAgGKdSKcdx+sALznkUhgljmmnyJHFdFyhlmqZJieU4umlKBWImNjbWfC80NKPX6WmaDoACSCkgTEuHFCwuXnjum99b316utdZb4TWIESa45/qaTglGhGiVombqmHGcMbOZdI4lUnElGcsVBjlP2r5XzJduzF8TTBBKiIYlVEAJ23BShuW7nVarYei649gYY4xxGIa+H+iGAREaHBwOA18jVLK41mkrCXRd0ykq5cv5fK5R3379xFmsZW6/66f+5PNfGhvfzaXJOZZSUUx5wgAQAJH/9FxvLiTwk7YCAJRU/RSCUhIhBACSSkkJ+s6ZUkpBKSUHQEEIABAQSggVRApIhRBkKlEY+XF46uy5xdXV0vBgAqSUChECIPK5QIpjgCiACCIoFGcJhBADpUEkZGJqOrFIvmDjMBIcKYo4iALGzq+vHZ+/qHLpew7t63S3tjbXnZT5M/ffF4b84qXrod/RDVoZH8jbirHIHK1qOdLxgkvRqsb09SunX1o7OTw4MJ4vV518OZPbPTE9VipoRNszW7lr8uBmt/38saNHLp9/vTnvbXi7SjP3HHjTS88cS8nCO372vet+B9vp23/+Ac0a+aPP/PmJE+cLheKu3bOjQ4M8dAvlkZjjzZp7dXXBgK1Tp04GfmDqxq6Z6UI+a5p6GARxHPR6vaZLU+XJuwdnIMSEor/6228uLl7O5Zxs2hooFstVu1h1soWCZhUt3bpx/UKvwwMPXblyLZOd0A1p51Llsk01BJC3/5aZKAo47GUKppmmfuxGPNpzy/73vmfP5PjMsy8812g1lO9nAdq9Z8f5SxfTuQzpbPueqyQv5HKRUIzFXHCAlAJAIXj06KtP/9t3dErvvOvuqQcfCkM/SZIbC9eSOKEmGZsc/fnHfj5m/DN/9EeY0GanpwASUjZbXTudT5ggBN24cqPndhEEGccBKoEYCwWnpqaBhJToSsbNekOnJlYKQsqFmBwb5aH/X3/1l+Z2jXvddhT9/1y9Z5Rl51km+n5px5PrnMpVXVWdk1rqVnS3ZDnJNsbGWbYB4yHYBINhYLHuvesurscsZhhghuFeuGAGgz0ebDAYHHCQg7LUklpSK3TurhxP1Yk77y/eH6da9tz6tWutU+ucs2vv/T3f8z4hsxgbjDi10gOBkMEIIWQzNjU+9nef++9rG1sGW2s7OxJBmmZPP/5kyfMblUqcxHtscvrBYWiurS1tLa1sO/12ocRkwSnvPcSOH0hsHfMtsO1enjguBc7XO2uvLL9KiC77znB11nHs7fXtoB86rkeJdfTQLUHQbjV7t9998vnzFzyvaHj2re/94MbKg3fffvznP/beJM9yLUTU0xYlygdUoNSqVceq5bEnnzgbxK2t9koa56urvWZna7u53e9028283yLETFCMmK1mp6cxwRqdpMTwjAihFIRcdPNcNJvJ1NzJfl8Pje77l2986/KVy8+eO8eFwsCGa0On7zyxsSJ8e8zCeqSOBM81kChFPO8KEZw9u4IxthgDbcbHx11/2PWZ6xVn9xw3IgnaWRT1jxw/UhnZA4QZzS2isziJwuh1Rxc+/tFf+t5jT1G/Wq6PfvYv/7bT6xNmjU5OrW23LIs5vu847MCBvYVaVVkW2LZjW5blU+SBBdSzCSMSZGm6FuV5z2REqUKpUKtVlrea6xsbrg1KakptIbQ2RCkwOtzainZaTSHsnHt7Zm9DRkmhhYhEHl+++ioXqFKtDjVGNpvbWcYLfikKkzTNpEA2KxSLRcexgDLOebu9c2jvnsFgdnR0BMAobZqtjm3bfrEaRFwJI7jJM9HpdhrD9Xar6br2jfn2fWdef+rWk3/5/3524cbCgcPHLFaIA5nmebFYfv6F5wjFe+fmxoeH0fSezc11hMF1HeZ7iFKETLlYMsYUi4UXnnuuXq2maax4NlIfGhtp+L5nMeK77oH9+yzL8hBJ01QKmYS9OOhJg4Io5dKsrjdd293p9LZ2ulESVarlIM5KlVKr07/l+C133nEXMqAMrK+vK6210UESP/r4E7/+m5/63F/8qUZge7bBEmGBEep01uIkiPtDxSLjkgtlMCiEDCY8zYI47teHyyduOf7Dh547ePjo2bNnXde9fv261np4ePjKlRuFUkkpI4TE2BDLGsjMtNJaKQSAEFBKkzhUUiCEG42RMEz6/W65XNq7d9/lCxe+9KV/+NVf/ZWi55WKVdfzcp7XarUwDFrbrcmpqShI3/Oed37+i1/u9AKrNIyU1EoBMogyDaCVwpjFuXYLlRO33a6RyvM8iWMhhGWxnVar0WgwxvI8p5RO75/JklRKjplVqZec4sj6xvpjT59VSpy+61QSB0a6YKnU6MJkac6ubG53LKeUCMh7yiCbWi7BCDOMiDFYJVwAcwGN+lbl6spWCfWGqmyk5pe9xqG9NawlIJBaG4QE6FzkicD9Xi9JcwcJOjc1Vn3T3ZQioyWYFBnDVc55IpQhmCqlhywseWS72Ck4mFAX07JfmDw1dezw8fmNlfnmmm25jLJisdwL+qWSf+bM6cWVG1HSY7aOoh6DWhj1jNFKSwxAKDEaGTRQ0A4YKLPbp4DxTeZVCyHyPM+5ToTMskxKqY00oLXRAwoUCEZAwPCBpBXAKCUZs5TUWiutjVKKEIYwJYRQSpHRWGGttUUptiyllMZGI5PnAjBgQizHTrdTqaQ2SBmNEUHmZrKYlAMsO6BpdxkzhJTUCKE8zxFCSilKKQIYeMgwxgQPdLdYSCCGgLEJcbMMI4QYtSxmBb2ejYpYO1OjB289cnqycUjlVp4gkxituSYUI6q1QQZJbTRohBBCFCNmDAbAYIBRigBJIQdxZrZNsyylDOc8hqwgpWSsgJE3M14+ceQMoYpQkWTd8y+fO7/89MLCjY3Ntc31pkHK9d39+/flUoRRFCdZlucjwzM9DctXe5XSpLK6F15dwCg7eODQ+lrHsV699eT+vXP7XaeUJnnBL7murbXGmCBkC2kUV4ggSqnQSimJMVZaCaHyPPd9Pxd8wPQM/ulKKXNTQ2JZVqVaVUqnWS6ltGw2Ojw8CF5FFCdJAphojRDOfc9L44xRezBqd2wHUWmQPPvck9/+zt9zsVmouMUaUiCUQts7ARhCiO05ZduyHNX3PMxYKU1ynmY2Kyijbdc3XDDsFIsoz9JqtdLeaRWKfsJjgxRoTQnkUWwTO8cozTJAKAmjRqMRhmEmJKFMSNnpdisuc6q15tbmyPCIxWyLWcWiX28MrS4tLS7NO97wR3763w2Nz4F2pHHzDGGKjQEpJcOAwMibvCzSg2ADZG7eJ9oghHYjtQfRyFoPgpx3hd0AoIxAAEoJA3pw9SGsB3cHxUYxsra+/s1vf2doZKQxNpJLRSwLFIAGLo1BYBkijUFGgx7IckArSQ0AxsQYLrNMYBtsyBJXUQUm1Hkr7720fMPdO/3i88+t9HuzexqHDx0kSLSbbSHze06eaAf92YNzl69enr1tSmrZCXrTE1MWc5XQRcub7U1aRqdBd7W1+fB3H337615/cuowa3MARQgGkJ/+vd8P7cIb33V/s9Z6af68Z9UOQDw2u59VhxAv7J+ckdQ5/8yVhfWXjxy9c73ZnpmZmJhoZHFf5SkxxkGWh12ToVZnfma0rgAEV8ZAozGMkCkWS9SiANA1sT3MCYBWRuZ8cm4YsSgJgyDobG+unXtedIIo4QYzb3Z25jd+/eM22eJpP+r3ut0uIZbAO/feexqBxFjdcuvvBkGwML/yprfce+zWW5GxRsZH/+AP/9Pv/PpvP/LI49XhEanVwT179g+Pliw7SZIMtM2olgoBtFs7a6sbh4ZGsjw1iABoz6vxLPEsFgQBBi15jjFeXV36xje/fujwwQ9++MFvfONrv/Xbv12tDdmW7RVKca7qIxNDjcZz514aGh4XUq4tL+c8xwgsZoW9HdejrutqhAuFQpYZxuwg6vV6YcmnUnBMlGs7NmV33HrrRz74/utXL1JiOY6DtAGM0jQdxGHu+gSMkUKMjwz3u92tzc3hiYmZmelUyJ1WO02TvXtmJhoj55999cKVK08k9OqFV4ukMAvezvknZ/yiHC6F5erp3/74yJ2HMy4jqTDWAjSxzFMvPnF1/QKDvEDx1MyJxcVFQmgYRpTatxw9Ud0u7DQ73/zat5974fEgQUTwYm1Ia33hytWFhSsLi6/8wi++0/Y8YknbY46CKOpKhYarZduxZa5KBbtUmkTA7rqtjiqBRRybOEE/jnrdMAxLRU/qHBGpFNdAtPYp2IAwxlAte1wI1yc7vXh5Ze2xx39QqDj33XvmFz7xc4CpjQqdZr6zut5cN8cOHSwW49K4YJZM0jQVotXuaoOyLB8k4/a7vWZz0y/SnSubGRdnTlt33ranWq8ODY9tNVvUtYRWzz798r133+vb1bIb1Z3q7XMHll+6+PjZ50fvuX+U2VxAyaWf++M/+sCHPhJ0eydv33NgZvZb3/xGzKVTrXbabUJcIAzZHqk6qmi0TQrlMsuNlwU//zMPuAW/UiqWSqVSUvJcx/eoFNIiVEpDqMWFwDjXxhhheM7jON1urnqF8UJp6PrijZHR+gMPvGGnHT36+OObzWbOdRDExULZ90txlK4ub5SK5TAMoygu1apCqjAMe71uGPYRQsVSsVgq9DZD2y54nut5FcGR0aQf9Cl1CLHB0DQVxaITRxmjdG11nSdcccOoR5HT7gaPPfnE/W88/a1v/dva+urHfu6jyczszORUt9fJsrTTaRdAG4y1UFJKwCgMlBaCUXx9dfWFc8/Ozky/8fVnjFIry8vbmxuO4xBCqMEilxiTja1mFvaVBkys5k7r0quXxkYnLl28TBmLorRUrUZJ6haLUZwYwDkXRqlquXx9fkEq5fnFLMuq5eK1G/Of+x+f/8VPfCzPowc/9IE//+znXnfmTdV6g1Kdxpv1hqcYy/lWyoPJ8drm1nqlUqnXGxaFd7/z3g9/4OO/93/9h/vvv397ezuKojiO5+bmvvWtb931utchIJxz3y8IrQc+egQIY4QRATCgVbfTcWzL83zGrCRJv/a1b1SrFaXk7Sdv67R3fukXPz7SqJ85c+a3jxxBANVqtdveabW2JyYnLMtimJ04ceLhRx+PkoxSKoXEGEkjQUujwHWYyIXWxi95mCFAMDI6EgUhBpibm0uiOE0TTDDOUT+NsEG+V0hT7Xj+0HBFIXtx4fJDj3zf9uTpu86AZtoIrTOu8vGhclcbgvyCcArI99xyJjNtMm1iZVKNuFf0KXHjqJgmslaYdfS1Vntra2e7YPGZkZKDtOcwSpEh4LuWQ/EI1YoNYcbYUI0aGYtsg3iekFpITQhFGHt+AWlDMaKEKKKUNBnRaRZjRgijRbCRMiVj76/P3X3fvoXm0vmVCys7F+2qK0x2beFGrVzzrUrcD5hE9QoCEcRJv+hMGqBCx9jKsNIYMNEuEAwIATJplmd5LjjPMp5nuVZaSS2M4qBuTlfNYNoFgJTS2BilOcYDiIkHmfFaa2SU4mqAYoVWSmmlkdKUEGqUppRlColcGwODKl4AgzGiGGFDwl48MgLKGCDUIIwQFmqAIwgAIDAIgbkZeoAJBrM7+dVGGwNSgdYYY6oBjAKjFEbImMymhhDgOd7cSChlFsVJntTk6Fz59qmJgyONfb7TwNoOAwnGGKQxAoMUwlrpDAAGUwaMCQKsNSDIjDaaUA0IgCLAhoDWAAYlmQBgXAyaCgxmWIEyWmltgn5mjKGUYFK/7eg7Thx7A4Dp9TvLa0sbW8vb7fUXXn5mdfFSpV7QJrewTTI87BNew2E31oQRq7a0oXK6seeAItBaeezF8WvjhJDlhZVKaeitb/qJ8eGZSnHYwY7DnET2MZM51wYINb4c9gAAIABJREFUGCqlwogipA3oIOoqJV3bk1IhhIzEWZZTavmWq5VWShupESPMcSybFXyHUSIFN8oYaXgqbMfWQjrYAYJc15EgmAtR3l3dXL189aWXX3mu1doYapRs4nHOS141S1MDpljzGaZGGUg4SYVXrFPBQCIP+wBgpFYqz4zAGFNMi1Yxz7nicqhSIwjzDFFkW5aVttNSqVwul2W7B0ggycsFZkRYcolLMKOuY/tSGMcHz3PvvOMUYWh1Y6ObxM+8fCXoXzh06LbXvflXjp04XSqNSrnbJ2IzrLVEBBkD0gBCbKAwMAYAYa0HYBQbpQGAYKw0cBjEBmMuNAIzaF3A2ABSWZ5hDIAMQUaB0iANMhghQzBmVrsfnLt4odvtzuw/DABaGQtTlYuBNRPjQcgX0lpzUIN7SikFAJkyoIBS6puJf/zhPz8xnNSc0p6xKduHjU5nsdmMaJwvX9rT8DUonsZhVBJC9xI0Oj3bDTpOxb82vxiEObFF0N6uubhRsmlBSxuzokVrZSshRjMvFL/+0Z89PD1NSCRtpYU2xHIs9/f/z/+t2e22+t10qXvPLadWe/qcZoVTZyaG6sxzvEp5fmFVNdBEDfySc+rOUzILVJ4hbdbWV1vt7vDoxMsXriytrJ46fkAKwSgGrVzHEUIIKYFQMFobKOoKjjCzsUEmiuPh2sjEyBTPUgQ6z0KRxUHQRhi32u1SsVH3G5gXc2bGpwq9qCV0Ahn8tz/5Thhs12vF8ZGx+tBooXikPlIfHpHUVQr4cxfPffgXPqFzaPcf02rzledeee76+YZfOXRgb3Nl6+UoNAYa/YgrHbXbreWF4ZIHhAoEITMqirOwFwVh3OqpJMuVKth2rVKcHGscPTr39NOF0anyxvq65Rc7ScCKbn3PcI5MZpRSPA+7WX9VZiElhCtJXKqx2430/oP7ozxDRGGaBRvzlHKOiaZFzVHdqxbswsc+8tPtrY2w1x6uj2AtEAJljO1QwIOBldLIIINypalWcwcObLTaF169aDsewtjzXZ7EF14+dy5N6nX7M3/0O0/8z28sF+0b/bU8Ck7uG44ycBUP4lV58dn3vO+BsNkM0jhNgpB3t/trzWihWKHNnVYMrLV2DtssirJafWhre9veuXZl4/q73v6+dtrzapWDJycVoE5fUVpWglCQq6vhM2dfqRQbHHIC2qNFB5fCOB85eJgrk+tA6xRhiYzIsh2UE847AxsHQojYjGswxpIZIsQZpKYrEyOEkIGkTzCxwn57fKJ275nbZ2dGv/617zz96Iv/+MVvaq3vuedu27Y211ff/O63/9NXvvyhBz9449rz99x1TLe7HmFeOVtcXp6crVsUWw6phT3OMyWl7Te4BK88lWFsLIU0tStjFDDl8p477ijXSJQG2Daq4N3YWIrktmDNl+fPBtjo8sS2Vu/8mY9jSgsVd3VzJc/Sqb37lpev33nb3Pe+v4ZVPtZo7Gyvip666+67T91xqtncHBuufOWLX9abXb86Al7BY41k+wJKSKFe2upsJyqzqEMUooYJMgyGiyyrlJxKEeViPmjPM9tz1Y1so18jtD7hBXvF0vJ6L8mHGkNxunnp+UVCyK2HCoDE+sqzJll+5xt/woBaaC03r4lTxyeC2SIS61kntmSyb7oU5DzMO7lEFNutYLvV62R5GmY412G4w5RmRlMhlFKyWikQFV199elUi/kbz9562xQFWfIcisn1azeSXjo5NonBZdS3ScEtFPv9TTBIgcnztFQqY8s+duLUnffcJ4QMUuyw5EMf+elma8evVhZWl8qlEqMsT1MfmZfOvwQYJ1wk7aDT3LIQpFGbMcqI5Em34GDNI52jxWsrJkPHjh3N02Rzc5EwwSwchrGlLSHR333jodtfd//x6ekxv/a5P/nc73769+ZuyUemrfJkBznrZasByAWwed5F5hLzqpnovvunPkFQRXHSqLth2GHGrM6vVr3aUKm+urxWK1eWV9cIY2pg3AGjkdJGAeiBnV0pMdRovOWBt+ZcIgSt5s7h/fuTJJmbm7njjjvOPvOMXSwi3z92z90l277n7nuo7eTK1IcbRqsg6hYrtc2tTrE4EtklDJpqiUEDwtIgbUiGCbEAa5WBNLkUUGgGRmkPG5OGGiMn1xgww9TK0tx37DRMbULToBdmqcXs4dGZJOx/7evPhn30+vtOUSwI4S5oigqT1ZGFpR0AMFiCyrghzFKWDUYBwZ6WRGXKpwWvqDIeED1daEwIKTnPL0ecaE77EkGOsUKWRgRVdcsAdiwyM4koIYxgO+wnmGBMiJaCEEIothgbsJJaIowpJUQprlIRJoFFLctyERAw4Kv82Njw0X3v6Ah1eXX9wsJ8Jw763ZgVsaGqNj5UcMp5RyId25DxVHtUGyMNAsAIYQBKwjDsBv1+0E+yhFD6I9kgIaABbjaL7dqzCAb40fT/tdiBgdR1QPGCwTcTCQxCgxJQBUYBIK4EIZRYthCcMZbnyhjDGAVAlDLG7DyVxLIAEQOgjMbY4IGWd6BeBDCAEKYIjNFIgwIDSBsAwHiAtCUgC2OilQGQAJogrLjAFFMoIlMt2sOO7cwcmDl84A7PbXBBpGAiN1pklFKlJMZIGUUwVtq8RgZjjJVSGANCGCGjtQQARKhUAgEGuHk2DdplNBG6qfrVg/m1UppSopQWQguOKSZc5BaunDh8950n70VEE2SivHfx2ssvvfTCK6+eFzJJQh50t0BYDnN5njeb24akXIXM0X6BRnnA87xWrW12lr70L3/XbYW1yshHPvSxkeHxmckDWjEZxLblxGGaZdy2BikE4BAHU5zKjDGmtMaMUNeSUkojlZGYYsdxKGUOYKPAKMMVYGRjgrjMvaKtgdsWICQJI4QhxyIXr7z0ne//26OPPcQsjYlixAw1Cu1Wq1Ku8DzXGqSU9WrFsiyGKMHEYizqBkpBHMdaa8dxbNtmjA1q4SilBpTn271Ov+D5hFApxfB4w7WdoB/keZYkpFpxlWRgzNT4xNjoWLfV2dzcrFQqWZbFcTw+Mbm4uEgtknOhJJKKrq/v3HnX/f/uF37dsYsGuUrp1y7dAWT8kZTl5s5twLvCYPC8G9CBflSpoA0gQAgQACFIaq20RBhRSrQRGONccEyBEGqI0VpjgtM0+/Z3v2OVSsViMc9zYwymZHBdaaNfe3cz4IFfUzgMXI9GD1oqulbad9Ms2bi0ceNi80amIuQ4/dycuPcEtvCF85dEJFvt/tmzlw4fPnTp8ivVocK+fTMGGxtjBibsbbW2N6XrbO/AvoP715ebQWd+ojZaxx5abT34U+/dOzyKtTGCR72IMcrDQNNkxLIm5+aY495/35vbPfbsCxuGFMp+1XMKtXr18rWrS6sb9dEpI02vs40xopRijGzLUlJcvXrl5Vcvdnvhm978Vtv3uq02s0m54G1vbYCWRmuboZxnjDGE0cVXXvFL3vDI6JVLl4IoefvbfjJPkzxPlcpWFm/YFpWKT05NakXSuA8GFYtF17WEdnKhVrfaJ28/HfSaSdz54Q8fabfaRmshBWG61ih5Q7XSUP0PPv2fF25cKnpeksv3/PwbmSZLFzZe7GxOHj7672977/b2dpqlq2trcRQZo8N+3/IcpVRHyzROettdzIjWZnF+EVE8MtIghIg8z5OUIjw2MtVtB9VSzfeM41eGhoYMaGZk3N258OI5KWLHcZM0ZZSJnFOPea5TK48QSpRRoE2v02WMIaUoSCEkcOcj73/f2PDwTnN1ampKS7Tb5qgBUYwIwZiigXMXtDE6jMIHP/KB4ydu2W539+3fHwTRiy8+f+3q1VLJf/jhH7640P7Vz/yhWOkERvKC7Tqe5jpzS2F3u9ntHZ1fPHz1cm1oKErDJ555rNXfakdbxso7Qcv3vSRJsSCFAhV5vt1uxUl09rmnZ/fM/fUX/lLSdHzfsF/yDbXXu0sy5CKHku1YBfLMMy+87SeOGe3YzBBAQgjH9sqlKsbMtj3muIRIJZGWVrfftiyLc46wGQzi6MB5MwgbH9hvzGsPYay1cR0fAF28eGl1de1DH/pQlmXDw6OtTntra+vo4UMI5L/92zceeOCtTzzxxJe++He9zo7luL7vAyKnT5+eneNZlvzkO952YP8pghHGPEk554ZaPgADIICQlFIbsC3LL9TSpPvyy8/Pzk3dfvJYo1pamZy8On9tZHL0qeduuFbFUl7OQ0qcgmdhwJeuLCgF5Ur1uRevFyvV+95wePH6klccW1jYuOW2Uy+8ckkbdd/99x2+7VWOEDemSOCtb3vrnffe1g42e1GrsyOHh4Yg1lmQEiWt0SooxDRKA24wkoD9UjkTnHjEKjKeRY5l3vj6I9Wht7x4/uLExEy7G2qtjZFS5ULwIG/ZiLveYqFeaoyHh28r1sOxlQ2t7J0AgijXb3/gzb0w/vZ3H65UhinYMuEjVoED0akE7QoaC6MzGbb7olAuNBpDSpqnzp5zCn7Bry4vrrVavSQXSSLjMNZ8Y3iogak4cdu+THPPd22nGkaR4/m24xRLZW1EFCZRHBgDruvIwpBTKE4XinGa2JaFCDHG2DYLwo7rW29+65uuzd949NFHHdeNoh6l1PeL2iApAIOnOEGkv9WcVzo8cnSPUHhx6QoiQipdLDnd3nalOtTtyn/66lfu/qM/jDabb3rHW478w+dXN9br9T2aVYYas1zmBkQcR0NDNYLcXptLkX3py1+6+843dNqxQroV9B55+Mmp8T21Rq06VEmz2LJIkkbIKC2lYbuJpATvLg1KSc/zrl69yrNMapicnJRSUkptm911113FQnFtbc3zvMnJyUP7D2gNMzMzjk2zLBsfaXDOn3/++TvvuY9zbtmWyjNEMTHK95wgCpntWcTKc04p1QAYsKEWo5bSSEjR2WmONoYQGN9yuDLUsgllWRz4jmWMyXOV8FSo0ChtuR5g9INHHzr79L9M76nfe+bUoz/83uk77ztx7K7rV+ajMGvUR6LtiJbGk0RZtouJJQXHxAAIo2NCASFDGDbaAGO2ZxGMiTFIcK1zMNxQgzAK41Ge5yLOq4lFDSDYTW9VRivLYpaFuRBRkmHKKGVGG600NpgCo4gyl6ZpkooQYUwoLTKGMOhcuoY1RvceKoxtRf3V/vqO3OnIqFIoRSEvuuU87yGvVnA9MDiXOOF5lMVJlgdRknOujVagNUZCCzSo6UKIEqCGEIlvYlYEgKR+zQwONyO0NIDBmBBCdhNoQQMQpZQyApBGCAMiSisEmBAihNCaGwNgJMbOoCg0z4UxyLH9IIj9EkVYGwBAcmC+R/CjzlGjB6H2aFcCgXb1CAPmDGNjdK7NQATHARgCpqUWEtmsNjkxe/TQvnpt2LOKOddJjJCxjCRGYzKwpoNBGJRURhkAAmAGwQ6Dr2kMIKQRNj8W4IDNwMZmMEIEAfnxht5dgTLsBjIMAPlAR6EFsbBvAOWh5rFEBLjIXa98fO7+E/vfoN6b7fRWW63utTfNP/Ho00tLS6tri/lOvr0RWRbaMzthF1QcR4SiWIYZZKmIcAk10/k/+/xnioXiiSP3Uaj+1Lve3ervFJxCtVRUXMtcYokYYVobhm1QhhJbCGEG5QEYCGWAkcDGKE40AYO1GtiTmNLC8W2gClPVDzvXFy5ZrtXrt1565flLV142RozvKVo28V3HsikjZHJ8UkoVRRFjDAEIxUEY5pIg6vm+7/guQkhoGUUREIQoRgilIiOYBEGIjbQsq1Qp9rpdK2eOZ3e6LcuyPMfDEoKwZ0mMNGbYXVlcn7+8dPzYsSMHDsdpkMYdi4mXXj7v+YWp8dnl5fV+mE5M7Pvpn33/sRN3ywwM9ngmMPlfhCuv4dTdMlu1O3PYdZK/hjVvHiOEDAJjFBgDCDgXBgzCRnIOSAqRAwbAWgMoowlgodWVC5evXrtWrFQM3V2wKaNSKbr76655VutdscHuhzHKGIQwIngQ5Cw1ESN7ajxraoSwD4Zr6ls0gbWtrSRLW+1QRKparZYrY2mijh6+Valke6NdLhenp/YMl8YMSo7MTm9s7GTcIFN2lQQOaD1FwH/rfR+pMGb6QSpNJhXGllAatHI0ZBHHQOJufLnjXptvlxuHKvW9XrleqZe/9/B3/+pvPvveD3xo7kApi1NQSkpJABmtlZSUkLk90wqw0mhyrGFKo5WRKVDc8FRubSOjbUYIBhsjUCKXSRD0l1eCCxdeybmoVBsEY0qZZbF2O+Nc2JQSgvI0tW2v399hrGAk0RIoaIOxNGRsbLLeGAaZaa6zqG+0jMKeECIIQ66dj/3ML89f33zllQtjM7EhSSwW4m5AvYKiSZLbJadYmCwARiduOcmVlFqlWVYsFdfWVgnBdb94/cpVqWSey34/VKARGFDKsR1GqWPbeyb3JkFWq9UWl5Z9ZqX9MEs77/vJn/jkL//S82ef/ft//tcXnn8WEypEantMqmzvvr0IKykFYLQwf8OAgzClGpDMPcbe+vrT737HA1mS2LatlGLEEVoghIAYjClCRCmDEGBKtEGA9ejoSBBE1xaujoxObG6u79u39wPvf4/j2K2d5m996tfWM/PZP/6zp1pPZhjV989phGyn1FGAYJbK6MXN1l/81V9/5g8+jaiRwIEpYXgU9qVUUZJhTMJ+pISJ4tSgTGsxNj3CTZLmHHl4fH8j7OSri4sUqSyLsKBCJKubPTVmt9aa+w42EA6yNDG5IqRQKNaZ5e+04qjZvXT5JcF1fWh8dnbS87yBKHCgBXytjP01IDugRQZPToQwIXR9ffM7D32/2WxubbXiJPU8v1qtBkHw9NNPjY0OP/H4E29721uaOztBLG1v1LIdaQhC+JWLq888f6Xge8+eu/yFz/8NJUTnYdHHpkiUBm2QUprsppJoBbk2TGt9/vyzKysvH5zbn8QStFQ877e2HJLLfEdlNshUYZWaQXuzxhRTBwtFgDDL1pOz40a6Syvtb377kTSHNIqWlj9bdLFVGu9mhJLYbzSs0eoe96DR2cmTp4eKNQv7PNZxmLeDHSXzNO71eu1cZr0wDLphwnOkSNCJeBYl3RghphKV9nbY+HDUWRoZqReLDgDByE2USwxNwmsUDRHa7rYvL66vXltcLJZrnlNI+yKM1izHn5wSlRKnBmziaDkqlcw4R5j0RKS0DtI1LfDQiGNyRBDLc3e73ca2FfUjmQowROTqwiuX3/6WB8AgIfNqzV/f6dSHhzbXm4VCYajROHToqOv7Qulut7fd3N4zPUMQevbFV55/4QWh+Nve9jaVJLN79qRxoHg2OTX29BOPLC5dHWqUyhWbELp/38FHH35cStv3ijlXEhvQ4HlO0OvNzc1YNuN52ut1B/HMruulKa9VylrkTz339L98/Z/e+cADcdj89Kf/98WFhafPPdvP+r2mnxvluJ7NynFoup2+Y5duP3V7GsL/+PsvZ7E89+JLxLbve+MbVpbWvKJHGNTrVYRUq7lJMRlo0gb+Iq21MWrXS6/12aeeEoJjak9PT/u+1+0ixli32x0dHW02t8anJg8e3D80VF1ZWSpVa5SxgXssDALGWJ6naZq6ruuanCJAxmxvrkmlmJsZbBcLJYwUY8ggQqgT5xkgQigtlivSQNF1tAFpJOdCg7RdGxAoqf1y2SDGhRSC2xahqIy42FpeePLJc9euP+5Y8M1v3/i3r39+rD7++tNngt41LrthZ9OyhsCMKVTRhhpqqAXUBs4z27a4lNpojUAD1lprwIR6CFyENAJtwKBK1UXIBUXdMrVduz7akDyNgiCPI821MkZJw7kCAswiFgYAQwbigIFdwbKZhbFFACFpHIpMkdk651pllRLaUxs6YQ3FhL9w/dWLC0tX51crxQbM4Mnx6SDshYHoBUkYZpwrabTNMBhDCEGAuJI2swx6bZc8yETYJQkG9JXZpZR2UwVes4Pf/JObeUbIYIQpEINAKaWlJIRpozA2SiowhFKqtZLCEEK0QhqMUtr3Czutju0WDQhMqTYaY1DqprHcGNh9d71rOUeIkJvpB2AAJKO7+NtoxFNhjFFSlou1A3v37ds7NVavKs6zVKa5pZRA2CDELGIJzXmeUQYGJAAlBIPBWgMA0rsI3gweuAAYQAMYbTjCzIBGQHajrwCZQb/w7ml57VyhXTZO69dOFjFGK4QQpoQag0QmHKvII56mUbFYlJJWitNjQwePH7j7ox/6GM/VZnPtqWceuXD5xQtXXvYL9na4kGaqXC7EcWawFjrzPIcQSSyEff7dp74ic+vc5e/5rj9cGZkemzl99331wnDBrWpJZCY9Y8VJImVujGaWRRkTUiqtpVAKpEFIg0CIEmxTRikljk1awVqug1cvPv/k049tdld7vXah6FSqhVTt+AUba+W4ntGZkQxjBgqiILJtWyOwGLMoM8YoozSYbq9rEcsYUygUynZZSsk1T9PUtu2c58oozfMojizL8nyPEZqmKUbAOe/1evV6fbhaibIuNszCVhJkrutdvXptdKRaqxWnpsYAVDeHbrf/8CNPW3bp5Kkz73jng6XKZBJoahVEZixm/VieMbpJgv4YWv2x1XSgxv5x4Gv0wCSmYHf+ABq00kIbY5A0WBPbIIyVRsooTEia59/9wQ/CMJyYno6TdJDFIZTElFBKB9Z1o7QxBih5bTkffJLBZEJpBYAJIQighEx5qFKtHZS5lEqmPFnZaBmOUBCGmzs415MTI6Mj443GaNDvC54vzl+rVuqam7WFnVqtUa6C7TiuX+72u9sb/bnhmZ2uumP/3jPHj9RdG0ROAfpZit1iL+x5DFlEM8tKBQQBDxL10uV8fOro6OQRpzBMbfr5z3/hn/7p7x2PySi2cgEYX7p0cXNjdaxediiulgtKa8d1kzRDBvMsKYyWfYJ4ErWi0C2UVdoHLfI0Q6DAGIJIueDW62XLsZVGtleyLZrnuTIo5QJhJiW3bYoBtVrN5889T5hTLjfGJqfm9u7N8vyps0998L3vL3iVJOxZ1B2aLCgeOXvGO63Atgrv/8hHd4Lo7JNni14ZUgcwlrRr8u6h/Xt423rusUWH2kmeS6kIYGo5WnDPZ9XKUNiPKuXKzMTs6PD4UKPe6/dt287zTKr83ntfzyisra6XS+Xm6iaSEHf6l19+dWR8YmxixmL2yVuOjY+O/OyHP/j+n/ngl7781U/9xse1yQlBnu+MTtWiKKW2I6S0ik6xsE/lsY1FuL02Ojr+yz//US2yJIoAgFGbIDrYJCOyq32/aZLFWmpCabVas133zrvu3NraFkJcuPhqv9sFowXPf+7nfna6PPwfN1YPHz/IStWulNeXVgLRc4EQbIhHTxw88Kl//6lWrzM1N4nPmV6zNTLW6NxoeYXy6uqqZVlGy5xrAMCMIoy4yAjBhBlt1MjwSKc1f+DgTBrx7nYv7KW333Li/Atn19c3/+qvt3/zt06Wy2SoULDsom01hobGH/ru4//PX/zNnXef+sL//FshJE+l55KvfvWrU1NTWZZalpWlmW2RH9tD7jICr+0rjQbbdlZWN2+79RTG+MbC/J/96Z9ubDVt12s0Gvv3zjXqtZdeemF4uP6pT31qZWVzaWm91WrFaZ5n2eLKmue6BjQCffX68vSeKQdcrXUuFSbEIBjs25VRxCgDCAug1JqYGGYkmL9+/mpmauXqB9777kSqu193uh/Lfi9OkjCMO6vrq5btbDTbFy9tBGEkDRBkubaVhbLV7olMBZ20VB01BQ8QWdvYfPDDn6hXiz/1+oPH7jz6w6ceEjpgoKbHpm655Z76yGFWmUGNWq0iPJvZDFGsGDEGVJrFvsv67c2t9RWeJ0EcLiws+bQ4VsMbCx0d4+5Gr4clYbpS9BXDm81Wbzuw2JrkkuS4hN26XQJhFI9rZQfR7VzB9F4iRScKEqdYdWy/WBlKFOtH8aRg1cpQkkjF0XB5T3O1JRLt2yoKt2yHMsgmpsY73f6jD/+gs9O1f4L1u71eu5fLFLTV78RZKmynILgxBkdhxrnaWGnatlPwyoLrnU4njGOEkOt6m5vrUnCKSRTH+/bNUoYe+u633/3B973xjW+ybdtodPjI/iTNGGMQcb9ocyWlKkgfNepjWiHBTa8buR5DgKIwKxWrjFgadJAmn/3CF4/fcny8Vp0cre/dM72zsfPlr38ryaU3ZBtQUuX7Du7d3s7jYOl1d/hPPfmEY5drxcKpk/bZc8/+p7/6w0998jcOHT549OgR2yF5nsZJZFu+6zjCaNgFtNJoDQhjZHiWtVrbjuOcPHHCtpkp+uPj4yvLy08++WS7vTM3O3P2uWcN6E9+8pM/ePjhyemZU3fcXq/Xy+XK9tbW3NxckqQYY4xRveRLwRtD9a988XMvXbyMqVVpjPzKr31yanwCgf7SP3xFGXzrydtn9x1QUg6ViyJLOE+MAUYpw1QYo3JlOw5FVBpkMEWApRAMsNCqViyfft3dy6uV6/PnMWYOU4VSodu5IbLZucnqFhFlyMJwu7UZeOX9pdpEnOd5kjILEYKEEI7rc861FMJIo8Foaow2UoFRCDRGACwyxliMIIRoJlUoDAVme0Wb2ZoLMJpQTBFwqWQqBEqNBgRg2w6hjDkWRkZbKJFZPwzWO32s+OxwveE6TEikjKUlk9QH+01zt50YPbiyt7vRbnXT/NXL54IY8oxi8AlyMKbUUKM4AAxiOF1qSy4RAgwYABmhDVKI0l3aERmtFCYDLLtrBtda3yzxAinloBhsMNjFmBijADQ2CAAhbcAYxQUGRDGWnCOENAA2RimNCdbaODZNk0jKitKIGGWMhl1N4W6m/QAbol3pIcaESm3AKIwAEzywqCGMMMK5yAtOaWpyZs/47HBjtFgoKZ7FYa64ptgxQAimWufKGCFShI3nO1zEYLRUghAHACP0Go7XAzQ/gLaE4EG+/qDwA0CDIQjI4MVoF5DsQqVdG8fN6TUTMc9yAAAgAElEQVQhZLeEwvABSShUjgARipRRGmSh5CiVYYKySOdRzCiN+6nv2UPV4ff/1Iff/a73xlmwtbW1sH1hfX11aXVxs7kSRG1JsijsImIRgpub2/WRMsKm17+eSrvZufjM+ey7j/7D5Mjc3XfcNz2xj2Jr39BcuVZQCgMQKY3WgBEjmBmMlAFEJBCBMELEUEsyWy9vLH7mP/4fhnDCtDSceqZi+QgJ2zPDrJgncbFUcJhrEYsglqdCKu46rlQSALiSOc8IxjlPCcbMoVIILkTUilzXxRhroRzX41IY0MQiDDu262y3247jgDa+5xNCkYG6X8iyLI6b0nCGmZbRSH2YIOw5ZYlgfXvHgOr3e73U4tzeM7vvrW97z9FjdxDiC0GZYykFgECp3f3W7v4IDAAaaA9uglc8aFAbFHYPKPYfX2UBNAIwRmmjhZKEYqOVBk0sFPaCTq9te47tOLbjvnr50tWr14ht1UdGkixDlOSCG2Ns237tThn8aK2pxkibgRz8tWK8QYQCITCQ7pgw5TgQNCwUPOo53JhadV+akKXF5fH9c9u9FnH1yuL5+aumUq3bttNo1JTUFnNWlze3t5JKNWZegbml5uqGDnmH3HjXmftOHjmIkeZIyjwGoSQYKWK35Iqs79hMMCeXbLUtry51hw+8uTa2hxYa293ws3/y52eferhRLRzZv6+1vPLV619AnvvylYsMQdRt2RQO7JsbHxnJ0oxSCkIryZHiPOOMoixJ0iRmCJQ2mBApBCOEgpGgjMwF11wYQGRxcXGn1QnjpFDyoji1kE7T1LKR69q33HI4SfM05Rur89evXjIAVIPvIIuAwMiyaJIElgVxlhbKQ29987t2Wp2nnnvKc2tZFk2Xj3rFQrd93nOd7fbS8FSjOpm3eqthErvFEiPUYEw9NujlM4AKhaKQfHx6EmEsOu2ZybmtzXVKvWqlBEaFYTI3e4AoOLJ39saNa6fvOJlKrbTYbnaVkUrrXhxdW1y8+OpzR48esB32zDPPuIV6xm1NihwcTenU3IEuUkTGLO9ODY/97m/8ytT45NbmpjJIazBGSZMNJvKWYxOCB5eHbVtSG4RwqVrZ7rT/9nN/W6nUJienjIHZmdmhWu1fv/rV6akJnvHzFx568P1v/uI//uuNS9d2upHBlpAqczyjhGqKugf/+b/8yS98/GdevHTW8kiQBmVS6gehUAYws5xCngdSKWpZSqgkjdM48Vy3Wq5yHmsu7zh5vOzV++3syIHj1Ur1wP7pC5effunlR5eWL5bHakbnueBK8cmJqUcefvpf/vX7m82d7/3gh45TsCyNUd5ubczPzx85ckT1hTGGEPz/m5z8r8cYEHrllQv/4TN/cOnK1XK5csutx2uNxtETt25v7zSbzedfeOE3P/XJ3//9T4f9Tr0x8l//9I/brW4URWnO1zc2+kE/TdMg6K0uLz32+Pd/7dd+NQtyjTBlWIMZmDMQxrtJJsgAYUZyzuNCVSMBxHHBKMEFRrpgY8+hNc92vZJf3Jfmx4IwAMwuXLwapyqKOSbENrxoy8zKbjs2nuYkU12hMoJZqaTrQ7bjmIsLi3e9/XW5iaTsTE4Nr2xcWdnpnnnnFCk5Ye5OmgKKFI/7RZtaGDnEosDcBEp079j0NDI5sfGtJyXFBJDJ81SoTIo4SftJ3M95wjVt1dr9kUBykfGEIqgQMuxpoWSSZp21Xj/uer7HHAthoqXqyw5ysmbY54CCPDtYdmSmHGoHYXzPHfe94Td/Je1nWqKHHvr+40+fPXXnff/9C/9QcGTYb5+557ZGlSwv3UBSZkEupVnptIMglFKncX6VXjOAR0cnOOdRGBuhjdBBb9uodHZurlx0N9dkv9V2LFqv1HicplHse+Xx0bk8zRBGza1NjJFjk1q9LFRUrriFop9m9rFjtxCEGbPDoGWMxhiMkYRSpbKd7S0pebFa3WyF//yNh37nE78o0k6edKu+84bTp7tximxHSBnFoUudsL2xsxP/+f/911cvz4/Wp5TA+/bPTjaG+9s7eZQeP3yk3+3PTM9duXZdSOO4jCuld8OdNB7oLBFghNIkpYQggKNHjzqOQzF2HSdLk4211eXl5XvPnBFalStl17GM0bWhWpZlpVJZa50k2ezs+PzSmpSSEe0Qyhy3Xi72Ozs2MRpJ1yIH5vY4jr04f+P8M08F/ejUqZOVopcmCcXGcP1f/9t/ydPsllO3P/jhn5bafuSHDxc8TylNLd8rVEcnJyuVqhaZEsoibHJ0DwKx2VxRkPUzbUAGnf5Djzz6hjN3xUHg+rJcrFmOd3Xh5XZ/c2h0RmkT9zLHdhxma5kPAiVBqTjJuTAYO5QQrKXIQ5WnPk0AAFtMZyW6sZM+91xzz1i9QJmlVdmzLaIpVQ5BSiutdUptKRX1fUVIyPnS2lIg063/j6w3D7IzPas83+fdvu3uS27KRVJq36XaV5fLS7ls09AY6G5DQIAnoHuamImJYQgmhpitG4YmuiMmGKKxgWaA7hkaMOAFU2CMXXuValWVpNKaqUzlfvPu3/6u88eXkj0z+aciFUrd/JbnPc85vzPsj0QapcnqYESNniyX2p4/35ycm5ip+dUSZlzYCuU+xlOtspidzznZCePuOFlf7w8GI0wCYB7C1GBOCAHAUmgtJOcOMqgwp4I1GluD9D2F1GCCtNWoMNRibK22aM+MaPfchvADS/bib0HBOUIW4UJgQFZKZQ3CGCwIqQWyCAFBFhh3MjEWIhLaoBxz5qH7Lqp7X1ar+75GQjhgSwgBMMQgxojSCBvQCGWpObJ4pOxWR8MsS7ZqlahS9j2HOD6zWlkrkTWAjDWoqBfIRQoYYYK1RlpZaxEGSwjR2twzDKAfmHvAGrM3P2NiNDLWMoIBYWNM8Wi+z9C9x4JAhRm3aIpCe09vUwCgANkilJbJDCGDECBwLbJaGYxxHGfWmgghSokxpanm0YWZU3DBEowUpGE8GIa7N5Y/2tq5e+3GlTAajtKdcdRRKeI+Qsi091Wt0ZvRja9+56aQlhA26bQuXLhw/MjpQS86e/KBWnnCJT5SYDWB3FpmsGsJs0k+eOvDt95695WN7TUojTHGShvGmYE0CJjvB6AFwdgvVxiiMhaO6yBAFFHsUIzx1s6msoYxyhillADBxlgCiLuMu6zAjcVJ5HleksWE4DTNGOMB9QghlaYfRwllLBYSWSHSrOQFnutaMI7bjOIRp2Rn1GGUpjuZyHS7tQ+wU/IX5tv7nnr648dPnlWKIMulpNpC8dYCMAjufdL/Px9tATszBYi5uCaQxRiKdOs9npc1uugoQcZIBEYZRRwchuF7l96/dfvWMOzXmw3H8QbDsRcEXqUMmAhtLIDVBgMUR5r7SptSqvgBCprHHigMwBS9UGAxBot0LnLGGA7KSnCnUe+OuiaR2FVpppDxvarhIKe57/t8osK1xaM4TdJhkikp7cz0gltCmxsb/RGannKP7C8frlTPnNz/qYceqwD2CBZ5ttPbQcpYY6nDGTZMy1q5IhVsj8h7S6NOVpo78TzxZkIBcRiubtx94ImHj5862K4HPqdpkkVRGks1MTuNjJZ5wjCyWo2iFGPMMLi+f/3GzZ3X3y+XStyhN2/csEa3mjXPc1qNuuN4QkqPWSDEImu1wgi0krdu3XT8MnPc9sT0tStX8vEQEzs91a7Xy5Riz8HloGwM4U7JGhA6feu733Ddymgcbu9s1FuBMmr/gSOf/dw/uXp1ZW37jvZ4hI12PL95YnNjwFmLBUTpPMy2p09V1pcuKmuXVyK+EwSluuOWGHErpdr69prrxwhRDMwiNL2vIeQYUzM9MxmHsedwQFCrViYDyhk9f+pgmCQKs0Ei/vhP/uLb3/sHRMkPfe7zyaBX9fyHLzyUZOrmzU6tvn+74ylb6Y8M4SWE+eJnTx+ba06T7Jnjkw8cm+t3tiwmVpt73FltrXUZBWKNzQEwo47WWkjtup7rlnZ2u89/5vMvvfTKxvqWlGJ7c/v55z7T2+391V/85bUr1z/x/MmlnetHHlycDmXJrXc7w+WVtdu3b8skM0ni0UO/9Cv/3WsX/2GUbK1s3Gq06hubW55XHvRHrudhwNihPvdlbkbDIVjiUFeNdZglLitlu7JVy8lg++GF8/OV2XI1aDmot3mV48HJQ20Uxi5xMxRrKWvVfTPTi1H0dccl29tbQoiikefw4UMvvPDCvn37jh0/EkURu0dfKVZb9wl6920/lODBYFAqBV/+8pejKHzh71741//6f5mcnnEdB4Cur639+q/9qy/86I8wzpMkYYTMTDcJmSSEPPLwWQBMKQHABNBg2M/jyIAt6noK3o9FFlkMmBSZDYuI47me5yAdETAEI6MMJch3uEHScckgFzbNgRoPaUwhTcZn90/6bskaFHgVt+l0dnbyXGBCgXNDWXc0Uhqt3lmteGVCiNF0c+fG4qHp4VAwrqijg4a/vr3Wbp9dG+5uUu47fLo5NRbCxcRKjaQqUcqiZKbVonmXxUNAiBRt8+BR19PYrQZtv5Yaa8AER495gAjC4DqEuhjZXGOdiizOsmgUmVwJkSVZOBx0u7s7eZpu7Gx3w/EgjrhKxCAb7/R8L+jvDl79zvc+8+gzRgnf9T75+IXVG5cCLBoBHNg3eezU44AEgaVPffyIR7vLd9IDh85++Xf/AAK+tb1Vq9V7g3VrwZrTg94dx3HiZGNjo9Pfvllx8cnD0ygbBFTtrC+XfL+6f27Y6ymRtlsTCLE4GdWq1bsrG9E4l0rUazRPLW8G8VjW25OMUYqplKLT2bJIGQsIaWSE4zhGGsAkiiUi9ut//b2F9tyPPf8sIfEnP/3kwsrt7mh08PADzYkJwjnjPErGGCNt1LAXGYU5Ld+5fnNtdXXj5jUPmaceeuyFb7zw3Oc/G8c5po4GaoAA0gRjo4vXh8HIImv73d7U1BQAqtdrW1ubSzduAkJKSM759Y8+StK45Pvnz54Fi/I8b7Way8t3KCbHjxxptVqlUrC9vU0I1ka//+7FKBzOTE30ex1sJbL0xLFDM9Otzvb28q3rWR6V6+WD8zPxcNdxHTAqGnS2Vm8TTB46eyJgaGt799Jbbxild3uDyen5T3z6+almPU1j5mOMGBNREo2OHjtybfmDncGOMnhjoyvjbGX3VsqduX2TfGstN/bA0VNTC/zi25ex/0Slst9hJSWsJdwqYJRSYo2U1AJ2OOXOqN/dWPnIZoPHHz4356+5rhN4ru8n1AsmM3Pg3as7RMcTFTzd8idbjsuAYW2t4A5VzC9VgtXNjVt3lq7evpmA9puNREmnXHYnmov7mpyguN/bGHd73dHV4Vo2zg+0F5449WCDOEYqZJTr+D5wRtVUhZw+UZcWd6L02t315c1N40+VShVMeKqk51Uylfmen6W5tYYxprRC+p4gijEAGK3QHvAVYYxRYU74/iOoGGwL1dYaY5EFaxDAfWPA/fWusdZaUIDAIlvkY4QwCCmlcqU1QgCI3D+sI4QwwfeDa/eET6qFAjCYYE5pnuWM0T32AjgUB8gyKVQcDTbW7hojHW7LZafZqk21G+VyFYDlmZRSYQKMcmuNlNIYRAABwsZIKSUAYowB7E0/CGEAizEBgxBgQNgajBAimBqDAAyl/N4ee0+9NkbvabRIG2sK1U8bVrT77qkQVltrACNMwFqw1oJNEcIGIVCAEQHAANRaiozRGtIUKKWUYgPgAy/V2/OPneAu0SY3Vm3urK1uLl2+eunqtQ9W1m4GrLy5c7fWLBtQMo6oCwPYeu3GixdvvhGNsq9976vT7fl9U/svnHn47KkHStwLR+E3Xvh6f7Rz6fIbncFGo+0PxqN6o+775TxTWZbW654xetwfllyOrUmSrOxXS34FG+xQN7NCKkUYbjSbuRTGKGOMVNJKq4WklPq+K4TgnFPG/cCPokgpXalUGGdRFGpmWq1WnCRCS6BUG6WlyrIUACinymgMzHFLANIaudnp1KrNUr0d1PZNTx16/PGn5w6cFklujWs1ZEIxRoruOwQGwADCyBKAPcmfEHx/voS9TpHiAGb1ngC/d+lqrRGyCCOLjZA5pRQTpK1xA++t997+8OqVcqUcVIIciaBc9v3SKE4J48YgKYXFeO92AIstAmPvO3bus5Mxuv8zYK01IUQpVUTlClaelCJCPFVmZzDECDzfMzSNRiOCLHCdy6hermFLLAXiOK7HM+VNz07v7u4iawEqSnfb5RNWitX3r/yz5z99YmqGp3HguDrK8zghSgtjmeNSbcw48mtVHRkJ5Y9uDVd3zL4TZ/zKIohcYZxl6YH9s/v3TxFQxghjBMYEE6qUVZkyRos0VVkWx+FoOEySKEmSZBQCpvtaVWWM67AHL5wVQkRRVKmWAVAqVLlc1llKGc3zDAEw7k1OTy2Wm2GSczdI8mz/wcMOQY16TYk0z6Io7ANYYo0QuRTKGuw5ouRagIxhOTc3HabJ3IGDP/7Fn37llXc7u6ExxC81lNU6T9979yqS4YEF7lgvy6SVCozi1f75k6fiKOsP47W7t3u76W5nWAlqyOJh/ypGpVZrzlo0MTFhgYbj1OfIdVyK3Scff9xxnP7adc5ZpdLe7fe+/jffDiVqNWuVeiuMxv/Xn/zfO9fvSi2mpmYtpr/03zzkVSbfvXRHIn9iZvG7r7xerbc+98UfryKUrV07cGhuHPXiLDVSWosAYWSRBYUxYIwJxQCgpLEUGOXamHKp8W/+t9985dVXH3rokYWDC8PB4MSJE2mSfP1rX6tWa7/8y7/85ONP/P5//revv/2uW2psrHeXbqxO1qcPHz66+PTc2ZOnXvzbv/vud7792JNPPPzYqZ/+0hdWt293d3vlah1sXC7XsizN0wx5xBjU7w+ppT73k3EM2sYybNRcGpCt1c1p7r9+86X0Af1z/+JLtzuXh+OIM0/nqlKpEUNGKg3HubXu/PzBr/zul8N4LI1eXVlN4/TOnTuNevDCCy+88sorp06fkFJSQu4/6u9PsT/gCLJZln384x97+JFHFw8fTpLsgYfPv/P2e3/6n/+Me+6pk2eef+5TK8vLP/MzP/Obv/FrtSNHcim1sRJJfc8QX+ApCcZ5mvu+byBDRakfAkD4vnV+r6QdWSHFeBwiJ0dKJ1G/0ZogDHKRBH6QRTGyCSAyHvWM0pgghk3V4w6zYLASI8hrNdfpxaMsjcuNwCuVfQ91usOJhm7V+Kg3QhjfuHyR+GT//CKYfDgQ2TgcrS7/03+8/+6uGhIu8zzsbadJ0olS13ErlaoSKKBopbN9cMJVOUbWSoOsVoCsyQ0AsdJY6wDGoK1VMIpjwGww6L///rtu4DiBGzTrC4uLE7OHRRSbOKyDOXyq4oDVWVpyOCmyu5RKJUfhuNPpJFEswmjU1T6vxKO4XZ9+8MzDr7z1waMPPvDnf/kfvSDJsi4+dgij7unT05/9/FMfXLn9L3/xCx/cXHYc9+bSHQzE8byl5fcAGSHg7/72P4lMe4790s/9F3E8WLnVO336zKVLH37tr776kz/5xXqtsnCwZYi8fvPtQX9ICY3T0anTJ3q9wdLtlTDM5meD/u7OzFwgcm0wWKv6vbHDAwzAGZZSIutQZhFHUZwgXV5fW/+d3/39xdmpB04djMajl1/51vrm3fTrf+L6lQOHjhCHfXjtg8eeeLDdbnpe4ODSVHv+kccOPnh2/1sXPxz2O4cOHnznvfetsqNRhIEZa4tE1PejukZbQMjYY8eP7pudsUoPhv04jlqt1vbW1vTk5MLCPKXk2vXrE9NTF85fAEDz83MOZ6PhaKLdLkKNlJE4jimjSSqyPEmT+O13Lh44uJCkucGkFHjXPrrS6+yurizNzkxLgyqVIM1yLUWt7L23vso5rZTLJ48f3Vi7E43H0bDrez5D1sjsoQfOKhE7RJVLPA5HyIY3b9146a3N1CbCZq3pWcS9E0ePXb707nK3y1tV3elXGsHa7lKcKb9Kbty8ePyYNzN1cjwU4zCcmmhpJUSeW6UZJrlBnuOUp1tVNtddH81P0HIOLsPECGwNteBNLzyoZxKRDLJ4Z2U4WN7tN6uk2XQd7oSdwbXd23fXVwdxv9Qq6xJl5bJxackp7Q6G6ai7vbV+YGHf3Ey7OVle3dgcgxSes7O589H6qwdqs4faU9XAqfOSb5iH3QDHJh8Qait1MtHYf/RgayNCKytrjle2oHWmmBOMwthxPOoQqXJMMTLIWqN1MZ9hSkmRkbqfCAcAwIAMKmYCa60xCoDsDbd4z/CKwMI9hcxaa6FQdH/AimusxcrzHG3EHibMyL1ogLUGWdBYSQlFp3LBo9WmmLSlEEoKACylLhJrWunxOHJdzyLgjsM5s0YplcZpGt5dW1m9TQj1vVK12qhWqiU/AIwZpahQ34xFSBUGB0opIUSI/D5QyRqwFlmDASgCfM9XTIxBxTx0z2+A7tsxASwCq7Wx1qCiXBjRe3tvu+fiALDagLYYY4yJsTFCGBC2QIy1BKg1Aqm9HmCMibFaSGmsBoywIirKEiIpxczxJivHppunHzvzQ0ke9kfbo7hzc/nKnbs37qzd3M42kvFYuSqT+XjYbzXqoYyS7VuvvfvGCy9+46knn47COI6iWzdvWhCYKq9GnCqvuyVj5CjsE8wbzRoymUwTgqzDuM5VqVR1uYcBMMWYIQo4T3OVGyBYiExrzVgBbtbUcQBgNB4BxoRRLTIhFWEUE6K0Ltp6kTHDsC+U4o6rsJIyx5Qwn3GPGWyCsp/nAhBSyqaJbDbnmo2ZZmPuwgNPHTx4xvOqaWYo89NcA2DX87Q2xRsNkLUFpMDaH7SA/yDooMhjUUxNkfXDoLUsthPaqCLaCqAJQcYqQnAYRq+/+2ZvOGhNtsIoAkqiLPFEWdkkEwIT4QVca8MwsQgBguLYppEtXLL32u/2KsjunQaLO8horRmj1pq9kxSyxCJsoR7UtEizcMx92/QqSawdRrnrltwyJV6S5YPxkLnUrwTjwTZYUfJKk42p44uz2XZlZ2X16c9+frHVdrQplyvWopTpoD1VAiyUllZTJV3OiaWjlC115E5cOnLmfNCYtdq2Kn5vPNagjUIaWYWMMRYwBSAGIYoJpQiAuY7LCTVGa6UwBqlkLnIppY6TOElyIaTWo/HYL1fSJGKMUUryPCcWhFQWIbhH4qtUqszRu/2BQUgZLYRYPHLMCLG1vqo0OA4XKnddJ88UY1xkseO4CJMKCcJUnT774BNPf/yNNy9tdXa441FJSQLKph4TIBhTzsHqvolaM3PjIe9tZNGmXO537tQqjXNHpk/vn+rs9OIom5iYznM1HIxW7+6qbJ1SvrPeqVTqVsCbr16fmZo7d+bBNBx0NsK5mfYHl97d3tqIk9hoUStVy+Vqpzu8/sG71lgTsTAcfetv/vq55z99+ETAYPzEY/OGcOLaxcMPUoetDEZrayvH65RYnYZDQMaAQRYZYzAAIqi4GDAllHCv7OSZtpYAolGYP/uxT504fnx7eycZj4e93puvvRYnodFmeWnpnXcunjl1CqNgvJukI3z60OmWPyMznY8Smps7V2+cOHLsF37xSze3bggzXFq6PR6ORC431rajKEPI1OpVIZMkFYgYkyONwDLcak3GUZQmeapkOhxWSux6NsZuZbh+9fYf/U4I0dpIBoEHQkSJmqlXzHg4NbW/XpsYjxJguFxhlAZT7QcIovLJx6XKnnvuOSFEkiSFRfieqX2vP71wfN0fRrNcIGTbE83v/MN33n777QcfurCwMHvy1AlrULlcSZLk137911aWb/men6QRxqyQTuieJR1JobSyQLC1xGgwxBaFKQCFVczYgoiGAVlQxjicGgWWMQq8WuNJmiKhGYFBfyhSLUlHCMRZyfdKxlhCscFoHI0pplmSI8kIRoHXosQzudYpznPNDG+UGsyS6dYE0jH2JnbH42iQSp2WyzWX1YxU6cq1BWdf3aqg7KHypNYmSrNxnFLHMUq5FBkpTJZZw5A1SqoCLAgIE0qFVIRSRrlBWoHL/WDlztpX/v3vri4tK5FhQsDzeKl0/rGnnnj20wiZciWIEdOx8LAfdjtLt24orRhnc/tnDyweKFUqpUCW93tYCpXGzAuk1Z/67BcuPPncjaWbn/ncs0qPhRpanfe7u7u7u8Po3TTXjqfOnD4WxvHJk8d2u91SqToOx0YJhOygvyulSMf9bvdOvz9styctGhnU86vYst7E/tYP/ZOnuoPBraVbGucbGx1GvK3dRArUnGBSi/feexkwmRk2lBlz6nqut9PZcF0HsCGYKYS0JMC1QYnrojTZbtaag1Hnq9/82slTv+TX6iePHWMgbqwu311dzdSo2mqE8cab7/WNzbVSnAQMl372i1+amThw/oljP/cLPxUmA9f3tEVxFFNKCAajpEXGWlNoDAohLZXnuV/7q79avr104MD+T3z+c4PBMEuT2bnZH//HP/r666+Px2PG6LGjRyYnW3menThxHGPS6/UOHjgwHo+zNJ2dnd3a2lSYpbkIo2h9a6O3uzM3O1Nr1JdX18Lx6C/+/KtpHPV3dwnli0ePAeBiBuOOe2dlBSE0OTHRarVev3hxe+MOIYZzUq35Tz/92P6F6TAO03T80eW3ZqebgIZBTd58+x2n5FrGN9ZVkhgDR+YP7b9y+d3LNz9qYHp3pV/qdRAApbXBoNftLbncJ7iKCYySceByJaWQAlPX44FSejzuelgSG73+0jc+fuGQ73NKMUJApVISGPUbnl+tTe/XMu511zpRZ/PukFK4cW2zTzpeuUTabkiSucW5csu/tXSz6Xnn95/86Or10dBrNqZkzqcmDmq8eHcnefJjzzWCGdGXeSf6zssvWhgeXay2K74Zdg+1yEyJuUQ6xCTj8XxQbXr2VOuYsvTKzTvXV1YT7FZaE2ANMow7xChMiFP4+Yrx0xarWIJbysIAACAASURBVLPn/yOE3Y+mGmPuZxeM0QjtpVsssuj+3IDN/Z4xiy3SCDC+/ycYcDkoR0niuJ4Bgy22xSnaWrAWATFII42QwtpoixDFrCgLQAhhSqzRyGoAQgiTSvaGvYnpCZkLpQVjjGJCqA+EEuwBVsaqRMj+yt08kwCIUTw7Oz09OdFoNAnmUmqwREp0D6dPrbUIgdGFW5cCMsgShDDGGCEAIJQUODRc/IfuUyAKoi0A0toALj4Zi5FAYPakWTDWGgzIUowQaKO1NgRbAGvAYEsAWWM1AiutAgCMrEE5smivtkobpDEhxBirJTbKKiUQUtzhWjot7+Bs6+i5w08aELmM+8Od7Z3Nd2+89ebFN1669D1XI8ZRucwqVS+Ohxffe4lSnCRRZSKQCrygHJQDzhnNnSxNRR4GgdcfbJc95nmcYc8aa4zJhHK5K01OAGspjIXheBAlSUHmKhirhBCCCaMUAwZqtda5EFprAOw4LrLgeR4AGQ6HjBjqcCnzLMlb7TblHqN0sNs12K03q5QQL4XBYBiN0n0z+9ut2SNHzz/88DNe0EoTba3DOI6jhFEGGHIhMcZgLdhixYjvT7R719s99fS+XIrxve2B1YVvaq/+FhWEOGuRAYJr5erG9ubLr76MGWWcxkmSa2msTXOZZJlQ1liQWlOpjUHWAtqDctyfm/dOMowxq00h/xtjgAIAFBlEjOGeldZQShDCSkmjVBKGDiYqVeGgNzE11WhVxuMOBxwlkbJxlkuNLadUiJxgaFYqxFCI5e7uDtve/tEnnq4gNlGq5lpFxH5w+9b3Xnv1xNFTjz70SFArx4N+QNjmbp857U5ELq3Hc6efNcSnnE5N1G5e/9AvlzGjhGLQCCGKEANstTII6eKciQG0shIQAMWcWWQIoY1qzRhjhaaUAqFKCa11EHgiT159+XtROAo8VwiljWCuizHWBlFGHcfJZe4F5dfffOPajSseJefPP8JcJ04VYEfJnDJmrfU8TynD3LKQwq84w8Fw8fDxf/Qj//Q7//Dq5vau0cZ17PXrNw7OHfYqkMuUIM6M3wg8yHbKmCZ6WOJsojy5eXuTz5Jm+4BT4ZO0lCSp43mE0okHTodxLgxUyjWLmJTo5Zfe/vTTj7118YPOxjK7cA6r/K+//Z1XX/7uwfk5DIZwp7+zsXJ3e3Zu//H9s6+9/EquWLNVe+pjF44dmw3DnUFvY//i4XAw9su+yGNaChSa9SE7c3hRjHYDB4dSgTXKWIIpxqBs8QwtdgtUCut5lTyzo1E8Gnbn5xZOHD9YLpf7oz6h1A/c4XDIObfWgkVhGL7z1qVDC0cunHvkW3/7nX6YAsYOplkSBR77xre//vQPPTU3P3Pt5o5BYmFh4e7drZmp9s2llXq9vNvdaLVraafX7fQcFuSZFMx8dONWq93EDglVFpSq20bRSolw2sfJ7bvXGrP77eTpXIzKNAkhjnmp6lWazRkETp5LI4VGEUJE5bhcqlIMQoni1mOMpWlKCNVK3ZdmAcDeW8cVdx+lWGvV73e/9a1vrK2tX758iXM+GIzak5O7na4UYrLdPn78cLVSCjx/0OszSm1RIITuhz0toS6AtcgYTYpbHb6vrFgMtmCYWGQY5wB0cmIui+JMSDeguU4451hzneeZxYx5hFWk9Sll2KHCCkU48wKHaY2cPMscTAmhyqp4bHLDwzAxUvtVVi2XCfKBuGkkKpXyteUrE7NTnHvEBA5HMgnvLC1tbqy3Ws2ZmX0z8/P1ehCnGTBNrHR93B/0CXcwgFVaKUkwxpTuueAApNSpsB7GGLFXXnwt7oz6t++WKCUIHN8bx6t/8f7tb37jxaee+djpc2enPvH0rZVr//7/+K07169laYzAcE6brdqnP/Opn/qpn5xoN7pRzJAlhmiZlnwnSoXUaG7+gONR5tB6rSxEWnLdXAqNbJTlBoPU/Otf++bv/cEfXLjwQGt28szJcx9+eOm5Tz2b5+kf/9H/6dS4zIcEknG4sbpOzj20ePBkQ5l0mN8uTdqJA/Xj55uc8W6n3+sM4zjbWuvs7g4eONAG1BqPo9Rc3V6Ntjd2fK8UDmPGsevyICh7bl1rcAKaClrz3VFvl+NwdaP36tuvv/C9lz/3yadPn344HUWxzLTGg8HQr5Yr9UqlwTGl4/FQZKPWZP1Pvvn7KsdnTj7x/Bc+vdnbrDTKFmwYhlrlGBtrrTQII2QxNkZppRhlFtlwNAaANE1WVu64LgdkR6PRsWPHdnd3f/u3f/tLX/rZmblZ3/N7u92q54ZRZK0tl/3V5bsizzjnYRga6hgEhNNROJ6fn3/0sYfq9cbDj8H6Vsci0tnauLu89MBjT+0/cmJzZ9fzA6y0r8zZCw+0Gg1C6cb2tkX43fffCeOR0qrZnNjtbv3F1/60UikfOTL/8st/d3B+8pELE4ZEH3vm4f5o1BuGvZHA2iIltRBSZAkS2C/PzO3v7uwYqbEZGMVu3X7bWjM1eZTRRmbBJZi5JMutzDUgLZTevLs+UUqeeeqRcOc2YYJyhQlC2JJf+R9+9e7WjgFkCUs1GOKX6zN+ebJUn5WmtG/htD/NsecGrcogH3ejrkQZZRgj2+/uOoSkBrSic1Onwn51qv30zPSz62ve0pLaWMvffvMacmsrw/zKyvDilTtvvndJyKRW4VaFWgiPucTQMs4qlDCjD87NHZhbaDXq4WgUhmOtckCGUq41LlwHxUtXSHHfOVAAB+7FnvZM01CMb8X3YITA7hmT0P0BrhhiizGOYSCAgQBBe00Ntj8aeZ5nLELmnqgJ9gelMgRIa4WsQabQL6SUQiqplLbGWsAWgdJWRfH8/Jyy0iLEqaO11QpZUzDIrDGo0LaCUsV1fEJoOB5tbKxvbmzsdLajcGwtOI7DOd/z79qC8ACEUACiDUJAAAjGFBC2pkDV4nvOSGyMMaaItVmLtLVaa2X34m4GgUBWWCStFdYKBBqBQWYveAQYGSQtFLAFq40BQIARQspaYZE0VFqiDWgDCjACXLDVEAC2CHFOrM6RtRhhinkWKRlbm1Ms3TJvTdUWzhx/6BOPPf+Fz/7EQ+ceOTh/aNAb3Lxx4xOfeCbLIsDK4FxByj3KXScVanNrN47Sfm+IrHZcyjkG0K7DKca8OCcQkDJHyHoBT0VMGSfUYYwRSpTWnPFi2ccYKz4cC8XJBzPGitIyzh0hZJ4LjLG2WZIljstLldJ2Z7M/6FNGGMGOQ8fj0e5uJxz0A69cKTcff/TZZ57+3JEj5x2nLiVGwCwCoaTjcATIWEsJBlSQlzEUnzrae3fdpwrcn273fHsYK6WKq7SwixijjDV7ewJsmUOzLLty9fLlj64ggggjSZ7FWRpn6XA8GgyHxRUShpFSprg7rDFKSmus1NLc+4L7P8O9Sry9S8VYSoiSAhetNAgALAaQQmhsMO+7XiKFcDiv1oI0E9oSwjBQIq1OddIb9rnH8zwbDocO5iBAJSjsJWVe/9yZc1VKy4QraUZa/c07b//lG6/eHPaub2+8fvn9jc624/I4SQjzdyP0xo2d0sIFVZ6utdsU5deuvDNIRpVWHRhTFhmDOHGIBqIxMeAAZ5QYZADTwlmuDTIWYULMPc8Hpr62GDPHL5ertYYQ2X/4va+Mhv1qJRB5pg1ijFlkDLLWoDQT2zs9C/SNi2+9efGiNqrb6z799Mddxx/0hxQDJgaD0UYbZQFwmlnM2DAcNZutZ579zJtvXNrY7DDKPI9Sqt5+763FkydiNFIst6aCtWW0p/IwzVPsy5XNtSzmLg7mJxYOTh1oB41WqVZ1Sw7QkuNrIbVOAaXjYXc87IXjoed6nLI4jDtbO8cPH2lUqy+9/e5oHJ47c7pRr62trrrcrZbLxNoP3ro46mynZFSu8U9+6slatWy0KrkVgljAK0jgsltrV9uR32gw/eDilCfH1GZa7z3KEEIMM0KZMcZoA5hy7jLqMuotL62++eZ7y0urjKLZfe0wHCkpXI8bo1zX0VoxRnORv/Tiiy9efHNne+fG9dubva5keHOwm+ZxmkdO1T10+vDCkf37Jlq7vY3O7uaJkye4441Hie+WtzY3Go1ykoSVUosRR2TKWjBGf/yTz2isdwa7EnSscwTcc8pa5whQqdYuV2cZmaiQRh07LUoDY7AOpyePHzhwnrMAqAIiAIHLPaOMkkLZvcK9PM8Kg9a9tdbeC+X//aJBQkpCCSbk2PHjP/zD/+iJJx9/8IEHL1w4f/bM2UOHDh8+fLhaKUVheO7sGWuM77uEA2GYMCAMKMMWaYwBsBEyJxSsZciAsXuaScG0Kd4yFlmCkcvRxtpSf3sTGWQQ0lgzhwBCnPjYOk7JpbgqpD8eYmU8ymq5osypYVqX1gceBYEXxzFg6peqyiDMWXe3Qxm4LknzKMvIuB/NTk4rmSgba6p6cWRo+Vt//+bq5gg5+K3333nxlZdeu/jaK6+9loq8Vq+6DmVIYCOkzAAjSlBRkscpQkgZKzC22uTjcFCdnBvHaW+3O+7sjtfXTky2z0xPPH704KmZ9snpiVotSGV848N3L7//xqOPnA9H3W98/c/CuCt0mOk4t2maiut3bi+t3vnD//RHK2urp0+fJBTnMk9lKowkjLqOpw3R2glDJBI+7JskIXnOPL/daMxWK62F+UMXzj3yyMNP7ewM1lY2XO7Pzy2cP3fh2NETTz9zenp68sKFs9Lkl6++d3P5ene83gt3+vF6mO6kopemPW1C1zPNtjMzW6k1oFI3++aDY6emzpyfO3lh+vyD82fPLywebh063Kw1ShNTHJHYL0Gc7FbqgR941QDPTlUnJ2qnTp/YHYwvXnzvwtkL+6dnIFPbgx7CXn8Ur23vVFsV4qBcRZQTIAQQBgaZTlY3tg8fPttozvh+1Rp86/bNwPesNRghTNm9OA9wxiklhOArly/neXry5Mlc68WDi1ma9ru9V19+5TPPPVcKvO9+73uYkKeeeuq111/r7mzvm5tHCLfbrdu3bu+bmVlZWdnY2gLKueOUKkG/3730waX1tbsfXr6yendtNI6k1J7jKCGCSg24L7TNlUmSLIrHge+VSiXuOJ1uvz8c97rrx48dbbcnEAHK+crqys1bV699dOnO8kfIpqdO7sMQFcOYyJRRxKFeEmXWKkrxaNCPjJ6eWeh1Qi0hcEuTE+00jcJoTAhz3BLiTpyEJc9DFuJUca/CHY+C3Lr7UTOwiwsTgUONgTTJaf0wBQvVUk1rbS3KlczSOAdSrVYdp0V5E2PCM3dEBmHUY2x2ffN6y6+keT/LwyTJgiCYHjxx7NSFhckT4xwv3+1eu/16t9c/sniAgbKic/3SUqfTkUrtP3DAEudP/v7S+vDUo+cOtgN1YDJgWEwaJJJB2SM47ZUpnW05Z6bmeyncWO/0UzFIdjEPLOEaO5mwuTSUcqStY42DrcpzRKsYrBSCMUIwsYCkkYhg61ADwC1lwLTRCikLRisJYBmyBGGMDLZIg9DWAqGUUawtUqbiuVgLQIozYhQxxiBABeqogFxaq42WZE8BJcYohDRhILVkjAsN2DAAgoGNMycXEmugBoNR1kqEkbZaCUUIJpgWuQCDjEISMQhKda2VMTpWctjdWbq7QSnljLeaE/Oz8816WyuNGAghjdGcMAPYGGONxZggpAkhVmmXEqM1AchtRgjaM8taY7EFooxRCAr/7V4jFALAQItvAozusXUN1pgzbozRVhtrENorfCCUYIwhl2gvwYcRkhYZaQQCggnV2kqFOeGFN0MbAdhgQiwyUhlR4NJSz+Pu0QPTvjuRhN4Pf2YRY8qZ6u4uYawYr3i8FQ1D8KXRJu0NRA4Uk/ZkUw4hS9OJitMu1+JxjJR2OUuljZLMcbHvOQ5QlxKFBhwMxk4qMbMOYyzJIgxAKFZKYKMIpZQC49QAktLEaZdzjikAgCYUckRc1yKol+sqzVEiG7VaHiecYofTA0cfxra2uPjgE09+juAAECkAQwDWWMMwsdqgAqZ2z9WtbLEoIHuHK0CE8ntgwXsgC4sAiDY5wgghq40GMBgjIXNGiFLKdR2LbS/sv/7Gm3GWtSen+6NRHCdpluVCRFGstY6jceC7WYqNyaIwIlQTQinhxb9SHAv3DDOEIYSEUACEc174xyllGGOplCmwcdgSCkoqrRFh2HKsVZUxnMk7w3DQZJOMBULmWuvJyZkoD9McT0/XMGRZnvB2g+BSyWl3P1o/O3nk5L4FV2WUlbZzKM/u+7MX/vzVK6/NH593lVNvTgO4dzeTv/uDr4rE+y9//lfHIzp1dB8PKtOTdWSzS1cuxeOx5wYeBMZgj/IcqSxPXY+LLFNavPXaa6dOn643moQgbUEp6ThOvV7f7e0iqwr6ntWCe66SOfGrhLLf+I1fv3L5Uq1SYvT85ESbMJTEScBckaTtRmtra3MUjm9m6ebuzqEZXxpkKo07N9+pVSs3b769b9+MlrnDqTGQZxFjzHNLUZpr6z71yR+5fGttrb8LzFBmttdWDx3czwylgFwRKMVcT+Z89N5ooz4xHPeXWNciwrbHu6VSaUzFctxZrC9UnRKlvIQ9ZrBOZEBqhDtuIFU6NtjctfFWuts4UGoebdyJ35+vTzu9q6tvvZIfmtOaD9aG77//vUceOvOv/tdfUWJwd/X6ThxtbW7vXH9z/sAxJqVfagV1rKziXpDk+c3Vq+cPli5cOM1QRpsBIObmXlWIKM6zTEpjA+YCcpIsMyIhfk6Yp5zgb99fwu4ib3nfuf7hN1/99ic/8UzgUDB6enLSarRvZg4wak9U29NTb3z3tZnpxm5nLCU4zKeUxWBswG5++MEbb7zsV7zNzib+wDl+7Fyeo0vvf+j6/qnTZ27d+ciYsu82AtKIZZ4nQhjdHfRm7m53d4c+CkSaReORU4PNzW0mje+UdsZLvfi7Xq01PdNsBChvUm+2IcSMW5qtNtoYgtu3Yjeoj8Z9pcdHjpzMMq3ynlARIVbHgpIystQYhYnQSILhAMSY3FjQWhNU3EQAiEiZW5U7FKq+Rn5gptoKmD3DdB43SqWrlz80Fg0lqlhlRj3EHAVYauv4PgCXWVrzXQrKs3lkEWAogJRaaUJI4aVFRTTMpBYRRINBjld7a81mvRVMAThWpgKNc7PLoRFKf/rAU6++deOP/+APrYkdRqvVVq3ZZoE7XffLpTJn7r59+2qsKrUEa2cOnCAEpBRJmhBHOCUauzJD/YmJZjjKOuvdw+fraMq7fHX96rJdXhpvbG4DgvX1G+9dM+fO94zq/fOf+7EjB+ZEYnyHGC2Ulg7D1ihKOVgiDY1ztb4d72tP/+37333rxpted/fjR49Pd8cojV58+xXwnPFohKvlx48fWdsymDsv/8f/8Gu/+W9/+WeXXdfXmXni4cdOnznz+FOP3F5efvTRR++urXx09er/9D/+z//Vv/znC3P7rJAYTBQllkhGKKeaUwchYzEm3DOYr2yOT7em33j3g69+7Zs//y9+YTAWz3/xYVAKRDxZL6WDbd+W5irnzj17YZytvfDCnyfxMFH5VlclKZISXN9gpv0AKYmajeDE8RNWY62NUFhbnMvIdZXndBqN+v7jk2nuCBEY03b98tra5trdraB8uN1YXL876mx1PBeXKoTz+IdPnJfDIB3FOiGLJx8Nh7tv9d6brVdW126MJ32vsS/NrUXSmjxKhkG1lkjBefrdl/7wv/75f3OtN0Yo2Oj0GhPNWn2qUZuMhhujUUQxm5meMioJ490k7grRnZlqHpif12617FVOHjxiwnhza/PLv/eVh594wr90KU4Th9p80CULh30nOHLwIMd0NBj6p06sbXdzQ1zuAmH1oH94/8TSDXL7zrLrlfLl1S/8xE+kaXp7ZWV1++7aKH566pBME88jWoVpru6srw9CMdGaDhzf5Wz99kqtNLNw8ABPd4ibchsHqMms26q36xOiVItVavMMhSnaGcaWAnNwZmWjNDvowOG589vRipNFbrhVdcmhuUqpzb+7sz4c75CgvG/mgEmTnc3NEqO1at3YjELiMo+UXHbw5OvXr7mzhxZFj3FDYIysoBhjx+FFpp5zHgRBludCCAC4JxDOl9x9eT3JZTjVXoyz7d3tG2FoH3zomX0z+xrOfuaWlHXffOet3lilYXps8ejFN1/rdTaMSsLxGGNikF7bvDYzU3rq2f0zLbPVv7K+Mrp5jUw3m+1SdXamXbeUYeVSa5X2MFSpfujoTG8cdsZZL9W9YW8UC0pcxwkQKA0YEMkVIMwJEiIXjFIKVimNrGUYgUVa5tpaAA7UWKUA2WJeAVRs0IuQDAIASoiyNs9zDBgQwgiklIwxiQxCe7OslPJ+b9l9KhZCiFCgQK3FUgtG+Z5oa6XWwpgUEp5mScAcgrG1Gu65F4uBRWqltcUYo8LpayHPZeF8oMSlxCl73BqrlNrt9re3upw6vhc06o1queL5AePcApFKKqUMMkDAGA1glZbGGKkEokYbW2yNARdtZ9/HhhutfxCDWkjc34dF7ckG5v+jIBYRJWstIHuPQWWKfbbZ44gZBBYAGSuVtPfbzgwijHJlNCEEU0IZXl1bWXrtdpIpyr2J+kQ0wJSaemlGmwy4UHbb8yljJJNmuj3jcNdl3GhhtPS5JZjeuHF7stHGCGOFHO5ZhH0/kJlwuZMlSivH911jLCbGWIswchznnipJg1JgrE2zLFfKcR2DgDFcWJ8ppVjZih+MBn3XcerliiCEGCxzUyq1apV64AeN+vwTTzw/PXkIg28s1tIaa4r81p6sb1HhH0AIFXG9YplQnI6K/YGxusBuAEYWmeLXo400VhKClVZoj+mDGKVKK8fluciv376xtrWGAFcqlW6vmysdRVGcJsYYpfb2D0qpPE+llIUgLUQukLDm+6bAYolRQIoL1GiSYEJIUT5SIHEJAcpw0cyCABOMhRSArDGqVPKNJNWJJgDyArfbDycmG0m8SykQyHe2d0qBxwmreZXB5mhtt/Pw0XOHJ+YpwgpYonV3nP3+b385BLlv+giSBAly5e2lenU67CSN2uLHPvdcnqKZmQXKK265Go4Ha2urg0E/iyNjDSEIAJQWrstdn2dp4nosTfLNzfWDiwfa7Yksy3w/oAzfWV5++53u5OTEwsJClqVplnlekKZZuz1hEfrKV373/Q8+aFQrBw/ur9Xr2phkENdqtTwXxC9t9AfgBw4h7er+hSOHAZBU1lqyub6+ekfKXG6srSspHc4mJ1ouD4QUGdJA6Y//yI9FSbK8dBsBrlYq0Whw/caNo4cPWSAYY200IeTW7Tvc04dPzV++dHW67fYHO7Wgllsm4hxt7+yM+tfv3Kj5XqNSnqjWGLKVqp8LU6s1DQLskDzDrZmjL//9G0Fj1ivVwox91JXNqUef/MTcOx8uC5XmeXzs9Px/+9//IvVwuTLRajUNVVoZKSwQN0yUQY4BFmZSWXL52rX333j1zq3d77z4AkLKocb3eKNetwYw4RhzzwsqJVUKapQFVDMua9KWvvvih0Y2Or0sN9Fktb661KefLA/7fY/bNI6jZHj56pu5jBFIr8R/5Vf/2aA/Gg6ScJxFoVLSOo7PGL99+/YXv/jTv/07v5WppLO1NRhhbcTC/Oy16zfSJDx76sT7778bJ/GTD35SazWzb/ruxtrUVKvb3VZa5iILAh+DHUWj4pEbx+HM9PzpmcVry2vvvf02QdGDJ+ePHnjm+KlzZy6c+9Ov/un77904d+5CUOaz89NJnPzvv/Xvmo2pH/7cp5HFSuaUcq0Mwxgo5CI3VlHKjVKAf8DmDgVgCxljpJR5noMFZbWWmcHaJimnqN/tOg4vObjlOrm0W5IEnFdrFSWFMUYrSTFOpc4lATcAo+8ToO9t4WyxLaH0/+HqTaPkOs/7zne/e+1LV+9Ao4HGvhHgDpKiKFlKTHmUyLJsy/I+TjKeTCY+tiZRJnIs+9jHkp2xR4lmYsVj2bLkTdZQu2SLFHeKAEGCIHag0WtVd+119/tu86EaoDRf+kN96nPr9O3nfd7///cjADIhmOdNHj85OfK3hMwIMaNRwrk2iIQ4E1Imaerlc0pJz/VmZnePBr0wzFZWVsMsvo50kqZCZOMXkWmaCEHHsTBGjmvlcp7j0IP7l8olXamYSTSACLqu3ek0v/3tt158qVlZeJwQUZk6YDnug0/sJbRgGnYSe3/6hW/81I8/OTddCIbbjslM006iYOzK1BBrhLI0Gw5G6+sbZ195aX2wfKIxsbHWfOv757PIj7DIoqxSrwX9UffN63NTU1Yxn/np09/49ne+9a3c1OTZNy88/fzz9z3y8Nbt1ebmxgsvPFcql44cOfzQ/fcOBsO5mSmhhBacMTbmHXHOJVcIYYAYEBxTWimVnn76xc9+4amLFy4KXKk2pjOhJqqVvM2+9qW/fuDk0Ua9tD24eP7vnhaoO7evXJ3PIQqEVpzTbidgpkJmBjERQhJMKMNB4Mc8Qgj0o6EKpeu6VRuGjDU3Nw2TQgiiOFIK5nOed8BTAgrpT83AXbvmbdNI0n6v30mzzenpQ3v2loUe0AwuHjm16cfLr73c96XTG3IkS1UHYW7bCCg0Cgf9XuCZxnp39c8/95l7T713fWMlim7/xR/9kcyYadq7dk099ug7cl7JshtK0K12uLXVWV1tek768EMsnyOOBVWiZqfqrc21l1548fKNm3sW9+xfXFQSrKys7j9yz3A48Fw3SRJmMEqMTqdDKU2SRMOs7LhJDPq90GBeHPFytVbIlytlcuvW7SjkOQebFmJM9ofrtWpheaV1+dK1YZgZh2xvwnEs+33//H3Xrm5+97vfM11YbbgIEQ4k0SkAcGHPopQKAsAIy6JBFESIkVDySrmqBUiTbPfhhWI8cfnc2eML9+ybbyiUPX/u+45RdrzCaBRttJqjwZppOkprralhGaGfKiWZWfQQdPzRQIu3GAAAIABJREFU8y9cLh+1sRKGVbCYSZSUvj8ihHhejhDKOXddF2OccR7HaZIkBHqMUgQ4QQmF5ZwzO1U/ORoNbcvRieOUckLj2E/Xb6/dXutohDZvL8fp6PKl13N5Vq0WAEjKNTa7q3zw0JRjqDQM/O2ImjnXbczvO6GwcaPdTNba++aqjQJBIOJR5FGEdWrSoFwlgWJyqt4bRtdvN1fXV61C3XbLqSISEKdQ4NEIY6yk4EIQjIFUBJPxsRcAoGAKgGQQAkQ0AArCcetB3cmWIiUoJVpwISSjSGmNMQYQGoaVxhHZEYwpSuldPOd4zhuvu6TcSWIpAJFGAACCgBpXELVUkAfhwHALSiMCkQJaKCFENq5/aa0wRggBvdN8BxgTJaXSAO24xrFSihLHsQ04Nk1I3W4PVlY24ziWWucKhV27dk1MTECCsiSJoxACLQRnmGioM5mMx1AENAJoHJ+9w0EbBwl+qJOExl5VfafnC9+eaO8u9nZ8mFKit+/nNAAQaKkB1BqMQ5tSaKLRGNgLECQYp1woCSijzDCWV24/9+zLjmPli0Vm5iBgmttYedEodI1Ct7tGgZ6db8QR32r1JuozPJHTUzNXLr5Zq+Qt085S4Ji1ucZcNIzCUUQoG/YD07aKXjEKfc25YbpcMYSphhmGPIsjkxlSKq2hbbtZxiWEmBLAZZKmIhFSKoNZtu0mYSS50jJJ0iRnuEqlUTCEChHi3Hf6kb0LR5/73isHl07ee9+7EHCUsHZIV1BjBPWdxvKOKfkOHmM8zkIIgYYYA6XU+NtWWgJ4Byd397QjJSFQa6XVDiCTUCyUcDyn1+18+zvfxga1c07GZRglmRC9wSBOkzRNFdDjiILWEkKNECIERVHGeao1RAgDqLngOwxaJZRSWt3NCILxyequBxiNXacZIIQQgrXWXEuEsD9oW7bYanXzrqFULGWS8MjLmYNRs98dliv1esnoaCsOeKVc37q44XDy5MPvNBQW/iimdKg1Megn/vDTvoB7jhyZzs8WK0Uvl3dPl0rFCZng7pavOJua2OuHUgqgtVJaTk1PIJ02N3mSRlvdluflMWFpIlKeMUoYIcCknXbrtbNnd88vWCZDUGklA78/6G1TBI8cPDjs9QPfJ9Su1moAkU984je///LLpVLh2LFDs9OTPIsRQgXLjUYxMJifCuy4qVQKoW6UTNWqw+1tgzHMmM7lLcsWQowfVK/XQ9gkhMax6I1GP/7BD0JIX3zhOdt2AMLNjbVSsUgMhk0r4UJIrREgGG9ubM/OzQ479Km/ffXB+2dPHJmHkttlHkThjdZNL+diDF3XJj2ghdRC7JqdQ1DZW6zmVCvW5GTt8EuvrJarpxtzewk1KVQ8jevlpZk0lVKORoPrV98adDcHIcgVcXNtuZg3dAoQJIVCCWFKHSPh2s0XJSCJAKNuZyJfSC00iCOgtBaCjLLtvuh2+oSaWkMhJEERABBBki9UXbe8uTUKEsSs8uT8Hk2YQ/hv/dbHg1Fne/P23P5FjOH05O752UVEAGVwfXMVSdZsbna6291uR2s9HPqMGktLh37jN/7lzMyslytGifWRn/7ZYsW7evPSufPnfuqDH/qrv/5rx7X3Liy8+eYbnW6rUi30/eH0zIRGejAcJGlYrpSDUZDwKJ93B90BgrDX64xGKbYKly68DqAwLYwRTpNscf+RfKH2zz7wwerk2UuX3vrC338tCAaO4/7yL/1PL714lhKTUkipPeiPGKZSSC2FZRkAsjiWEBEAxu/MHTE1wmCMPtwhJGpbSqkwhgAgIYEEmeRh4Nc8C0b9L//91wYCLi3tI5Qs7d1nmibQwLBcDVASShPbQAzvwsLHqXmE0F1KNMLWKILFysI9p44pFTDTzGIBJCAgu3zx+ddffyYMNhDNG4bBlaw3Jv7D//6x7VYzSeTuxb0J5y+/8OwYVxLHse/7GU8kzy5cuOB6dhRFK+vtNAoOLJ1Ms7jd8UUSGITkXFOp+Kd++n94/J3sq2fTxT17jx07vrq57uRzT331W7dvN21szk96n/zM5z/x0V9xmCWExAQZzI7jGI3VPohoCdIke+7pbyajLg+G95/+p1117kvL58+cfvj869/XBNNeb8ouNJjbvrW2OXqjsXfhb/7iL/7Vxz6aL7gnTh0/ev/JjVbL1qBQyG93O+329oU3zk83Grtmp5IksRgVepykugM8g1oIARCUSid+4OZKUxPV//AfPxEkfL3ZubGymfjBhWvrjUoJuRN/9dVnOtvNz/zu+x64/0FiDpI0gBD4Qa/f72LoxmXAZSCRlMAM/BFGSIrMxko5BrNolsWIwlKpwBmIBA9GPktILu8p05KMpHGWZtx1PcITw+RIgzAeUCL3LEy0m36Ubgz8W6MAOgbLmBSG74utRMaYcsdl/nDgWizLkOd4lRzrDeKcVQQKX7382trqTUQMg6XveeIAIcbGSlPRbcvpEiqf+sqLQqh6vVoul3/mZz40GsVrG8toKyoXim+df8Nk9tz09OZWOxz5rc3tj/zUh/v9kYakXC5evnJpYffuYqF04OCBNE0HgwEkTGO0vr4+cfBgZztIE0g00ArZtsu5HAxGzc1tKYHjuNMz1UHnqtYjpfDm5sbrr5wD1Hrs4ccQRIE/glBOTTauXLllOuXFheMGc7S0crZtu3uKla7vd+oFG3PY73dzriOAJtRxDFsJRQBaXFjYaPZf3v7evncdeuS+o8+9+I9U4UEwLE4UR1F3s3WjMblnfm4WI9odBKXCtEZhlGaI61yuVqnBlZVb33j1jYnJvFCjhyZTopS0TGYYJs8SzjNKGUJaiEwKQQlEiIosDaNQCEkIsR0XAEMDyXB+NIq2B0l3qwUgQZgdO3jk7Pf/tLXdpBasT+QW93rTM9WZXa7lCte2h/2eiJIoMWvFpcO75xuVeQIcDBkgtDp9cGtjea27sdnuFkxZdkk5R1EaOYaLZGywDGjWcCqL1YYfg+trW2vdodIgUTKCQwQMALFQgDGTCw0gAhppqYBGFGMAlNISAAiE3inpYwQBVghKpZWGGCGpx23vnTFEaoUQCaIQQMCV0AhoAISWQAMFx4pdoJSGd9RggkutAaZMcIXHSEutINIIKwF4r79dK5VkJCUCAGkI1I4iARApxdgVrrTeITMoqBUegwsAhBpSgjGEOMsAAAAjTDA2bZOZtpvJhCdhHL567qzUyrbNUrngeW69UrY8A0OQpqmSciy6UXqH2AS0hvouNlwhhO+CHO6QF3fG1Ld3ij/Qx/+hSv7biIjxIvJu4EwDrSEer3iF0kppLaUyLCsIw7VbN1ZWV9M0LVQnNRAxVwgqJeMkhfWJ/Pvef+b//m9/gPSoYE9316Ft5T2Ge82+61i95kajnMcawJTLIM1kMjUzMVVoUMy6/WGtogWQvUHXNg0hOTOoTNLOoOu4BkKaWgRg4BZcCOBoGDBC/CikhqERwBRDCD03x1ORxjFGyLEdIuw0jVzPAlogBCdqU0Bb/Y64ITrve/IXpxvzGtpSICUQJmi8XtU7z3AnRjwOHwOgARg3GpFWP+SzVXonn40QFILvUDjGlwdScJ4RSjUAGkguJYDglXOvrK+vW57DLCNK0yCKkowHcRwlMRdiPM7uaBowklIoJRijWiuEoVYQQiCEBGBcCgRa302MK6XVeGEsuOIigZgAvvNF35lx1fgfLSEEaJZGeqSFTFLbxl6+kMl0MBgCgEwzL7mgCDvMs23avtGtk8ojx44VJZVKccPMEFrpjV797tn7Hv8nuxaPmW5JQmDbjm26jpnzB/H1K8umkSvkq0oYSqRbW03RWgMos0xKKd23d2+qMil5GPmGYSGEDEoYhVkaSSFMRhzD0JJLwSXQlm3mPfOF566G/qh98KDgHAKYy+ellJ/85CfPnT3ree4D950uFrzx2kzwDAtICe1Hye4jR5aOn4jStFIsXL1w4eq5s1gDAlAaJxgiJRXCNEp4vd7Yt/9ou70FALCd4J33nLJzuX/4x+8ajBqU3F5ZabZa5XKBS9X3R3O79mRKS6WQaWJiKEnz7uSv/9vfIqgZBWu99maqGBDQYLRYmoAUmo7R7bSV5rmCe6PrIxwCGbm6j6PuP33nvZGcqk7sA8DiPINIOLYVKmG6TAkAzfqpyiJPg43tqD/siDTtDwUUhBLpp4lhwUqlajCisMUzBRCNItVph6YHmO0pocd6XWI7Zh4RjDXQXHCoIcYSE3V99fVuNwhDHcRppuSe7lJzu1u23K3l15b27alVShpaaap4CgDQQghECaVzhw9MHdiXxckQYXV7ZfnmjesA4DBM37xwO+fOUkw4ZwYpqQylIV652c67E0cPnb567fKNtRWL5menpycaE2fPv9pstzSGJmMEI9dxJOdKCoRgo17dXm+VCsXW1qi5tp53HdczZTYEChYL1f/+/3xZya8cO3L62rWblOLPfe7znCdCKoptoM1Pf/rTv/IrP5+lCYIYasQY4iJpt5tKC8+rAb0DzttRmygJlFZCAqURAJILrUyOgQQS8rSATC0hpAhRQgFfPvuC3bny5JPvZa7znWdf+cvn/uHHfvzDVq4YZyFG2MaA8kTegdKMD5Z3A+7jUyWXCjEbG7YCNJWmzDA1XS0UAKlZrG4PQqkSqaJcsUAIpgZttdvN5haErHP2fKfXLuTySikMacF2DccFAJRKhfd/8CevXruSxAkmmCgsswSjjpRd182P+h0IUCyTqze/u3vh4cfP3J+m4mtf+brG0M98ruJSpUiVFYfJsNP8zj9894NPvgNIoWUqBKDU0AoqjbRSgktGaKPhPVw7/vo11JioPP4//tyZRx/8h+e/p4/s9rwCSVXSGTRvr3BlP/LeR7/19HeXdk1Nzsw4lG63mj/7C7/wxLve9ZGP/Hyn072vcq9p2XnPaW1ufPnv/gafvodSqjjXQGOIoFYAaKjHCwLFRZbP55I0JISkadulxsJcYc+eiUHgr61vAQCD0cbexXdEwQiBMsMm0qiWL2uRNtxyXJjA2sEwp0GqQaSlzJLUsqwsSfuDPueZlBxTnKYJwjDIWWEQhGEApU63E0JJCmOgoYw50pornUGJtTZQXoh4OEwd18aSvPr68ycX7233A2jEGCdHj86fOrOYwWwYj7LMwpAgTRQHm9sbQGbhKHVRwXVZmvUIwkjzapFWy96RvZV+1tvaes2yipgGubw3HF2NEsNzC7v3Vm5cv/2+H3lyst74BhJAkvVWD0OFMKGETU3NWBSdPn2f57layWKxSCmZmJhY31jnPDUoRQjFUfjcc8+1O+1KpaQxhBjaDltZvRUEUZwmGgDTMnr9lpR9m/h+IB3T2n/opGG7jXrNHwxEll2+dKm5GaRxGgaxbRbiWLi2S5jZ7a9euPLK+//JcSnEaOQncYQN03WdhYWF5ZsrozibmCx97RtfmmjMnDi557XXnj19ZKbg0cNL89c21qEhacNpblyHLE35wKSNifoBoYXpWL6fSiX8GNj5+uxur9NtvXrzephsL94zIFLK9bVVZhjVas3zPACAlEIrRQhUCkCIjJwwBVSKCiGESJIkJgRjQqrVkpQQwUqz2YxGERfZ73z832sUr25ebQ9WnCJSMFQquHn92srG1tzkgeNL75yuLwDNtEIawkxLwySdjW6/1ysU8vX5ikFE0N+8tn2btINyzmxUi6alMeJEQ5GkOEnyiJzYXT+wuzGQ4nvnzo/6PejWTNNBAAvJpYYAGYAQDRQEFBKiVIaQGgsE4PgFJbWCCoz58UBrrQXnCtyRaQEIAHBdNwiCXLHAsx2Y0dixNC70jM/oO2VYpACCQKOxdQGNS4iKI6QBkJSpIOzbtjGKAimBkgISrYFUCmCEgYIKaK2g1BpjqCREEO/ACSQCABBKAUBSgnGrKc0ypcZOMIQZRkoQgxUsBoDKRNba3ry1Egz6PYrh7t27Z2anGtOTWmueZZxzoSQhBMi3qWXje667EnN1Z2V7d1+LCPlBOuMPbmrBuD72w77WcUQUQLmzkURQQ0UIwgwjTV54+cXLV67kCkVKqZ3z4kxTAwvJtQxtZnMRUaK//KW/+19+9Zf+5q8/d2N53XJKrsWgYESCmep04PsGxEAorEGtMeU5jt8bEltjBkxCDNe5uXKzVqtkIokzf9DbjAQP4tCwKlBBrSHPRJaGhOA0S4CmbiHHOVdAYYg4z0SGTUoJwhTjOPY7K91iqVhpVHI5z7FzlLm3brTe9b4nd+86SrCHoMm5xAgzC0SR0kAyEyEIpQR6PNdj9P+Dc0GANbpL7NpZZN9JtGqINEJgp7EHJYaKOmYURRAh07YUVE999SsaQcdzkjTt+36UJJkQScb9MBBKSSnFznwMtBJjVrbS0mSm1oJSIrhUSiIExmeW8RlmpxwGIUJQa0UpVgoqpaQSO6gmRAghnHPO+TiQACF0LTfK5DNPP18oKMvCSwcPCJXlSyYjrFGfhiDhPDSB+eJzZ9954uEzB4/CsM/TFJk2sXMXr9784tMvYuT8s3/+zqnJJS5JkkiKiBJ65Wqzsz2caCzauYJjukmY5fKF7rDDFUdQZVkGpYr8gDg0imIpFedCa4AxphgbjNm28cjDZ2rVOoHQdm2lBOdJ4A9si1oGy9I4S/nM9CyC+t//u4/euHHdMtmhA0tFzzEwElkqtZAZN7DZG/QfeuLde08cbw5HtXojS6JPf/rT+6anl+ZmpeQAwPnduyCm6+stjcCjT7xnbW3dk7BarRKItGk88+xLpuVqxa9dvWJZpuCpUCpMM0CM2T27hRQAQC4ExihJQ8ehj73rvRT1AB+8dvbV7dUsSlNIgF1wtnqbFODF3bv7g+04DiDknX6/VPEk8GYah158/dJE5bTtFTC14tAHUERJplhBa225LFPKsxlQrkgTopDr7Yv9EDFfUdJOdDZKBzwGCEZJN05UoVhh+ZlTD72X1cpSaiFU3i04jtve2vSDYbHkFoteGPnr22+6rk6y7YXDs65d7nZiznWr017Yc+irX/1eyfGQgTKVLCztsphBEJFcE0KVUlxmSRJlMk2SBEKapGLQh7vmH5ia3FUqTA76cTSCrVSbDsCGsbqyQWDp6OEHz7561rQM26g99siJV77/YsHNm8SUmcqiDBHY6XfL5bJnOmu9lV5vMDs7C6V2LGfQDXiSDnv9WrFMDRTKhGKnXpu9ubJdKlVPnnzod3/3//jxD7z/U5/6o+Gw/+iZx97/Y0/+zid+/+d+8v2XLl/au7hbKw2Q5iJSIGltLTe3Ng/sv6denVPqbWazUpoxRggxTVNKQSlVGQZICZ1Gw17OqjLm+SJJtMYEYR7fP19ovfAFzQr2MHts6WBRDcJ+fOTBR5/6my9BAITgR+89vbP6RWgnaQDukm1wt7/94vdfPbT/mIRaQmUwO1MAIgiRZjZxinaaemFIDNsSkgMA1zc2s0wIIVPOV1dX0exu27Z8PyCUTk03HMdpNptf+9o36/W6YRhhEJnMIdgUkuRy5X57O+fli8VCkAqIpW3Cv/zzT7/1xhXsFgHQ2mFOoYygU7DL7f62ayTLVy8D8PiYoUkplSIDECIEhJJaCdexiIIPPvDYj//Ee3vNTU3AGxvLvmf+9u/9t8sXr7z4raftI/Y+z+x0OkcPH/kXn/wdJTLPdizTOrhv/5/98X8pl8q/8L/+m5XV1TiObMeq1ap/+KlPbbW3f+InPvjFz/8FVAIifMeLidEdng9GQPCUYJhmoYl9it23ri3/2kc/hgx3Ye/+1tb22u3l0WhgMfbFz7d/9V//ZLGsNfdXbl7eu2fKsmE4kFB7jmswFBoY+n5AsYERGw0jQoxOpzM7O++WJ13XXTIr1rzJGNFaxkmQptFoNMqyrLW15ZLcZopCJlRK4xgzw0BYRKkfDZoeqVxfvX762APBZrxvqkEou7V9sbrLqc3ne34fEtbrBw51D8zNmSC3vaqCTT0ctsOoH4SDXnekJawU8/PzM5LwWqkaR5FnSotxJHm+5IRhazjstrbe5NGZA3vvv1gv9/vRm+fPpYIcWDqsCcvlclrwe06fsiwDIWgY9ObN5Wql3u0PCKMI4yRNhOCKByn3MeW9Ud+wTD+Ab7zZklInSQAATpM046nifT/tPHDy2PuffM+v/MuPFXIFwdN2a0Om2rW91upl5lUXdu3K0gwAdPXqFQj0zBz7zrffqOXxe995OggHM7O7rt9aBhjfvHmr0+lAjWplZXt2P+g9fuahN196yQ/jI4dOFJrldi86d+FyuTbnELa8fHYd36rXjlQr82E4kErnS04YDZMk4VJQak/sPkLy5eu3zktAYRBmmy0/CMLRyI/iGACAMbVse8xjUkoBxDVAEBCtgZKSiyxNYwiwYdicK4PRLE2VyPr99nCwhUgyCDaZK7kecR24VsVjkxOVqUZtFirKU40x5UJEaZRkoQAyj7FhOIZTYKYX8UypdDTc7nc2dZZE/rDs5RHnFAYLU7bHIp31gM4AIhxZASe9QRhh1Nzu9kZxJKAiFmKuwkwqhCgFGigpCEQIQAKxlmqc+RRKKgggBghjkQmlFSQEIqSk1EozSnuj4cbWVn1qEgKSpuldZejdm/fxJxBCAOT4Vl/r8VJTAqikTBFWmCAouUXcH3vPB4btiEAmVKYQV1oggClk45651lBDgCBVSkOAIcRQIwgQQkgoRcgY2gUIRhiPSU8KAgChzkSWZJGQXGkptQRQUoK4SHiaZlkqBOda2radz+VKhVK5XMp7eYQwVFpJKYTQ42TDXQUrhHcHXASRkhIRfCdyMM7Cih+s/Sqpx/dld1K46k4mQSOMAUSIEgBAu929cu3a1lYHM2ZYNgAIE6I1EMpCiCOoEKBEMwJ14K8Mhzfnpiv79+37yte/8Oa1l4rFQppGCCCCkGPYNnGQIjmnYNt2Fm6JTJiGjTARECkDn7v4BjKxm3MgAKlMMymgZhR5+/ceNU2n1Ww1m2tx7EMgkiTKlQqcZ5RSw2AASKgBoziJQopRmiTz5blGYypfKCWJHg7Tg4dOHzt2v+vWtDK42OGmjblbY7yrghIAJSWAgACNINE/CHa984gQ2GH/qru7Ujj2goHxLKvGHyIgxhtRqfXFy5durdxmpgExzkSWZpkfRpkQfhBFSQwR5lJKKZWSCCOtpOTc99uEkHy+aBjG2ur65PQU52NXyBihcPf3+SHGwt3lsbyDUkYIK6XHGjMNlOAZpRQiOhgst1oXDINDoAUACEMN0lI+hzWbmChSrLN29sSpxw/PLeAs9FwoEe9G2atvLl+5vpGbObB33+G9e06kKUlTwKgFFLx542a33Zudmbdcz7Qcf+ibJssXvAuXz4dZgAiAGiEJGWEpTJVUWgOCCYJICgF2kL3CNAyecUoZAAphyAwqhPTDCAKa80rzu/YMhqNP/udPrty+bTBy+tSJWqUseWIyIniilTIoERommVzeaClilCcmPS/3j//4D4PtrXtPHN413aCY+GH6wJlHuIT9UfjQI49dunT1xs3lfD5fzBcIxUEcr62tICVdx/zWN766b9++qzdu7N1/qDsc5YtlZho5z8FAIwXeeP18qWIfOVmXcN21OY8SG+cRj1bW1mbn99j58uzcYq5Y4SnkXHMuozDu9Le4SgtO4dqFa7bhIWRiYlBmGsxghFimRZgnpUaIQUgRoFoCgqiWCkOEIZAooZTcWr7Z6TQNgxSKxVw+b1o5QkxCLYyZggIhjCGREmKMeZYkacizkFCogWj2Vru9G6PwFjNlEmatVhtCVWsUADQZqWCM4mTounbe8yimtUrDtYoQMMfxECYIASgsjJhWLAz4a+feLBUnJhuzEGLfDwkmruNSCk2bCBBdv3E54wnEsNvbShL/6tVLlKH3/8gT169fu3rjarPd3Gq3pFZK60qtNhr4aZo6np1EEZCo0xqNBgmh9ihMCUGch7Wy57mOAo2lpaWf/cjPTE01Ll9+yx/1er0uAviB+x/J5/L9zrpS6e5ds1nGGaEIyUGw8dobzwVhMDuztLR4DwRUCAEBRgiNzeoY4yRJEIKO4yCOY5KlKEpH/rwzqYE9JKAXdfYVjTe/9MVk/Y1GBSuluNASMqcwgfKNb7/4xqtXVn/uX/+7RMKlpfm7l2Bjp8ldlh9CSBPBFQ9H2cFDRyRQABEAKVQag7DbvvInn/19RAFPCr/w8x/7L5/5/Pk3Xj9x73EAsJIIAtjvt2UmpmempRSM0SSJlVa27bx16XIYBouLS5VKWSMikwSq7WK+h9U2VAnU0vTyfmju2Xvm2OH3vnnxrY2tLYnoW9dufefZF5TCaRjNVEuDVjOJe//213714QfvpxTxNIFap1kGIJYajfwoDOPhoHvkxFEItYFQFiVvXL6UUBJI/dor57rLzWavEyJBMJ6Znsp7uccfe/T44cN/+bk/P3rw0OLCAs8yapmO62BChBBxHFXL5SuXL7Y21o8fOew5jhJiXHfWSmklIYQKaIiw1IAQknHuQk0M+0tf+VpjduG3f+8PeqMIYtKYnHzw/gebmxub6rXDx+qD0fLBpYVup1kqUUJF5Mv2VjAKAi9HSoUKRkwrhDRLYqkkHAzDbneQL5S3t7dla1CvV6u1SpbG5Uphz54FQnEY+mmWTk1NxZrf3NzsdyIgablS6o+a1BCTEzULuMB368XZWbPkZz3OhkPVWh/dJHmgDSARbLV6XADPpCZw1KjhgQUMsWWB4yeObLd6FNJue5NipbIojGPfD4IwXr51O86SJEvyRSeMg5WV24v1E+9514+8/MLL01O7mVP8g//62cXDJ/bsP/iffvM/RmEAlUjT5Nq1G6dOnfr+q+f27l16/cLFc+fPA0SSjF+6fHn1xhs//TMfvv/h+z/72c9+5etfA4gaptvrDRFg7373e6DhahI79tqoe/0Xf+bXjh543//71EvPvfyslwPBsPvys6/4o67Mx9u7AAAgAElEQVSGDCDiFT1mMgBJrxelcbZ33+Sbbz5bzMt3PHTs6IljTs59+fsvmbax3W7Fcbiwa14pOdloEKs2V6uzTLz5yivVvM0MtNFsAkLnd+8/e+5SD2yZrJr39u2aO1Wr7c4XC4gqpYQUQEkiOUImwFQI5R/ft0ggBIziQt6rVsuGYSRJ1m63t7a2u92e47qVapUQJ00FRJQRIxExJcRglpSKc5UmnPMUQ2gwVq/Vc44ZJ0OIcJT2tELl0tSpY4+A2OA8M4mjlYCa316+EcV8enahUZ+REiKwaTpFSPMb2/7N9a31zfU09cNRf6JWHfVweHXgWm7c29ozCZ94YM5GDGYRUYlrkZLtFREcJcOFPXWJjfXu4Ppas9nZpG6JmG6WAkSYQS2lURwlFGHLsIBGWkmTUgWllEJLQRCDhEKMhZIIYAAV1MBkRhQGeAxgIhgheHewG3NepQQYI4RQlok7CzCQJAllWPDUdhgz6Gg0uH7tQtmb0FogDIECd0BjWmugNBRSQYQRQpxLCIRhmFohoHeUXUopwuiO+xcBAHWSxRhBSjFEUEohVaIBlzpTAGgotJZxxiGExGSEIQAsxDCEME6Ti5ffCoMgTZKZqZmFhT0z09PFStkPg/HueTy5Kq3hnXDwuBgnhEAIMcYAAHEcj5PEd0cfhpCQEiIoBR9fk0kpEd4hphm2ubK2/swzz8RZNj094xZcBZDUauzuVUopoKEWFGuoNZdAaZSmuF7d71nF3nb+3uMfNtnuCxdfSUXbsnhtMscwMCDIYmHZbHNjs2QoBIBjMA0xsOiN9dWlQ0tvXH5LRCiO45zrypRIQX79f/vE3vkTQZhalg2BSJL+RvNmp7u1cmv9+s3rt1dujdo+gjqOg2o5l6WyXisJMXLs3P59Rzin6xu9D//Uh1xvQimqJZIAobFU6M43ru5Q4cbPBUECIFBa/GCR7s6ydgxO3zHZQjRelAqtpQYCY6yUoAxrrUWmCKFhFHz5q1/JFYuWY3Mp4iRK0jSIozCKs0xmPNMAyLsNxR3ZGJAAIISSJPE8ISUBYMeiPP51xmewcVxvnNvbWbHvwJ3Hky5WSmqgpBprIbTSUkqOCEAErmze6rZv5XKYGjSOU4SNIApzuXy/J3Omde7V9X6n88jh+1559tJVdmVqpkRyYGppzzMvnb9+o/sjP/KBxX33uk4BKIMiZbkGNexnnvleFEUzszN20ZNC9QcdgzHTxABxCKVWmVLIpo5UOo1SaSittcUMAGASxRhjSqnS0jQtpRRljGepZRlSyiRJEcJJnOXz7vzCQnu78xu/8dGR36UUP3Tfw47JGAYZlwggSrBpOiJLIqnsnFVNCv4oXrv4Vq/XU3F8+sihQweW4mjItYaMSoAyrWrTs6+cv9Dp9d1SZRSGEgX5vAcRghAxkwohhVSW7SRpFkYRM8z+aLSrPM8YyWIOAZ6enixWdZStcLDcHXQtVNgYbGX8kmk7LT8RfcNPuwjlbKuSt6t5r1LO1Wcn9gqhCdR7Jw9CKKO4F8Zhv9/v9XtRrLsD7Rp2lmrTKvKMeF6FYJN4DqKay2AQjhyjnvJsq92jxEzSrLXVaTY7xXJ1ce/+nJePoljF3LLNJE4hIHGWMGZ6rBxyFvZ9CHEtd6jg1Eej6TDuZDCFpY7j4t5gjYvw5uaKlSfN/q2cZy8s7IYavPZW0NkeYGjOze2yLKtQylfd/Yy6llEZ9lPLyxUrFUhhxiMOhxpBRaAf634Yb7ZW8yVns705OVU3HaM/2q5MlClDz3/vpRP3HA+DsFapPj8cbbVb73js8Xe84/G/+/JTG+sbUeTXKnWCjFPH5uZm9zYm5gZ9nzAaBoO///LfPvf0s3auf+vaxa8/9Tcf+skP1usVxzba7fbu+d2vnX12z8LeK1cvlUv5Bx48vXzrNqKMi3jgtwZ+K82Sty6/1phYKHiVHVYshJxzx3Hu+BdgHMcWhEKmkQ50liQsTblKbRMZNs3lTzz6xDe/1Hn2pRdnq97xhemazQwcd5rXws2rOcMqlMtWeZLgZFzSuHtFdreeobXGEHq5nN9tffELX9zcai4uLWHqTE9O10um4GmacsZsgIxiqVIul8+cOXNr7WaSKccuNGrV+blZzYVlWQiBOI5SLfOehxA+fuQwpiyKEgig0AIgCCCKkyxvsdAf5nOWSdlQi/XVlTP3osXd5V7/2pe/8p2rN7YWdu8fBKOpA/Mly/ytz/9JlkVxOopCXynMDBJFIcYAYmgS6jglqYFQVdPEWkiodcLj3rC/1ut/7q/+VidqV3WmVqmVJ+s/+qM/2mq30iy9fv3W009/b3Vt5avf+faZM2eq1WrJtBhjjud+5jOf2dpqfer3f//K5bcOHVhyvZzn2L1ud2x30xBqhABQBEIAAIFQQWAaTIQZQrBebnzwAx96/In33HvvoRdfeWVztfXoR5/Yv38vJ9f+9M/+qNmCeK6i/OzpV15e2NMYDqNuO8oXnIlGXRAqNSyWK/4oxgjIVKRIDTM/HcpAhr6htwctEmxHcdT7flAsEdu2uEgbjcboe6NjB44P2lGvPSLA3mqfrzXqUkUvi9sO8vY0TsbTqrpkI0azzKTMM4m1ubbqlS0/HpQKC8ykSobxKIkzcO3KrSwBuZz36utbFFKK6KnjBx584HTOAjIMEYFSKQDRyPc9Ly+0GIy63W438dOLb1zwXLu9tW548X33nnhrefUd73485TGCWgiOEJqammTM0Bp4Xm5raztNuOUyy7KqlcrtG+CP//j//PunnipXalOTu2/cuh3HURTI+fnJfK4qERQ6AwICiSuFmuc6Dz7w4NWbl5dvXyh6FoQi51VW1tdth6WJXF1vul5xNEwgoFcvBydPnPmln//perlo2ixTCReV82+ca2+1AXRee319cc+u5ZVBJIcXL1x78PhxmiutdTZqZVeBbLJWvvTmCwxpQ5cdVt07fyCXrxVyxSRKHM8AGkqpLMMClJhmhfNU44QAd0xTBxBCniU8SxFClUqpXq+laer7wWg06vUDCAijVpZx02BCCogAQUhrVSp7aRKmaRpGCdSAMtehju3WOU/jNA6T8OwLtwquPTU9EQZxmoYaqOmZSUxMCAyguOKyL0XYbWkcX73RvL6y3tzaCIKuP+ouzs3fuHKNWoUgjpfmK5efvxKJ+MRStWx61Tz2k4SJLWaQqoaYqjgb7XLB5P7JWM20/ag9Ctv9AAAjTihArkupBoDzYMy3V+P3hpIIjI04UmqpgaaYQoSkEAajURgkcQSxOR7jOB83dfDdYUVKKYTgkmOEuMwwhLYLpUogSFZXb/Z6HYygRrEfdTuDLaYLQGmwc++MoMZaIwyJhlBKRYkBIRwf18daRAggAECKTAiOMEIYZZxDBBRQXEGCkUJKgVTqVKpUAgXBeBLeYW/pHa+t0loTSqq1aqlcBlrzLLt87fKVq5cZY+VSJZfLlSsVyzQZYwgiwblSCkFEKZVSjq3uWZaNCeQ/OKVprYHUGKOdaW7ci6IYExwnycqtWzdvLwdJ4uRyecb4ziJCQ4QRRjtlMqUgVEpzrSVCUgqOrbjrtznYytk5yc2ZmcNTU4tChknSv3HzoqIq5H7sD7N0EzMYZbhQyBPDTUXWbncgobeW1wjzet0RQtQpT99734OPPPSeyYmDwRBEIeEBhRAjUp6s5mcnwckDRGmZZYkfDIbDXhSNNtdvb29tJpG/+/T8/qW59fWtamXm9L3vp2Y5S7UGRAEAMVBaaiAxkkBrADHcCWyMnwlUWgMNAXl75XmnhzcWGuxUncAdbRsAEkCFIOQiQQhIqSEEGsMLb11cXVurTNQ1REmahmkSxHGUJHGScC7GbjMN4DgnvfN05XiM1hDCLMvGoQK5E8sbc5qBVm9L6sfRgjuM4bfTJlKOe5BMCEEpyXiSpREmMM2iq9eWJQ6cvOI6QBITYmRC5vIFyROkcH9rZNHSwVOnLEW0kN04bl5bHYLk9jefz1fmF3adunhz2O3fyOfy9Wq1VChF3L9w4SWp9a6F3YRSrgREwPHsUr7AsyQKfSFThIEGKs1iIBCCGAFNMJZSaCkpxePqBoRQCJ6mqcEoQiDjmVQAIixTMTO7e2p67vqNG5/65B86nvvwmXtty0RQFfK5OAwghJwLIQVAOI6zFGrGzHKxMFVvRPWQEmIYRpRG4WBALZplSiioEK7UGxcuXdWIAkwHUUQw7vsjzAgFSgOdcW4wAgkbhbFGBGImpdw1t9u2jSTyMaAQoGKpLNWmH/UE2s7SnkACokKKHAhtAlGs4tHaBSXH6BWYc2zPdSv5nOKKwGK1uNioLJqkkjfqjYVcGMZC6pRzouOMpyO/l6Shgqvt4WizqzBmCJuOm/NArrvdYpAjBTDcCWsO263Xez0nly8WiqVCpeP7SkuMSZxlBDGDOlphk+QAwFy2VQZyzlS1uMcyc2kseJYKFYVhN5mPJVEcCQBSISMNkrKbzjbiMBoNBp3NZhMsi0HnZdPIFXPzhw88WC7OKsgGw0xrqJTDDCvNlGnidnNb6mR9syN1Ohx1ttsb165fbG2tVirFA1NLUgkheamS8xxT6zKjaGN9teA5G0o4lunY5vzc4r33nDGoNxpEtmWmaVouVSYn55YOHgqDYavVmpmdisLO+vpASbnd2rp5/crZs6+VSoVjx+6/dfPaM888/fGPf1xpbdmGUElv2OI8w6jIRSqEuMMqYVKKJEkoJUmSlMtliADmCQWQZAhQAxJsmVYm5ajfb2E9kau/+yP/8wPpz/daq4NbV15fuSaiodTw3OXbrVD+yaf/84d/8Zdz83N3zEFw/If8Q1ElhaHA9fLkhfR6vzNcXW1qwG7f3KAwBXIbKbs3SmZqpeFgtHvXrr4/XN5YoQxNTU1XSnnPpg5jV65coZQgDB3HMk0WhnGacmYorWEYxtRlGc/ScAQdPsqCzta2wepB0rp2szO3y4uEeO7lFyGUnuucefChV89fWl672Wmbg06bIPtf/YtfliJOkhjbphQC47HJkksJICIQAAhlFI4cZtqmRXAp5+X+/r9+5oGj9/zEBz60cXvjy1/+Sj7IR4Nh3rS9au3Q3n1B4HueMzMzvbq64lgWj5N2t9Paav36r/86ACBN4yRJ4yjJMt7LBowxwdO7mIg7T+ztnxwogNTJB+/973/22QOHjx04dOir3/zHs2df++3f/XiaZlVGPvabvzbzk5OjKFMADZ5oxmmXZ4JBK0lGCrUzNZScb221a6zALMItPunUDs3sYQwnWapYJQqDOAqVEpgg06TXrl0GWk1OTTYatSAIKsXCVennXJtrq9vdVkCnaRQSEQ+v9LpiYyu+9977Z+ZOSigrUxm7cb7bv+2gHu8OinVnlCDXmvalSEQklDEMsZDKsQiQnNi1N6+0QPd1LpJSOc9lmiTc9YoAkInGlGEYkxOT1i569PgBLBXPlEQ0EPjjv/eHmEhGUZzsuH7K5UqWcSkVYSSOU9f1JABxFNVqtZnpPd3OG1curUzPgiCUT7zzRwHA2+124Adf/8bXHnr0gWIZixQ6LF8p1SgCpgne974nP/N/3aCU1icmGHbK1fJg2HYLZrFop0LUKzUEjbxXSEP+6T/6PIasXM1Lndbq5Zn5k/uXHrVNRoiyHJplUS8MI9/PgCNoNL23sThfT8L2/Gz98Xe/q9Npb4/mL721XKvscuxaMArHnRXTMgnCWhIASBqHQGvLtigxiFYySyIIMUSIUCqEVIJDZmgli4VcrVbBJjYNcv365isvny1XSpOTdQA0pURrLWVqGIZpmlLKMEy4UJxrw3AMlqNYFVycZv5o1H7l+5cJQfsPLM7NTw/723E0YhQEwajX7yS0PLfrQJqxjc0L/igIg5Fl4WEnunjhXM7yNppXOn57snGqHflvrbWPnTp5/vr51euv3Xdy7/SER1BcQXmkgUlYzmMZz1IpXEAW6zOR0K12/8K126HsUy8vsQkhRtQWGiotoYYEY0qokIBrhSHEECIAGKOJFBRB1zKzNIZspx9DGBZCcJmNL54A0hoqDTTCOuMhMzBQMk7D9Y3bg2EXKul6jmEYqQBZFHa77dlaJcuUHt/uAwwBQYBKBSCCjDKhpFKa4J21KNBKAzD2HwEgMMYYaaUyjCGASgMlpCYEYyqw4ljtJFnl2G/ztgwYIASFEFnGMcaUUSklw6ZpWYQQSulwNFprrvtnfS3lzMzMnt0LExMTtmXFcayBxgxDBXcunbWO45gxNn7hjgO4hOAwDG3bNg0WpQll1HGdm7duff1b33Rdt1AqFRxnJ79LWRYnhJIxb2Gst1BSAiWlEgBIBDQzRAZ7iLakJYRj9bb9Um6S4pIBK5Zdecf0A1DJ5duvX7/2aph0kmw4WdilmNfs+RON6mhrO9Wq1w25whQWJqrT/+7f/M50bU+aARETAxFFFEZICMVjrSmFEkuuIIQYOYVcIe9NQ6BOHn0MaMEoScKwP9w8ff9pN1eRifJHiet6YjyCjrVf/x9XbxYk63ne9z3Pu31r792zz5x9B3AOAALEQgLcRNAUJVLiYsuWaSmy7MjWhV0ql1OV6yRVclV8EcdOZIVyWSUrIiNRlEiRlEhCFAkSALEd4Cw4+zL79PT+re+ai28OyGQup6emurpnvn6+5/3/fz+LRlsAguAOXnJCARxWYiGH5sF11lr9gP/qfuqIx/diBg4JUIJFUQiPC8HSNGWMffdvXySUBrVYalPKMs2LWZalRVHKUipdzawOsLqhYoxB5R0C5+wBgKLqommtq75Ydd2vQAgPlMj4YLn7U3tZ9ZlK0SE6RpxDS9GALTkzZZm+/fbrQeBJnPh+oMrESFaLIuFomZahz/a2d04derjXWlSlAY9MnQzqrdJEN27crs+dq7cOb+05j5Vb924pmdcjcfb0SVXk872FVqfrh5HUKp2lcS1uNBpJmuRpmhazLMuIwGrI9nigc03AViYqROAUCAEpJWPMWsc9qnXJBS8K6fu1NCtanfnjJ8++8spP/vXv/M7Djzz0iU+8oGU+m0wPHzkSBt6Vy5eEEA6cBZxk0vNCzxmZS194WTI9eL8MBp6IoiAvCgK00+2urBy5/O5NJgIDlDBmHMiiUFIms2kjZJRYa22pbLs7T7xg9fDxwXB8/MRxRimt/i+d08oRpEB94qJOa2lvkHmCgDDZzC+0DSn1a9z3PUIcot7euidJ0pj3HGzeuX9tsft4LJcIb+qyHfDanet37ty70Vtoz813S1P6vjjcOQpoLRoktj/o53k+TWZluZtpNhxuBILleU4AjTKUsyjyrcPh3ubOxp0o7jXaUW++hdx1u7Usmxo1E6ymCwz8euCFyQyVMlaJ3IBWrBZ1yjInYRz4ifAb1gVItHaZAyU4cc5KlWtdOlCUOK2k4GEUdK3xnBH5rLDGxbWIC+57PEtnlrulhUURLN9fv/uNb319aWl+Y+NOkeWB8D/8wQ/fv3370o23HOpJpjTmjY63sX17NO0/8vAFpXMLajSeCo/5oZgMR73OfLgScu5R7j351NNeGKpslCSznZ3tjc316SQBINMjs6LIn3zqmc2t9WZ9+Zlnn3380QtBGEtZDEe7u/s72sisSNvtOd/zBGUGHphsECttGjpnlDJGEYEIyIALP5LWgsyc0Vwpwf2ptmVZIq8vnXry7BMfBbDT7Z2vfPmP98mrQUccWeudWG2lWv8MbMS8V0g4mGgdOoW1sF6La2uHjwS1OhWxLsxir/EXX/3hd/7mT1k3+NUvnDbGgnXOWq21cTyKI88TzUaUjFIkJG7UG436NJkGQVhq02h14rghlfE8P9MFR8pcezZ6G4w8fvzE/mCjM9edZcO/+d5fzfLmzvbmjWvX79zaZDSOmq2V+TngRizwL//pV371H/2D0Mc4roHTQKhR5gEFEiqMEKcECYA1eZ5KZV74yIef/8AH/aDeaLWlgYcff/R//4//57/5H/7tdDop8pQz9plf+NSxw4f/+3/6GxeOnezO9b793e987pd+6Ymnnv69//z7R44ecs596u990mN0/d7d6XgsGrEjaN1PuxzOOaxY39WHoUcKm3OEJ5++cPf+xp/++aXX33jr/PlHP/DBxzjnHjTrc629xPFgeTyTGHTiRtaIa7PBdDEAVyQcuLX6ry59I2435hvzRZEGTTGZjmfpuBd4Uzuu1edZhzpnB4N+LQrOvvDEeDL0PD4ej1fmusqNj7zwrDWu12u++solaRxhrBbyCK1XKw6deygn3LCG1dYq++hDv9DvbyTZTuCZ4XhbBFBow8mOcreVtYUs/MAf5uO67zV6nRNHj7369e8NRzs37o5qdS/Jsna7t7G+x0VAKY3jkHq+LouFuS5Yohzxmwtf/LXP1ZrL1mrBPKdNf9iv1ZplYeq1Zp6rwXBkjAVKjDbCo9YQKe2hteNMiChqBUGkjUyzUWnTqOmaTYM4NarotebrQV0pFccsSoPl5UN5Mnry/U/XgnpeJCJglEGpZC1upGkmpSaO5bnMEjscpWk2doDvvH39lZcvFrkyRhNqtc4WFrpzi0eXlpbEkdba0eMrC53FXtSMOcPCWV1rWn+vdvfOrL8/Cg51293GLMmNBYp+WKuVpQKHTCjnoJCldTGjlHqed3AEaS2lhFJS9UUoxSLPNu5v3b+3MZsWxtr9/WGn06kOw61l1riDLCjSMAqts0rpspRSK04YEub7jPvz7fn5JE3ubOxu7OxTahkxjUiEAV9dXCPx3Df+6ht37g6YaPjECZQ3rlySxdQoPexv12rBheNrAc8/89nnO13/nc3XE9k33eZ33rz12LkLC93FlKjAo3VCQwkMKAfXDAIHIBivLy4tNJvDNOtPkju7g9wS6tcNEZR6jnJjHWgNDhklSImxzmipwVqjAcj83FwhZRjWD9ZdxugHgsSqGXawtkSjTd7f2ptM+s6VYSRaTa61A0gBtfBR52Zre321d1prwzgBQGsBHVbXRmuss45yUbWDkTgkzhrjrAUgSDRlgKiNAyQWwFIKDg2AdSAdGEBjbGGMQcYrzuhBEwkAAaTUnHNCLABUT15bQwgxRpVaUs7m5uc63Y5WWkl58Z23X3v9NU947Var1Wy1Wq16VH9viq1CBe8taJ1zqZReFJRKUQLK6KtXrt+9dz8t8t7SIqFUOeeUcg4oE9Y5yhihFLEiTAGlFJxBdJRwa5jWqE1pwEyLAQaKIdFiPCy2EWrJBGvB8t64BtZvtlpPPfvRNJ2WebY/HKzv9ylxd9+8EsaeF9SKZLvXW/nN/+63n37/8+hCKz2dF8Kj2qiynFDKCWWUV+EQRQgioNMVZ8JRSkaTEp0jaBj1KF+yxi9SAMKielBIBQjWOlLxzYA4ZAQ4OFqtBKxRAI4QZ60CIAe0A4CK//ozs6N1leUSnTUHKmZA8APPOauUGg6HV65cdpQ4QrKizIqiAhokWa6MUUZrYxklzlmlVeVeNsYAOjxwPtvKS2yMfbB2rZALAI4AVIebYIyt7naqwwAk8P9z8CKiUlJrrXROqevv7Uwm+51ubK1iOrSlbUSdPJOTYdao9TzCkuHk3PGHWn6HKwumzMoSAv/q7tbFizdPn3lyuXt2NtXGoXTGGR2H8dGTh5HC0vJir9MTPEiSQoThfLcJFMejWZ5mcehTWnLua1sAcYwSZ9XlK++Mk/21tUOHVlcJgc3NPc/3ojiulqzoUPgcHHAhSqnanYXDR0786Z/95R/8lz943xNP/tzHP5rnWVHqpZW13sLS7VvXjUPtiDYGiKA+rbXbajgqdWmtQ0YYJcYYidoph5Jks+zQidMf+eSn37j4znQ6Y36ktN3cvL+ysoLcgC6zJGEWER0i5qVaXFtzDhaX6saYMKr5nqdUfpCZd46gD9ChpEhmyfzcsel012Fuy1mS5arIlUEHtChlkqSBHyzNz926mnY68crq8836ybW1J4yOgMA07d+4eRGp3tsb74/uKmcRaSCCRr1JCW+1GnGwWPP1oWXR39++9NZd7azRGqhwQCiCHwQGICtzEDyKQqXM7mDbsPEovXfzzju9uXan3XWG+bxuFHq0QagvRIRo/ZBTSjPT4l498Km2VBUzwdE67QuuFIJmhIjAm9fECs6VlhpLa63MqiMF6QmkjHie4ZxqlQrGUQsHSuU2FK2Fzpop7cOn3sc93N6689WvfKO36jWa8e72JhfIQlsUWWehEYXi1bdeCvwoDILV+uJzH/rAaH96+PARj/lokFCijJpMx242s4UWwqdYo9g4c/rs/MJKnhez2VTp4tjJZDqapcmkvz9ud+bybPrjV1+Stm/AWgDG+MbmZnykVZWfKtxHGIZBEGxvb8dx5JzVVnKHVKLgkdGagRFGClnYXCYGCePOyMF4OpqkgnFCws988bc+88V/rrTc2tnUftMk+XuJdkSscrTv3XMKwR1Ybcuo5j967KGo1TRWoBWCWj8MOt3e9d3dvb2BkppTLhhX0kT1uu8HYRBwRv049sOIMk6FIITnUilttUNlHFKuLHIWEAO+F5uoZstxyNlKuGjQPP7EI0VZf+T841v3Vmd7Zd5wSkuZjvKSEs8fDIez8eAP//APfudf/6vZdAzOBr6wxgDQqnN8cICpFKMUGCIhnNFkMo7C+je/9tWbG5sbw/1md/7h9z30zIeeAgBOkCAUSdprtZJ8Vm/Gs2T6vvc98f0f/KDd6X3vxRf/5E+2Ae3q0tKvf/GLOzu79TjSP/0kgmqn4CwAgsGDYjc6KqVkRFPC88n0h9/5m/v31vPRKK7VGGOitRTWI4Uc+cI0Q6Aq8OWxtdV2WJOF4Q6Y5YJHj1z42Pqdu07PLS20OafG7GxuvDuboqbSOTBGe55nyk5SkGJShn7bMYxos+V1S5nM+puI8tji0cOf/hgQUuoUXDndmxlJ0Dqf4Wi01e10SqmTzCKtGUOmCXrieMCwhnnZuhttb68AACAASURBVGzt9aycEuE5nYrAJXoEXu416Nrh8zdvr1MPJ1mSF9Px/X3fj6gHxqpZOU4mOvKF2t6v1xpJbliRzAvR6CwUWYpahCIcDkZhWKeUrR5a2djYklIRxob7w8l00mjU6/VQ6aK/vxPGUb3dLtV0kuwVdictR6trcywYptOBKooLTz2zsbGxvFqv1Vpu1zzxvqe+8sd/tLjQzXGmjSKalIUB4BNZeEKEHi/zohkHcYBLS21lulkx9f0TZQGysEmSlTLPyymAngyGl3YHr7/2tjJOyTL0WCPgukjne92nn3n6s5/7wumHznz3e9+hgVtdO9LoNK3hBLkFQ5hD4ggjiMyBYYyz6ni0ou4RgtYC5Zwxvre3d+XKlWvXrrEw6HUXOPcF5+PRtMyBECoLTSnz/Zijlaq0aLnHMpkRz0UepUBlnmezEVDCA194oulHQd1XhUqTpCxkPzXtehzz+VYo2nHw6ua6truZlp//lV/4d7/7fR6wuW7v6KFjAujxY6s8yq/deWV3rOtN1ug1usura90zR+cfDVizv/mj+/2taJq1QxoLx6wSjCExnAutXZ3ToCFWFg4dPnHs8p2N2zvDNC88r+YJJEAAgCIBZ5UyxhqCDAA4pRpco1FL9naqhFO16KrSolW9hjGGiEVRrG9eHwx3PJ/4gePMFXLiMUKoQ0TKHDKWZaP79+89db6aNIkD4py2FtCBQ0IoAXBaG+cMpVTpEsASRELQOs0QhMeqqCVjiIQ4p5xVhAKgQ6xiqUprw2j1mw+O9/EBfakaxxljiKCdsc5VnlNrTeRHeZ5TSpEQyljD94UQ6EBrfev27b3dXQp0bm7uyJEjR48e9TyvmuDfaxcFUUgocQRf+tGP3rlyudlpt9od9IVDcJRYY62xjDFAUEr7vl+WJXlAqyEECWpjtFHCOc8ajsQxvz7YmEYNL5M59zyOfDzeWj2+qNQdWUIydjfWg3b9xHLvdLMetRZnviDDvfUb1y7u7G6Vg9m//K1/9YkXPstcjNZXhZPaUCRG50FIZ2nhsLCOIQhKBACUMhOeRyhB65xDYx0AMuZRSsu8KKVHGSdMoNNZPg3jwFrrrHHA0LED0jqQB2xfQKCVVAIRXIWK+ym+t8JYIlROMABrjQP9AICGAK5iqL388is7O9utVkuhlVLnZTEYTbQx0thSSguVhgyMMUiRQqVC+FmAWgUeRkqp1qZKyBBC3oPjHszPeIC5QIQK+IXEHVQDCdFaa22qt8nzhDZ2a/uesUWaTaezweLSHMGAoCYGYz9QyIpE7e7uHFlZiEVMLKPGOFdqSq+t39weyaee/3ivdlglLGJMhH6qciDBodUF7VSn15trtTmgzIswCDnza7VmkqWDwbheq1Pu54O+0cYRALDGusgPrFNnz51uxDVCXOh7b7z+6mQ2vfDYo2fOPTyejF9+7SenT570hV+v95rNuZMnz+wPxu323Gc+88vtbuuxxx+nDMtCjUfDtCgc4UFcP37yeJplSlvrUDs7m20GUai01GhzWUS1aDZLOWGo0aPiky988pU3Lu7u7RPCjbF7u3s/+Lsf/LPf/M2tychpQ8AqZcHZ+/c3vDAGwqTU1qFSqtlsEyRlURIKWiuVyzhqqZKhF4+mBpkpiiIKA8/Gw3HmOe774TuXrs2SjBBSq9W27gw9wSw4yqMvfP7hrf54vtU0ZfrGq6+ANrGIneXnTj5SsIBTSNNRlozWt27evJVz4jEazHWXJ6M0k5ISZoAwxpO0iOO6RiqVKrRlQiDnFLFRb4GYBVx9+JMXrl2/uDm4K5h//972/u74+OGTUdSe763mZZZmY0KFYIvULoa8s7I2nydpFFoAE0Y+Y5QSomQufEZQMzRU2MxqzqmUpRdSYwxBRgjR0hAnjKGciIrdYkrZay9/4qOf0aZEYhjR2SQ9dvjMyScbtXr81T+7PuiP6/WI+zhNBts7GwBkMmXD/f1Dh05+/Rtfe+ShJ++u3+3ErVpYF55PuU8NxM0WZFwZmRcDgnXGWkUuOIuiOGw0I2NkLRTWKVWWu7v7RZnOzy1evnnD8wPfD6azZDweG2Osdb4fBEHoef6rr7567Nixubk5QrAoFPd9B0hSzZhPhfOIKSey6QmPsdICE0xLZYyyRhKtrHUZocC83LrdnAgdeCb5Kc7P2oql89MvtGEYDsfJq6/9iEVUE8J4baG3urLYS4vk+KkTY5SddocxniSp73lLi4vUC9vtViSI4ADAkDIviPwgZJ43GAy8IIhrNcoCIQJKGSHEKRN5ZDTUHAkgOGu5wCQd1urtPB1/5PkPfeHn/8nv/Yf/dOnya9Kks7zoLR1+/9NPv3P5tSKfMcbr9eZ+f5czTil7b9EDAIiUU1Yh8xwAIdRKrfPiYx/68MXf+49Lh1b+8uvfZIT7vheGYafbunblaqfdzJLZP/nVf/xLn/nF7e2N//V3/8MLL7zAuPf888/Hcex5XrMWZ1nKOKf0gCcIANZBdTUGcpDTq2hr1HJCKDVMUP7M4+//+PMfk6XinA8n01u3br189fp//dKX/v4X/1melW+9fTctJnm2zbU6srD4/NMPnzrZbTRDbaDXI3fv9LNC+1nRaDZ73fDOPauU8tJa9SlWp3XtpJWaavQtU0qG9Wh8L3r4sU9s7bxjzTTJTZmhCLighSdUe4U6iZOxd2173WJ++uyRtaOrWTkhvuc3wrIURUnqrMVAnj9XW1quXb1xdWNn+9rNK5a4yWiwtXf78KHVM488vz8Yv3Hxu8wjSdYvVZYUWRT5pcwZw1lhNjYnAmE6nomwXmsfvnJ788n3M582W/FCVTcXQgDQKIzefPNqWZbUOudclmZXrlz5/Gd/PqoHd+/d19ZJq7Z37hw5sfDksx/f3r05nu5ubl+u+WHgB+fOnL1x4/qp048WTq+sLFqDYa2JyAqdcs6tNc5xjh4CUaWizFAEQkAWU8L4c8+9/7vf+2vnjB/EgR+2Wo08TaJ4BVCDynhYG+emdGQyTqfDUTqZekHj7ma//1cvPf3cBw4dXW5cDK7ceH1nuBH47ZXlk73uCkEENGk6Qx4Gvke4py0wRASKiNQizopifzja2t7d2t7Ji8ITQWftCHCaakMQBEfDLRdOEEhmORNRMp36EXi+RxlXSglglTMWwAkW+mEjTQsAqnKLDnwmmq1G7AdKl8lssjPZXN+/Ta7mC/PzD51beuutS8lo9MMXv/H4Yw+352phnXIfdravvXn7h5NxwWh0GI8dO/zkibWT8+05z6tJQwuLweL7wnnlMRbX6vVub6fff+PS602arfllkww4KUtTqrRYRm9ttZ4u+YM8Gyk7lHKzn89KFzlUhILnO8ooE6rUYJFyzxO1PN/qEFdICeg4JRacUkmWp87Z/f29yWSsleJ8EHrEWadzQj1f0FAVxhhDCZW5ddr38Nh44ElFmW/ApMRETteAoGXSOgmWOmcpIwSdtYpR58BQShAdIUhIBkA4p5QSrRU4BwTAgFLGGJVLnRayLKUxjihLCCOEIGWEkCrcgGiNsZRSqzUhaKwheDD1EkK1khTRKI1IKOXGQV6q6qJQ77SavU5ZlmVZvnvv5qUbVzzPq9XidrvdarVqcY0ztt7fe/fqtb39fSG85cNHufC0tQ/QjcRZYIw5Z6oeUlEU1YDlwFhjlDYEIgcKUAGZEgpGl9Q5ThpUQ5kOBBWcBWHYGgxTwl2SToLInz9uCdzYlXebcTed5hZXOr1DHj/0sY8cPnrk6OJCT+elcWi1QkKQo7WAINLMIdaqCd85ZwwQQgT3rbauch9AhRtDY0tjgQoioDBGctYAQMeEU2C05Yw76wB05UtDUJVjDZFWIVpjsFoYUKudc8YaIIDEUeKc03DgFgYC1CpA5qxTzGPGutvrd69eu6GMjeYXEiXHqSzLMi/yVEqltbFKg9VaIyWEEzBV8cwxUsVzq66ZBeLAoXFOMK5lCc5obRnHIp96nq+0RkIBwQEDgtJIRAdoHTqjTXVPxZjgnDtFnFGUucFkfWv3njFFGHm1lgiittalZBmjwgGDUuukcKV77NiZetAIMDRSZQHkVNxZ3/Gj+fNLR5H0JlkAhnrC5cWo3eDHF1ccmMWl5TAMnKXjVAoR+jyyzu3v9hOVe/WIopnsbZaTQcT5WJWGIoLLjRa+962//tri4tqHnvtooSFudidpkRclodY5vXHvbrfduHX77vLyiWee/djGTl8qc/Ls6Yceu0AobG5uOwfMYZLZnb1RkthavCBET6uCMZDWZmlivDDRGpxBYjg6mSXorHbMMv6pX/7sD67cujdIuPCEoM7KK5d+FPmSQMqIzY1D5EYqIcSLf/fDj33keYZOIHiAYcjLbCoLRpygVt+69/agP3zm6Q8znFKyX/d1PkzjuBNwLHqj1e5qlpJ0ZueWVvho0KiF1miwZDgYIx45//BnBls9OTDxETft7wc0FgHlVBjjbl6/GwTi0KFDWhFjgnNHH79z507V7+zv7TrnaszXWmtVGiKbNZ9QVepCGs087gehQ4J2hMxb3757f/9i8sZOpx20GiEFdehQ68TR+Yt723UcczJudj1SFIx7wleDydW3rt8Jh7X5dtMbU4LBXj9ZXTo11z002c/QUo8ITlir0UTads5RypSmlDClUk/4nPI0zxCJ5ox5xEGayL1Xfvz9u3dvnTn18IlDD3dqS93a2r4tzix8NIiwI96oN4e1hkjSCRjW6y7EcWN/f8ywJot8lu68+e53Dej90d7Gxv1HH71weG0VrOOcC1huN1dTSb1Gz1IOPJzlhbXMkz6SMM0TB0wrsCQCzJCQbn1xe0cqR2q17vLqsdGkcFZYK5KUICF+MLfbnzJq1tfvZWkiy1km9Qee+4gCc2tzb5bmCwtdUoutTZBK51joUccoIQFFCuCUltqmocf65aABnYKEpSyRWErRgLXOYpUYqxxcxlNSoysfPnFklmSIhHsB2nS4Pdvb3UPi5n3x9a/+0XPPfEiSgjgvioUnsMZsSGsup7kZcsad0TIrSll4lDulCaIQDCkasERD4Mm4Ll5+5bIySZ6PAeVDp5a77XY5vaPoWt5Z+d0//j82NnZfeulVP+iJoLWxca3ZbXz8hU+dO3uWIJRSgnWcEGspEgB0lgASUlVmkXCLhFCGlFrncpSBT//Hf/M7SZL89j/8lVmaTqdZlsvJZFJ8/BPWyrt3b7/8d98/f/r0N7/5TZUP/+S/fenZZ57TyjhA3/N2dnfeefedlSOrqcz/5a//Opc6jCMimAGo1J/OWgQghIJFSQ1BZ0BrwKKUmZEvfudvf/iDHyvrevPzNB8teOI///t/9w9+8zf+6T9/miIdD1NOojvr/a+980p8N3zyzPlPPP6USLLTc+bS9WuEU2zE1slTJ8/funy58A0AlWWRYS4igY4oYxwjzI9LLrgvR5O3ogj7/VRQ7jcEAkOoE7BSTlrtuN5sZDnb3tm4cfN6q1v3fA/Rxj5SmwecG7lFGc9T162ff+6Jh/JivPPIvdt3rt69f/21V9949ulnk0x/8BOfuN9/d/3em06bbtRk1NMO4lq3VGVjMd6FrbLIVg7NGy2VGig1ffn7fxRwdebhZ4i36ED7Hv7gB3/3yPnHRtMtFjrCrUoyjdks2f93/9u/X15Z2h8MnfGSRJd66ry9eG6+sP3+eHcyHITcPnLqEe5jwJrECOEKyl0zrH3q7/39v/j6l3s1EsVxLkugyjFXSkkIMQaIA1DSWZumhfBavbnTk2lSFNoXgdaKeaFzREukflNb8J2KwDbqAhpL2syXRRGcOzQe7v3lV1/6whc//cjTF+71X2LhDV1ubc6yHE4k4+Wjhz4R1I8KwCxLuaCc1phD3NkbbO3sbu/uzNIMKfXDyA9D7gWUUgSUWod+UCpjrRWCb29vLvR6UeQTSpw0WWrTJEMEzpnv+54QSktnNQCCo91uRxullLHapGna708opYRgHDXbza6UZT6bJaPZ4eWjJ0+cCutknGxv928YOtV2Qrg6dXSuGz+7snJ0rrcUejED5vNQaRikepDIWVacO3my0WzfW19/4+pkd3Ll2s1brhzdfuM7n3/u9IfOLXoUKfMJAEfKiWtxGnNcAkQeqRUhFdxKJpv9vaScTtNSOs7A4ywA49VDFvuOkYZgQV6kFuxovLs/2J7N9hhXxiSUGiosoYHwOOM0L4okSwiEADHDFmK9FnfDRt2jNVfy6Yg16r7VCUFGCXHojDXwgAsL1jo0iJZQg8QxZggBSlEbV+2ojHUWnNbaWFOWRVGUUspCSlWR+m21kWWUUkoZEPLAdEoAgFKHgNWCkBJ6UNdHAHQIxAE6e3AGXR2CI6BR1dwGQogwDBGRU6q13NnZvn//HgBMJmPneVEUN5tNSqlzWJZFRbgF6wit3Fk/7fBW8K8q/XlQgKAlOOOccRbBEYqeMybgjb3d+2tH2lk2SWe7XASECpnpMJx3RknjOk3PCijU/uL8I5E/tzR3ZmnuDCOB0aqUGWNEaQ2GEOAAzhhLCUEkDpw2mhBaibusdYhYwRystdWC4YD2AGjcwXeqHyOEOgeM8YrXVkF2KmtcRQx4b+tc7cadcwaMA2fBVGEcazUSsMYQBELQGVW9Pujo7u7gRz9+lfsh9TzGIMuLJE/G07Qoi1JKpRQcqMXQ8zxjjDaGuIN163sJXQeu0rxVZ5ecc9/3K10npeQ92qW1VimDTDpwXDBrwdrqKTNKqTXKWVTKCCodqO3d+/vjrSDkUqfGmlKWggpC0GO+0Y4aNtwZdetzR44fssoJX6TllPt0a3+6Oy6OHD1PWcvY0FlhdOZz3qxFneZKIITnhWuHln2PFnmqlGo264yJokisNUWeCp9bB1tbW8TKMw+d2tzbGm9MOGEEqNPO435ZAqO+1i4KPME9ACiKkjHPWhqGTUJCQiLOQ2vQ9/1SzrI0kWUuhAfaIqJykEnlCPWieHltjQo/oh5Qtr61vbO3X4s7SwtzYcBlNs2zWZIk2ti40fr5T3/u4qWrWzt9j1NZyjxLWq0GpZ7WaZqVeSlLrY2RrZpwRtVCzxf08sW3z547+9pPXr5w4bFLty6fOfuQdaTZjJXVQa1mwEiXEZxqGBCROcqUxnoQFoXKzCgI9OpqK0niwItkRjzacSo4/+inmThkSuNK89YbrzFrmvXI9wPGKlC1Rylub2/HcYyIe3t7zWZTKVX9fSZJYgzTtiCcecIjhEitnEUwEMWhlGZlbbl27Nnd/uDoyhPLsijL8f7etSK9w8MJ8wey2DvbXr327tUXX36rVmucefhsWBd6MkrScSwyIscEclarAaRLNf/qtW+9c5MQIja3ttdWDy8sLNR5HZWO4/rmnR2jAcETLIzD9lxvMUtKJU2nuciIMJi/8faPXvrxi61O860rs7v3bn7mk5+j0bTe0055TqKHvU5rngs8d2zp8pXr6UA9+9gLm/HuZLInOC6uHO7OLTERaOOklEWR+h7zPUoJJtOpzaOF1qIv2oyG2WzCGIlCz+kMCZEuRFJJUmx/eM9pPU0yINQaiwwyqZqdZlnKaTmhnGpdBm1BnKUkEK7O/TbF4sJjjzviFYYoqF/89vecjTfu3V9dWm7Uosnw6muv/EUQBJ1WOwg8Jctard7pzHe7q85o6ighWRAAgCuKnCBSoASJs85axzihzIBLKE6c3Z6f848fP57nZVxrKmlP/9t/sbu39+Wv/+F4bMezoQVSlqW2ThBnWDYpp+1GJ787ILpsha28yNLJJI5rAhFKlRWTRrvrHAABQkKG8btXEs7JdGru3L2+sz75jV/7uZ3x/tbeRquzfX97d2N37/j5c8axrJCTfPr//OV//cOv/Jfl+UO/+POf+tV/+CtBFJZKck6MNQ4rvxpFAhRpleY/wMZSaq0ty7LIJaW0yBNPQLddA8LpkVUASyl59pn3T8Zjo9xv/9a/qFqumVaZkkmZK61lXnw4/bnx9h6TuoZBKXRYb+Z5xikx1lpjqmhcpRmvrofaaFc6KniR5+/eeFeD/sY3v9Wbm/ckT43JjfrJqy9+8dc+9vKPv4/oz2T44aefCNzw/nCztmi/99Zfnl89wjsQdzGZ7AQRDYMa92uLS4c39taRAKXUGGWMeS+YVx2CEYz399ziwhxnDkBbawhFrTVFYXRjOvKV3cxzSYDVvPjapfsXHnvUaussCXiQ55ahK4oCkajSMEEQm/OdqBGvPXr+o6PR/ps/2T00r1rK/+Qv/uNvfA3u3LjIeR1BC7TWmHSalMrGYcMnHljbqDeFEKXS01R948//cGfr3rlzF+LwJFgy3p8R8Pa3hj6NOOPYxNHW/nh3sLC2ls/yMi3SdFoUToTk3p3NVtcNJhta606rl46njLR2d2bd7qGvfPnPHnv/+aW1I3GNXTh/Osme21q/MRoNAFwQ+s4ZZy0SEkWRKnWeF5yHjJEf/eCV84893t8fOmQOQGvtnHLObW9vDYf7ghFOUFtnrDNgrUPqhY4TL2oMJxsvvfTdj37qqXF2czQbNmuHSj3NE0wm0+9//1tPP/WpVrwURbGUpZSabWxuffu73/WDIG60ak2hjNPGVA1pLWUcx7qwWlutDPOYEHx9/b7Mk1ajFUa1IK5FYUNKWZR5WRRlkVFKGSOMMcoQEa0zVcpQ+F7VsjLGSSmdhbLQiOzI2oksz4bDfiFn/Z37hUo5+NzZqFavtcLV3tlGcJRRL/IalFCjbTIz46TYmxUQtbHWgLne37525/I7787NrVy7Obh2o3/10qvPnD99cT07c35+eP8a1zL0+Fw78pnymayHPKSgi5nVxBOBWI4vnFjYGUzvb+5tbe8PRiNFfAiiMOr4Qo9nG9ba/f39O3duljLvduv1hmedAfAIyrLMtCFaAePCSEtpYJTfah5h0IvDRYqx8FAXxgJkuWu3AjASHAJYBMcIWucoggPrnHZOEeIYdYRaQF2B8AmtmNvGWquMLopCKZWmWVmWxhhljH0AFHNAEK3WhBAFDqvIvMcCRLTEEkKscYxxg86AQSSMcY26Gi4RiXPUOUtolaIE5/R7zT8A0FoppRhFSmmzWfd9vyxzEoUVIkNKCwCMcXvANTPEoLMGgVAkeNCfstZoBEoAK3ObMQU8mKwBqFLGo77Ha8AaRst6vZVzCUCvXrlx+NDRK5evzfe6HmMgidUwGc/Y4skPfOopj3aLXCuTADgA5Ry1Fgmhyiji0DlwgNbqCrBVqXmqw38E+l5P9oE7Awke8CCtURUkABEIOZhiAao4ASKSB+f41fM374mFq8Q1MgsAQOzBnAyOIgF0D9TtWnCWlQXlTGk4cux0UsjLV68GsS9NLk05TdJq7rfWumoIrn6Rtej+PxmDn9aif4b7U11nlZJ+4Dtny7Ks4FbWASGEYOkAGGFKW6cdAiUOrXJW6Up+6yB/9/qlLJ/4ETiiKTN5MfV5gACe55vEEkcm/fHJ1RNzzXlZ6nazPpoOROxdu33dYvP8+Y84Fynpc+pZp3M57HbihU4TFSz2FnvdFcZImaeUMt/3Az/MsixLp0hsq11LprPbt252uq2HHnqYcipmwmlDkDFGUbtaXPNFLc8UAEvTXCk1m82QkLt31pO0KDIDGJQl9rpLp06dfvudS3Ec1WoxRSRgGSKlfCb1eJJYAMZ5fzgKl2sWHSVUBH53fqEe+HMLC3HIqbOxLxDsYDhePnzkldcubfX3gYBg+KOXXjl54mSn3dEK0rS0FqQyxphmq133rFIymU4ZIiEIzgnOJuNxu928cf1aq9tdWG1bQpI8JUw4ZQh3C932YJCPB4kQIhlO5ua6Tzz20GS2U6rp6nJX5jDuY0C7H33+C4QtlqoWeuH+Tn9vfb0ZhWWZdbotQpizVZLHVvSVer3ueV71V52madU01Rop4ZwRQkhZFlVVNBS+KqTnBXdv3ipy1x9M7tzeSWdydXmh01p99ukP99q2yO5tblz1kvRQ+9yVGzc29vphdK7R7e7sbxw5fuLO1Zd8zNdWFiW1d27fNto1mlCWZX+w//Tz5yyYV9/4WrvbsTOv2+0ePnxkPJ5w5sm8vzG5upd79XrzyrtXkmF59sQFh/qHr32/OddCWt5Zv0nNfrv5o25r0TFvkt4FGsYNGofME36WFMcOn5xM03cvvbuwuLR04mFjifCbxPQ86DTiRr3WKMoszyZBQDkD10wFj/JcW02lslHgM4bWaQQkSJUxDixjIE2W5iNrx412tD+6Ezdrys5EZC3PgShPcMpMSNEYFgTReFAIjEpVUkLfvXX/J2+8deLM6aSUa8cWLBZBnS4dbp86ceLqxenx4+fLIt3dW5fFbHPrrpIFIp2bO3ThkQ88/8Fn1vdmlFKrHCXAGbPGgnVgLDqkjgjC0KnpuP+Dv/065+rurTUhvOFwajWurKzV683zFx769rd+rJVEDI0GRmJOeZ7ryBPSFGmaWGMQocjzmzdvP/rYY41mmws/zZWSRniBIwXlkVSqLK1SaJ1njJ0lWavTKVW7Rhv3t9YH4yl6wfr+Lgt87tNHLpxudx/9wfdfv/LWu3O9+VOnTj3z9PsnowFlopSlc9Y6jRoJIQa5c+49p291TOf7vjWAiMZKMMZaCkAJEwCgTZln6Z1bdxfmF2pRrDkzhYyEHwFbiFrGGtdglBBz+LTPRaaKjb2taVZ43HNWgwPy3kwJgORgecMQiQMO6Me1u/fv/cXX/+qZZz/49psXB5mhQIws3n5p/8W/+PPFw71hUe7m+eDKG+8ON+aWe8fOP4RZPt7cWml3DsPa5YvXoOgKr2asqzc7eusuIcTzvSzTVTe3QiIqpZQy2ldh4G/389OnHtrc3JxMRrHPao1Ia91oNcpC+S6qx80k0Ukq93eHW/d3jp08liQJ584ZrZQlnqCUKWlUaT0v9D3ubJDn6fL8wtb2xsv37u7tXX3fYwtPf/iJ/vCGQqcLRylB41EyKwAAIABJREFUJh0p88JGYeQHXp6kk/E0jiNrTSj48nzj/q13iMkff/LoeDKs1WplXshSU0CrTOSJsyeP72+tv/T6m81OQzDitxsrq4dHk+Ekv53M1GSUb+9MTx2LOW3E4RxYv9NeeGn39SCsEUIbdZbl2ZHDK4TYazdu1WtBGPpZmoKzymi/3Tl+/MhbF9+2zvle2N8f/v7vfQkZW1henV9Y8ALR7rbqtfjl11/d3th4+oknR4P99z/5ZF6UWzv9QioAlydTBTzw+aW33z37yNkTa0/931++SDEtkikDvby4evmty0eWz8OC12w2lTKEEEYobXbnCSHaOWMcIuGeX8XyBKFZlvueZxxyzimlzOOtTrPZrE0mgySdiGkovIBzRimrTK7aOGOxlIgIQRAonQMipbRU0jkMw9g5VxQFAdRK5Xk2Go+sNbV6MzTR4uJKkk6kKkbjge977XorprEgkSzVpCzyNMvznHk+8aN2b+nm3jQps7e3X9NZdvXGuy9+52+217cmk3GajqdHu/2d7dmf/+2v/uKnSJ4qU26rGSlVtx5kRRExFwsfiTGgwrQoxqMO85oLnbOLc7Ncj7Ly795888buzc3NjUFRpGnmhz7zlVdj0u1by8FaSlno13jQK2ZUa5Rp4JHAD7uB1/G9FhdNa7g1xFhDORPMTZK9wyI22lqlEQ0CWqMRnUNDCCCxSJAyZ51CtIAGCQA445yUquIVZHmR57kxtmIzAaAFQHLAfKnSsQc6WgBnnQMwqBHRGKCUuUrnAORB2IgYaxw4gtUYax044oDSg0cBrFRV/gEIYQCWcoqUGGeqYOiDmxNj0SISB8ZVVX/ikLiK03rQ6EdnratiuMZo54AxapxyAAiVnIJQQpzRnAsR1mWxpZSepYVzbmGhxwWsrcwJFqDx+ttlr7X6mRf+0eGV91EM89xU22AHmjOqlSKEV66HSjB7ADADY4wGQEpJtTaonLTvLS/fY2Ad7FwtGOOMOahJWQtaW0RqLVDKzUEa+aczZbXwBrCAFokDYuHAfGsAHEEwRj3QdIFz1qoqhEA63UW/Nvf6m28X0mWjqQhIks2kfICz/ZnxVSl1gLa1P9UiVNZc9wB2cfCA1lWts1qNKKV/VlYMCJRQa421jhCCQKx1AIYycFBOk3Rj86KxEkhJKQOrA587wz0RgqWyNOVIonFnDp+OvIBYG/veLJk5yq/f3ZIYnjjxWJH7SDxCQkpomedH19YWenVTyk6702m0KME8TRlzjApC6Hg8kVIK4RFqB4P9nY3N+Xbn+KmjuS4IYF7klBI0zhjpGDY79Y997ONFUSbJrNmoLa8u5XK2sDCf5lmpbBg3JpPs0cee+uXPfv5v/vqvv/Sl3z996sTJUycWFhbmektChLosKKXgtDGaENBKGiMJUK1KJUtKQFq31e/XgyDkdOoMAlpwV969ubG9y8KQUscoFHlhjFPKMOrV4tZoOE3TNK7XhMeMzZWW7Xar0hdb68pSSaUNYKPVPHHqWF7MjDHO0jK3BPna0lrcrEVevLc9s5pGrSyZjq5fWa81CBMeGsEwEISfO/kBquezFLind9bXr1255nGmVMkY2d3dRSTHj52kXOzv7a2trW1sbOzv7x+QoQl5r/BnLDAuEEErZYzljPm+nxdFEITbW1tf/dqfR0cfWTt8RE6mrXqzzPbvTdRoMFheXFicn2/Ex86dyoJa7akP2L1J0p+lisHaCSJYPtc6ngzvbdy7zjxoiaM8gCwZGU/21jp6WgDDU4eOIqP3R/uzNAVSjiY7RVEQRM55oz5ncNRdECsr3eH+vSSdBTW3P9oO/IZ2bn+48eIPv33syMkwiER9o5nFqb2x0Du2u7tFMajFndym/X6/gP3j0Zk8x3I4rtWl4JnWW0KErVY98Hk5La2VIQsEA8pCQiEIufDAWhl4IaWsKApfOKlLIEZ4KoxAlm40nERxRAnrj0Zf//Z/I8RqYw4dXl1ZXWy1mlmaJbOs01z2WAO5uH5j+/r16wbwlYs/PH76rOdHnfZco914+bU3fvzj14+vLp4+88FGPabUOJc6m6bpZDQeaAlFDju7O4VSCLosJAIhlDDKtdJSagJgGDeGEmD1eJ4xLy8mVpelTlYXW7t7O/3dS7Opvz0yRk5UMUpG08nU5FlBbIBqDrmYjcppnhZFEUymg+k01WqQpqVytTpnYTxMkk4QCmoIlUk6kmoURmEggPs4HI3Wt7YE4bNkcO/edq3dvHXppmYuHfVLOzv+SHd3byeK6h949nnG/K997Rsf/OBzxoEjhFAKDp2pbq4OGre2ciA8iAhLKcERSqnnhw7BWQKEgQNCkRr0fP6+zmOT8ZRwtMohkLzIBSGzvf5sMqW+1+zOKUb7uzuLiwvKkZj7hEBZloISJKi0KqRknBNCASo1DAEAI5Uj7H/6X/7nT3/+c06ZW8/cXB/vDdf7apwPxv3/6/f/+NGPP0daC5Z1u2Hr7LPnijK/fk/5gB72dhIX8yYj3mx/zFE0eguywF5vbn+/r5WFA+CMqjbQxlgAo9T/y9R7BVman+d97/sPXzw5dQ6Tc9zZXQCLxYJLggABggHMsElZZVGidOELX9iy7JItu2xV2bJsyeUq2WWTJZgSCUoERRQJBoAgSGKx2DibJk/P9HQOJ3/5H33x9Qxw01fd/Z0+fc533v/zPs/vUWM1AUsfbShChSTbU5lFkULgZlqhxAeN9VrLq1F0rDTsw4/ea/fajksNxNxXloJRjtbCAnLOGEchBCUUkfb7o25nzne7Qg1u3n7r8c60OuvvrI9QNqvBLGPoVdMkPTDgKgC/Wk/jwWQaNzsNrbXvEJ3ItUe3ektrhNj5pW5STJN0Qjh3PY5Wt9sVLSMLUSWo54U4vnri8pVLmYhef/dQ5qpZm7Xa0YpGkxjAu3Tpuil8rQ1BFsdxrd7wXGKkXN/aReZw10/TFKwOPK8QejKevvTysXGUZ8l08/F6EAYnT5/MC5GL7MH92wYspUQpMRgMGKVRPEWCQohmu839ikXCGFu7fzeaoAtONlZ/8+2bX/ipz59e+tEk6lfmnFaj1essyLT973739/72f/oP6rXQdRxjLANEQqnUmhBCGS0/sDl3CBJRFI7jKCGRcopMCEHBhKF37vyZNIkera33B3tC5r7vB0HF87wgCKnraW2U1FobIZTjctdzSwJpGdBWSnmeZ7WqVLxK1c/TzEgQWlHKLTqNxpJRMNu5MJlM+zvDR9Fmq+N7nme0brUap08vx2laAN0eTg729l/58Z/4R//dP/nwnTe5zmQyzqbjerNx49oZCvlLH3/5heeuBvV6cylAlIRFabx778G70XBrsVNdmmm7BH3u1EROLLFKA2JhlQUdtvz/6Gc+uz3sb+7tb4/Hm7sb0ohhNCIu2x+OhFSFJEhcpV1RGBn51UrPdVr1+qzDG9oyqYwskLvAuCHoWl3IbBKle467KlKBoBmxttw+E03ZEUMUQGsDiAbKWj8EY0yUp0mSlC22aZoppZFQC0AIQ0T6lGJYin9KWWvNMywfQdSmAHuE9zfGaqPKTrISFmMRKaVQLsSPjPbGWCQES8MARcsYB7CABoFqZTzfVUoaBKQ0z3Pfp0opQhgiUVpTRp9eSz+rWn0GQJVSlIT/UrUt5zAD1lplFRKkxhpKiZRZuxuMpsOiEIHvtXuNih/EjjMepDONpecvPv/Sc59LU1BKoeXGGE6ROCil1UZroyh1ijx3XMdaA/apUgragrbWgiGEcgTU5QMzR3E9reEpM9c+E0SfYa201lrrZ5UTJdGMkGcFaSClOCoGRiQEJOiyA9haY63mjB3FrawBtIyRoshcv6IMDsbT3/6dr7W7s/VWb2tnXVqTFcKao7Bz2dRcAt1/YB6w5gfzK+hnrJ/ykQIAoPUDzwIURWGtzbJUKfmMgCGF5pxJoY0Bx+HWWrCSUE2wmE5H2zsbhOpaowLgAlWEgtU2zXKP0TyWcZR5hXfxwnkw0uVcKVEYyVxvc+ew2Tk+s7TSP9Ay00ZNrJlwRi6cP9Oo+kWUzM10e62eQ0maRpyzer0qhIijROSKMYZAkjhZf7K+Mr945vRp4sNhtA/Wbu08sYYAggEtlXZ9PjPbyfNcCGHRdLrNWuNKtV5XmgI4i0unLPDPfOazf/D7//53f+ffKJne+uhtRvP33vleq9H9xV/6Ve4wxmgSjQbDfrVWrVeqKm+HQQWMYSCJkYBUFEJS0MRDRE4IoURpzV0OaDe3npw/fYJxYpTM0+xTn3pFSjkYDRu1eqvTLKSI0pQS8sWf/lnOqAEqtPXCWpIJv1o7fe48YQDCtJrNxV7XKjDGHuweEsjnOosXVpfT2DZa7jgaJtl4ONpFVHEUu6T+/NWXav7ZPK0wSqzMH92/H7purVolCEiMUpJz5+GjtaWllVartb6+/gx/4ThOURSldCSEoA51OTdGayU9n3NCpRSVMMiLolYNaqE/frT22gfvLB1bjBxqGUfqR9XekwdblbDTqHfzy7WLVxYP+sP372y9d+vuMIuZ57RbwY0rq1cvvnThzHQ62CnSyfrabWJG64/vuT6pNuqG2oX6YrVef+GqtRZv377TaVSsqXhewLlbqzayLGtUWvFEvvbX72stHYcXQik14k5g6fjB5ihoTM7PnbNBJSWTveieO5YSSeg0BrncHR5kSmAuPrg/LQrSas31k52iIHmm06RwHLfVbCwuLiLiSu/s/PwiY0xraSBRYJJ8uvNop9vthUHNBZ+gyrJYyDgMQpe3Qtd9//2bMnfb1Znl44vcsQ8erW0+Oewfxo1mmOXTvEiJ/ZChOxpOrzx37se/dHpnd393r8jl2tbG5OYHAsEF7WSp/p1/+5hbPHfm/PXr15cXFk6fOt4JoFrLXdddX99Kcs9wqpUttA29kDleliZgCeEOIQgMCmWQhJXG/I/92M+/+853rGHD8V4YGG0MWuG63t7WfU6SOx/95WQKg2FBiHfhwqXpCKMha9YaO/2toijcqjtKRl7N2z7YcbwAXRZyUph8ODns1nyt1GQ8pNwQqiiDWiXMktHO1vDksVlLiiSafP3rf92ZOz4p4krLbzXao9HYY+z2Bw+XZk4GgVyYX7BAueunaeE5HKxCrcHYIzi6/cFJu7xzWms915VSPlh7/PDxZpxknLu1WrXZrR1bXeh263meSyum6diHhmakYPbNj97/r/+Lfyii5Fd/+Vf/zm/8g71B///4rd+8cfnKxy9dDoNaFk8IoFbKdbkwtigKQrklwAgVWhGK1IBVxnCdK/XCx56vOcHPffbz4CVc+4w3szTbx+Jxkd7dmWxsFttPho/uPXy8uemF1UbVW+zWb5xcvrw4u7Ja3HrnrUarI5SUaE+cODWZTPM8BbRKSWPKJguKaLTWJudCuGGVbe8+XjnhOfhE4Q53NYJvRbfIGOV0L844C3LBSNCZqcxvbu2eOnlG6pgwFVb8OCqpNoDMLYT0vZBSlgvtehjFA0brs3PL+mBjmo6zNOos9/LEn0xoOqCUzvmel2pdDx2lIsUzdOg4y10nlIqluS0UbO5vHTt+cml2+cH9J5kqqoGrQXNq291mlExqDeJ5dDyKfM8fjfYtS5BEk6kSUrtedWd7jxGYm1toNzu3PlyrN2sf3bq1u3/wc7/w882GN9Pr7e73P7pzf75bP7E6X/H9NI6CaiMrxFe+8tvdmYW7dz56cO/Wj/7oj1kLnKHrBM1ahTNqreacsxMnpNUiz3zmff973x1N42q96Ye1Tqe7/vixy5DXwzDkd27fOXPq4qc/8cUsjR0HkngcReNLF87+zV99+513X293Pud7NYKEAVhrlEOpRTT2aBNstLZgKCFogRIChFhAShlDm0bTnZ1tBN1sVuqNirFmMBjEUTQajXy/Ugnrvl/hjk8JAUBRCCFyxhinzPMYIhqjtZaOQ6XMtZE8CJkx1mitpTQStJZKEUP9Ku+w0G/04nQ8GhwyQhyf9weHnDFjYPvxg+9867vf/MY3isHeT338yre+9Y2VlZnjJ56fmemdP3Pu1Mpqp1r3CQNqNKRCJ4PJ1rvvvXZ4uD4a7sCHaacR9pr148dWL4RNjzsMDQXNKKv6blbkZiyOB/78/Fw8txIfPzFOBoN0MBFxAXg4zqv1pZ3t+PAgg9CtzJ6g6Fvw8hxlioRRCqRsDtPEKk05A0phOhkoKYwxiEabjDHKHILEAMpSi7NgkRJjrDFggaZpEcfxJJ1kWaa1RUStbfkvAEBjDEEKaIEcNSiWE0+JZDja9NijQBIlTKoMkUBpnSeUILXWWGBKlfMQKSdaJICIZbmvtQYpLYSkhCDachQTQhldXsgWSjuuAaQWwViDCFqqcm4ySiOSH5q9zLP2YEIIErDGEuRl85nRZdWCJiC5Q5RFREjTCSHouY7OYbc/ZuCfXH7+E899sVU9lkQeaA9gKrUlSMtG4nK+pIwpoyhHY5W1mlJmrX5azaWAoAVUujDaUOqWS7ESYWXBWDAESHkTLg8GUgrP86w1jNHSTkBpWQVcVr8aIPaI8k2ssRrQEoIWQCpBjxhtJbTWlEWyQCylVBvtBX6SF3fv33v7vTu9uXlkHiAUUiqQpgybEYTSjwaAaLXWnFCltVKaEnx2YDgidQBorY4sD8Yg6pITXEbxSnFXaw2IAKglo+ToKJTnKWVAqClEtL2zPp4MPJeVpbKEghbW4dxIzSHIJ9Iq2qp0Ty6fUKJgnBFGKEEh9MMHj5xwptE8MRxQ36uGDhFFbHS2vDRbDamLfGHxZMX3OcGiSJA6QeAUorDGamU4dwFgOByOJgdzc3OzC/OTeEIKZU2OxIKWSBypJVDgDoni4ZtvvhsE4fVr14RMhMzL/mdrUSnpuNXnbrz41d/7t//+974qi3R1ee78uRPtTksLlabyj77++w73nTD8kz//szTPgjDwXe9HXn5leXm1Wqtvrz8Yjsed+bnQD4hMODQdP0zzvNVpyywnqJHg+zffvnz+lMP4ZDrpdmeSeGKM9VwGoI1WRZY8Wd+Yn5+rV6uTaXTi5BlEurx6YpokcwuLljIhhCpMo9L0WMVKRYlhKKeT/eHhxpq6x2g1LgrPC2q1dhAsbzzZvPnu5quvXGzWT+exYyS6aN9+4/t5rozjo4VqNdRK+L7Hudtu+1mWyaLwfb/cmaRpWtbBCCGEEIiIFIBYLSUSwzkrK6odl/uh53vBl7/8K8k4WXu8trWznYk8T2OL0/W1u0GlPmHunSjZuDP//Nq6UspYbIdB4PqW8TzKP3p3l4j68nyn5jdnO/7p45+mNiMmLfJoEvW5yw+H/eF4lOw+juLp6bkbvV7n1u2Pqn747rs3q1WPMZoX2SQqPvNjrwiZW1DD4TiapqJQgedImba6OE03NvvVIhfjbBJMhkqwnTxOU0WZm2bZZn/XGluv128/vqm0IYT6YQ2BceodRN7ajgdAevWFTqfnOo7veVKmcTKSsrh/777Dg7/763+/ItoWrZDpZHIoitglJIvJysJVqVmjPdusL1bD1vF5bzydaCOSZEAdUWSjybSvZEbM4dbO9t0Hd9M8BTDcYUuri5T6QhhKeJ7ZS1cvV525WqVnlbe+OVSmVq/U4zhVajqNxMbWYwx1JQwpYd1WtT+aCJmLLJqb7YS+iy6h1EWKubWffPWL5y4+t7+7ube3IcU0VzXuqDSPLp+9UgglZOw7yuUj1w32d6LNdXB5cLDX/2htv9aoH+zen06jsFLdHwx8r7K4vMKZMzMzp42xvWP11eWDnb0ilrWgyQkN3IZIos1Hu2ePrWRq9OILV8PKiVsPtnYGh/uDg/1x3yVC57Ludg73htrkg4P9F1988cUXrhFCkTCjLaVca0AgJUBJKV0KtI7jlD5az/O+9rWv/buv/bE0bqfXm0ynSCzlttUJf+xHX7p+/UoSxVEUXTv5Ma1xeXGp7oT/+3/536dPDnaf7PzjL//9tO4X7er+1j45B8kk8j1HozFaaa0Z51XesNYai1ZrAJBKMcKsMcQaymmWJiTKiCRDf+x5dUYSxzotwkKnsXW4//CDO4OCe+g0/AZyT0szGqe37j68urq0dGx1b/PxcDIm9aaiNEvzTqe7vb1Z2jKlVI7juK5T/rFgie+FDBkQdrA7anRno/gAMHPcQtGJcWyuLbiSui53G+PD8WJ3seI2LVSV1JSYNJWcupmSjDpgrVYyURPf96phECdKKwsgQ6/drl3Y3hfA9aDYxcB49Y4Pc0VOIRNG5fWlWpamWR/CsG4kTifGirpfn9ORfrIzuPXgydUL3bsPNzVQ5lVc12EEs9wOx3mR2/5hjFhxnDArpkYdNNo6LbKgEkbTuNkK93eGzWZzbWMNiLp67dLd+2vb29vWaMZYLQg++cmXtzafHFuaNSoDi54fKCkDP5zE+cMHD8JqcO7S2UKmDnMpQYcBJ2itzrPUZMDCUIF2KBJrF2Zn6vVGLrWS+fbGY6sLbUAaiYTOzVZvffjW1csXCyGTPO+0m412yIj5h//oP/uf//n/e/25a50WAbCMADgEAK0GU7oJ4Qdbz9KpCYioAcFiKXcNh4P52a7rBITSJNHd03N5LtbXn0zG8c54D4B0e3N+EIZhtdFoaqPSNCmK3BittEAEQkBKUV5GCIkECEFCGBrIi1ypQitZXt7xaa/WU0rFcXzYPzzY20rjxA8rZ0+evrGz99bND2arhKTj//zv/b1avX769Klet22NpCjBZEYLY/No2n/3ozc/evhurmNL7SgbZmlEmvz+/Q9ee/Dey2eeW5yZa/nBfLvNTOEZThC41FXUobC0yNq+u9ib0+78YTzZG6c8n8okWK7Ov3Dq3Ex3SWItmsYaSJErqcx4EqVZkaTZZDotiiITErlkTKdxHEVjBykSRbh1XG1RS5UjatdzrUWpdLksLqSKomgyidI0lTZ/imFigIYQWkqHeJQsLdW8H9YWLUFSLs8BgDIghBijtZEEGSGs1E0tKmMJgnO0yEZqLSlTUxasMeW6xiogtGSWGgMABAEoGiBKA0GutUKkiOYp8fToUF6GzJ6ty/GIJHbk9QQ01oKxhiDHI6K4tsY4nFlrEFBJrRXpNDvG2sDpiJQ3/Pr1Sy+fP/2cLrx4gh53C6mgHCvtD2TpkgALcHQgM8ag1UdjKzFILQBaqwCAUDBGHl0cgKBGIEZrQFqCqwghWgspgXPCGCsv8bRqS5cGZ3PUWKCPrAX0iMxVljFaa8EcAUiFkEiQMgJl3I/i1u7u62+8vX84rjRmhTLEaErKfo8SH3v0fD5dHB+havDpqQARnnErtdbGqGdMrmfhMCEE5aRc9iECpWiBaG0QeZYK7hBEo03OKc3yyebWWppN/YAolWhNZVb4rodA46mglqlcMnAXZhaqYc0Bx4LhHomLRCO8/tbNi1c+fuzkjY2tHEnVAFUq8T1cXV4NPLcehDOtpUrQFHkmZcYd5lWqlUq4vb1NkXLuFLmIoumTjbUTJ5cvnDsRZ7HncyMTzDM0UHVJXCjLXAvaWMM4uXv/Q0756upip9PZ2Nz44MMPv/CTX+RuhTDvhRdf/N7r3//q7/4bq+TSwswLN666LkkmwyAIA4/zToNSdzQavvyx64SxOIqKonjv7dfffeO1RrO92++PphPq0FqtwQiv15rtduczP/4TtXrt8c5mkkxrzbpW0mooitxao0TGiBFKQCmi6+L+nVu5yJaXFgfDkZaKMRcZZYB1zpnjAhIlrMwsJ06epb7j5CJyPZNk+wQFpS5zI6voNI6fPNkFXb125eN/529/oV7tWAiRQLNVeeP1vx6PxvV6i3PGOZuZnel0mmmaHhz0m83W3t4eWlsCxUtjWKlkly8PxpgTuHEcGy0Yo47jMMZ837cWpFRJmra7nW67fvHKaddxsizd399bX3+8u7vbbrfefOsNkR8S0jw4fLC+9vD4yrG79x9WG92w1gbiCFlZv/NodDA+eebka2+8/YkXrvrMdSjjtDI7vwJoWm3DGHMdmEwnaTbSJi9mGrmI5upJFA2qnSqVU1YtdrfWOKdhGB5fmi8KdXgwOr68RAjkRUwp2R9PlxYWxsN07dFmrdoZ9lMDrjZgwPQHfcYoDagTMpHFjucC10hYWkDZDUEJ37r7Xp4Ja22tVqsEXpbHaAGRyan+yu/9ixcufKpWq1RrgbFFrelPBmOhpBDAPF8bo7WO44g7mtOQkYrXaHoBtTov2hGidS87uVLD0eFwtJek/Tg9SPrTSXKYZWPukzxPOTYWZoKTpy9V/cW9rSlzmpaFPHBQ5xdOnBCyGKfxaDRhhO7207u3br35xmuEqkbDb7bDauDVm2G327px9XpQX1g5c2Pp2DVCiMiiyfRgONrd3dt0QWsjhM4G44NcxIyTw8N+NE08pxL4ulKrDIdDMd6e9A9lGlKl1x99cO/mX9dq1bJW0K/PfvbVH58O44rnmFzluRRpkUZq/fHtSvDieJCY6OCf/k//9Hvv3PrSL/zCP/4n/8PC4sLdezf7u/v37xyipX6VvfvuO1/5179147nL0XTa63YQCSEOc2mZMC6riErL15GJ1hhEfOeddy5evrrfzweDwd7BMIpGymR+gJTr9SePEHF+fv7Fa6/ubWxODof3XntHPjqoTNUnZo5/4nOXRg1nA7JxNl2/8+BuEX/xpz8vLUtERhg5qkW0gABWaWBoEYwxxKKSIjfGcxw3V6EgzWo3tjROchoN9cPNbqtnX39j56Pbg9ZcyMMWczgwWUiN7pOD4Wuv2yvHVloz7Sdbu2Q8CpozWsuZmdn9/V1tLOdcaywXep7nSamsFa5nOW0Q6Kq8NtgYBfXQUX3Ghxb2NcbcpYCWuwqgMDDd3X/Sa/Q4bfTm64XKCKUg3dDnWSbAEmu0BUiSglIESxl1ilwoSVr109VaY22b70+jyeRx2IjrDcmCMB+kjGJklMQopX0pHYfVs1KI39lcAAAgAElEQVRPMYh+lVDnT//stXfeemgtc7xmf5QRktfDcD+aXL32yne+/60oRq31NI5RHKyecU5fv5wXxfbWMImUlLZRbxmg7733wauv/GizPvPd77350ksvOQ6TQjbr1WMrK9UgsBa448ZJ6rmu5/tK6bler1GTzCPMmZV5kcTx6uLy4GAAxlitXe44jmOt1VpSSpVS0liHMs+taCT9w/2ZThuNSIuh71aMsof7e48fP5pbXPmjP/nOzGy7160tzndPnDr7wgs3fvu3v/LlX/lVJKcZAWAlPQTLJiQDQCxYYwyBMplijtbJxgIxSInjOK7rKimslKDZ4KBPCDl18rjreePJOM3S0Xi0vvGo3qj7frUS1h3HRUYJgTzPCEFKKVjjcMoYp7RcQwMiocTzOFfoKqK0ltYYLYWy0hhbq1QblSpDSONpmiSDvb0Xrl564fp1RpN6pdmoNAPHt0K4SiOX4+xgkO4dxgfRaEdmo1xPe/OMBb1RFIVND8AGgc9rPkEzCHiajXGw1x7u11zXJ3S22Z4LGo4xsigcRowy1jJrfaa8AIGLUeDOzi6dJbSeDy1tmFolDILAWIMEi6Itlc7yIs8LY2yBcn//QRyNVJ5bPa7UZ6SQgFJpZdACojUohALANMsLIafTOMtzqbTWRilFOEFARAoW0KJRBgihlCIQpZTRiiBQxgijT5lcZfpeAwIhxGhV9q6W/S3lkh+AlAVTABqgzKJSYwmU3BhC4Kn2SBhoTQjRiIBgjQVGS5y1pcwtionWpXPXgkUEtAaAQDmTlT9iLRhtyjw+JcRa89QTgXkmKANAjcSUlAYhbBhWpxEfHKaEoMt9StuXTz93fOlqw19QKRqFLmdCZozTHw4DlHkAgLJdAp76aI9qbAgpTa7W2hIqDJRSSyRaACTWIgDRBhDBAmijSyqEBaONKr8+dSrjs6IEpeXTylkgxD4Niumn3gAAaxEtAbTWMkKRUakV42wwGd+7d+/ho0dSGeb7o+mEsMAh1GqrjbZaI6A5evxPjRBPabJPrQVHdo5nZ4Znz0J5YwWwvu9ro6y15TtLa12ycMuwmeMwKVPuICHFwcHhYX+HcttuV6bRlFLkrpslqdIm9KpUGyuhVmm1qo3QC0HZiRhz1+1P4lSozd2D2eVL7blz/WHhOVWlCAXd7TbqVS903VpYXZxZcFkgi1wb7fm+5zPH9Q4PD8vXhZT5ZDrOi/js+eVqhe4e3EtlIkTc9uip+e7+7kFos0QRzZgxlhkIKOeO9RzGGDXGUupF0+zRo61Pvvwji8snXvve93/rN/8fSsziyuL5M2dc5og0cRg3yhgDDvcpYY1aiLQKxPbaNUKIXFkmhGoDFy+dmyQJoxDFiTZkPE1Pnz1bazbf/vADqVWt3jBaGW20tcePHw9ct9/f3draSOLkzNkzUqrDvU2RJWHFJ2C+992/Onf6XBBUiiThrkcR0WohijwXRlnGJHf4/uHO3v69UxdWF2dWd3buCTklJjfIgkr30YP+xuPNk8dedJbaRUI0KRjla48+pESfOLZqDCWUAeDGxsZkMqpUKgCYxonn+FqLUpdNy7iKUqVAW/YC5HmBiJy5ZdqBMYcx1/cDAJIVQmstTTbOYh1JB6HeCJ+7fsXhz2epuHrxWqPVnjCd5+nh5ZO+71W74TQV40laZPFgf+NgA+eWV9+5+fqT9bWb73z/+eeutmoBWu17DqPIKHMcXuVeEAaO0w0ccv74Kvfo85d/WqliMh0rLTM52h8+UTofDPemo7FSuDRz3HWp1Km2wXQ6anqtJw+2poOoVWlIYabDiRdUxpOoUq8uL83GcVoUAsC6TkgAsqTIsglBpyi08vXMzJxXkcAk557n2EyOk2xirQ79KnPY442PrI463WazHToOBi6b9MdWEYfXoPC7/nI62iBIKmGbYkBY4Hs1I3y0zFjG0BU5BVtthb125azRuTKJkJG2WS4TaXJA4/m+y0OjvMFhWg3bFsg0mhCmuAtR0fcCt+l02605IeR4OLl6/WO9mfksG29trw1Hezt7+4zLJB18+6/+YmF22WVBo9pr1juu4/ZmuoB+0DhbIZ7rUT8klgoAoVVRyHw6GedZrpSUqRRKTsaT23duCynqjbqSkqCNoliJIo5j7fE0fvJLv/jLv/Hrf0tJkmXZYLj1jW98hdOBLA6Hk4HDnLv3365UXSujC6dXPv3qZ6afvJamUcWfHY/jrEiieIoEOAfKwMLRmohYUEof5TkArYWyjUhKSSmVUl65cuV/+5f/N/ObQRiKPG4264RWjc02Hm8Qa5VUb73+Tre6+MqnX/3aV//gzs2PGsadPtkv3nk3rFUOsiicbUtUM3Mdv+p9+5vf/OSnX+Kuo40GQIJoDYIFTqghYBCsoZxhZqQfui5glcD+g7XGH+xuifg7Dz6kIg0PDwPPL+ZmPn1s5bHjyGkko3FRmHrQmK8tvPnBre8MHudXL/74qz8ySiKwlgP6fmCtnptb2Nh8VIYolJJFkbuuT5BZohAlYEGpy1ioNLdFNRNVmnSRzmudGieiTKRphuCETtMUhJLc2JHIpeNqBEdpdKiTJAVBtLYUL4gUCgl13YBT1FYbIz23d3zh1eXFF6bpXiwHFoVCWWtkxshoNDDW84MeokqyKXhEE7E5WJ+dWRHpqXqjValWEanQtsK4NoYia7Rmrt948dILLxpjDg53qDcxFGaX+MbWwzyH/d0JJTTL9Vz3FBhvdn4FgGptHq9vfP6LP6lVbrT2nGro8Z//uS99/Q9/v1mvIHWyQjquZ60tspQCyaOEe5QRxoCePXt2w9vc3tlhnjseT33GDQBlDucMKEviuFapJqkwSGq1GiPAqMP8JVNoYwSn7Ft//he/+B//2uXrL/7Bf/gP1dCbaTdWFuY//tLLB/3Rn/75n3zmRz7OCFpmFSCxCKbszwQCSClSBCSIxsBRbNtaYwwhbDyethrVw4N9zvnxlVOq7leqfhxPKU+PnWjEGeG7Q0XVwcGtKK0Px+16rdFudpQmgV/R2iiltdRaoutire4gUrColBFCiUL5ru8ym6QRMtMKq7PdTq7UZJps72zF8aTdqPd6Ncadg8FoODpQqPZxdO7MWYKG0iJJD++vv3f3yft3Nm4nOu60q1akUqe9xY6e4OLy8e99/11jyWgyqtXCdqfpUuUFPg/4MCs2h4O7t273mp3lavdYa/b8sTOdoCkMHo6yx/eHh1NTaa3MLp3nTl1KdNCttQJwUkRK0aZZjghKJEh1JdCVUI0nw53hR0E9m1uCeCii/H6n6SEpbamWUgaGGguiUOPJaDAYJHlmrHE9zxijtCaUaFWOYgglELvsfDKmbCdijBEEY4wWBuiRbscYBQCllTHWamONBcDyrIxHYaYfeAAAAJAaK8ESACSEAqUItByDTOlpACj310oLl3NrLaKh1E2yrCYEI/xohC2HKwMWy34q88NKLaAtFctS0DXGUMoJMcYaAI3IJpOo06obNQVTJZbqVLz48mfPnbpOdJXYsMiQUUerjLiEOyBUjhYADCGIBKxGAAIWkKC15Xbd4NEgCwAWydHFbVmjirQUU8uZu9w8MMZKzZsQok05/imtJWKp0RJroUw5AAASY62xP6AflO8LXSbSoNR0jyoXACnJirzbm715+/1vf+c7Zf2GAZKKLMlUoxVqq8AaYw0Yc1St+0Oy85G2/azsEZEgPutvOyrFPRpby28zruumWVy+Hp5OumCs1dr4np9lERJprd7ZXR8Md2r1ANHGUew5Xp7nSA1zuSxUbiRHN+D+TLuLQtlcMkJ4SApZHEyn/ZF49TO/lGS2yFFp4zEq8nj12EqzUVG5bFSavVZXCxtlY0Ss1WqeH2ZZFsVjUQjf97RWh/290Whw/uLJVtM56K/v7D4sbLbx5P6CyxfoDRLls1V/ECfW+tYC0cRhSBnmIi9EAciUhN394fz86osff/m3/7/f+xf/8v+sVb1rF8+eO3NG5UIJ4zLX85zxZAqIACZKx/WaCwQNIqU0mk4rTkAJjdIMLK9VwuHhXrfZ3t4f/N3f+I2ZhdW//O5r4zgNgkAI4fuelMbh3tzc/P7uBqEmmvTX1tZWV+YO9geIyIEU8YRYNTnchxPHdzf6zVZ7msTVRuPJ47V2r1MJGpYTaYQFM00iyoL3P3zS7EyjOG61KoQxTgrfwTSOookg2h3sRZzzleXFrY31+3du1ypVIxRQXglrjuP4zHM9L8tyaxAoFrnkzhHsQilVemellFJKz/OUUsCI43hWaQDCuEcZF8IKmQGyRrOJhGiiCRgphMxSSkhRFJFQEn0MaljptKv8vQ9urpy93J7tnf74K8TxEUg8Go82Ng/WH4OFd957/5Xnr7RarZlWI09TRDsaTJM4zpPE8zxOVJ7nXlDh3O12e9VKjTlup931eTfK4271TK9+jTsWoBBqikRKlUodSx3H2TBOp1sbA09vuzIMgnBvry+iTGemVqlYaTYePCKc1Zut4UHf98LArxhNshQJ0UqpbHqYxEm9RQg6SSQmIi2XOIzzOMoo4UqZB+aD5vy1vfF2LiarS3NeyzncPcwjM5zmzWmvXu8NDiaNetcPatNJStCdjtOL55+b7R6rBbOuU6nXrJYKNDHE9GpzSnYLJQshgEAuC20KBOBOIDQQwsAY7juEEsfn3KEiVw7XRlsC2O10p9PpwuJqJXSvXbs6nhwc9nemcT+KD+/fv3Nv7b4sJFjeqPfGo4Rzzl3HGO1YZ2FhNqx4M7Ntx3G6rXatVmm15rqz3PfdesVFxOl0+tmfIkmaZGk0Gg6S6TiOJ/2DQ7C6MPn92/crLlw8s6g1JYxbOGXFdp7uxJMdyxCYuX3/nZXlE7/0i68uzFb/2f/43/7Sl7/UaPoWhmGFzc7N7O1b7jCkRKqYUMMZy9PMGDBG2afbuZKXrZQqdbgoir785S8rA/cerg9H0zt37vX3t/MiFUVMKMhUONy5+e4HqNnnfuLzn/3JL/Sj/I23bvbOL3FkcSHkzs7Njz5YaLduXDi33d9Ox5NKGAzjEVBAQ8ASRCAADA0hqKB08FE0aK21UrPCrL/x7vHXb5Nm/VK98ubG+vrh5sF4+NzCF//Wz/xk5Ic+ZeP4sOAQTVUSy0+dP5sk406nLnTOHDo83At41TRCIeTi4uLu7qZUqmzBNCY3BjjzCHKVg6W5JoJSypiDQFHXuW4bKaHIDe0rWxirAAGRu7Qi8kg6g4OdcafTIQwcj3BOa8YFSwA8KVWW5ZQhY8xaC0xySqx1CHFQV/Jcd/jZlRa3tIjivutmQhTTcAAocjHKRT9wJkKmBlQYFpUK33wwdBmPE5VlWRCGh4PEdXyXuSsLq+trW7W5eceHpUaVehnwYBr1P/pwW6Th4UHSbFWQgm0FntPutBcfPdp87lrnxPHTnU7n/oOPsjj9+I1PNar82PJys9HIsqRaCYNKNc8zrRQFrIQVYhlDDhbq1eaDe48uXbs2s7SysbNz8/5aUKkCYrfqF4X0HcY9bzJNvDAUSqNFSgkByHJwKAcQtVowiqdvvPPaT37pF968+d63/vxbdc/3nQ9nFys3btz46le/Ohj2GVjLEOxRkFoRJCXiqIyrG2sJoik/uqFsV2L72zurS3NLC4ue7zGuiVVJ2nd90h/v/s3r7x4Od6Jk0Jlp5kUCplf1/SSDyXgY+NVWc4Yzl3M/qNS00lrp8XBCCKGUYykZGqWU8ny6vNJstWo1txZy72CctVqz83NLSovJ8HA6GWVp1qhW69V6EctU5nfX7sVqSN30cPhgOF73fFNtoaM4cFMgBGFdeyyapn/9xpvaOGkihWZe2DLobj5ZvzedVsPw2LFj4Uz70szL0Tg+iEQSDfrr93t2hVA/155XO784N6vASzVQQ9wqAy4EE47BLMmspaLQjFNCIIkH02TL4KQQE2FvWytSaQ0l40mMS6soXSBAkUqNWSon02g0HhVFgQQ8LxCyMMZooy1oJMiAmx+aZrQ2hFBEeJq4Opp4tJYEqcWjsQYRwQIhaJBQSktzLQAao8v3fHmvKRfl1mhr0R7pq9YYbQwjBBFBGU0QCR4VfSFiAdoqDQCc8yzLs1y4zB4poYgEwRiLaE0pwz7VFC1oa2w5Q5ciorXGAjHGaKvAAiKEQSWJC6OV1f6J1ZPXL7441zmlCgDNpDCcUmuF4xBlCrBICAGtkaK1WkmDUI77BCwB0BZN+TvL8U5pRUorMFhCiAEDaJGY0k6BBBEQiH3WQwOlXQDK3mNBKVprns2L5X7fWGWO3A6IeGRjPaIJWG2tIUd3c0sIIUiUUl//46+v72z5YSAKJZVO80QjRQJC5K5HaUnWKluowZIf4nNRSoQQR95oY0qY19MKeK2URPyBqcM+XacopctgUIl2IoRZA8bovIgdj47Hg/5gKysmlapHiFVaUUop5YToPE8492UqCSO9Vo8oUiSFTxkBMErmKt/dHxOnfe25FwcTVQjOiEeodRw8efEE55BEo/nuaq+1QCxKlSFKP3CQmjiJklSBlmFQyYtkd2+Tc3L12oUwJA/X3htNNm7deavaC7uzwYl6Pe5vMOO1a3VO4qMzgwGmGSHIPU9KDUCDoPorv/yrP/G5L/5f/+o3//Drf1yrt1aXeidPnbDG+p5PwRpdjEdTzh1pQGsDhEkpDVjCmdYaLCgtwQJllHJSKN1r93KpfuZnvlSp1b/9N99NCumGVWksYU4hdKfTGw6Hg0E/y9Jup8E58VxilACrCHFEIU6cXgocGnicIQwO99rt5sb62qmzZ/NkOjzUYzqZne8RBoUoCPfyiCld+8u/fD0IdK0ed3rVuZaS6QgM+fX/5O9eOn/DZXWjdH93+OjBY9fxpZReNWi3ekFQsQhJEhNCsjynyIyBer0uZKKUKqF+RVHkeV4KY6V5kTiu1gWnlBLqcPBcF4BESTo71/P9itKGAnDmcNTgMm1MpU2klalKau3aNJmIiEbC/+Z3P7j9+PGoyKphZX5p+dhM78pib25xnhXF+Z/6CWms0iC1ptzJsoJoDJlXa/qM0qiI/YpHCFi0h4ODOIsardbHLzxf3sHyuMgje+fO+55HjMVarUGgFjqUB6TCp6xNLyxFUonB4CCKI0B2/cK9xxtbUZpubm/YwOGhZj5HU5+McpFkBBiiK4w01vqBZ5Xe20lrlTpnddfneZom0bheD8PAk0LlRWKq5Bvf/IuXX7l+9sIZztR0OMwhKVCx0EzFLldYbXqp2O4f3EuSaZZnZ06dedL/03E21+scazfm+wdzSprADYll0SDyg2oYVDhl3OWVkBoQSuaUOJJZSjlBJJQiAWPRGAJKW5pYDYhcFqbiVwBtlsXGKsb8hYXVjpgVKllaPDEYbhotR6MxZ756tDEYjqnm1liliroJPnz/Q/du4BBPa0KRug6p1dxazY/juFqv1hsNzkgQeI7LatUgcBuf+PQnQassS0DS9ZO3a2Grf3BAmWMtIQRDtzXY2fP4/MoJd3gg7z/8sD/YPXFy/iv/+l/dub2u7XhppW2J4/Om79ZWjq0YANd1lSqUotz1jTFW69JoVtr3tT6KtEopGWPWICL+2q99WRojpUmSIsvzwWAQxePdne3Dg0NG+eLMimb67e99/+3XbjrW3X68dW9zV3IMPKfneWdeujG+v/aNP/xD9Mjnf/bzQhRP11mItrTNESytZ+UnFxjH4aM0rYfVEL2DJ5t3dm8+uTshcwuq09ydaSy89Bw5e0pSx3fd2Exr3YpJTa9bUQ3KHT9XicJMWbm8vNDf+yidDqoVPwh8rcXS8vLDh3c450abZ846RAYWKUXGjZQ5aGM0am0tcMoNkNyFWW00IpGi4A5BA/F4kk2V0c7Wo0jTiIWCIHedgKLneSFnruN6nPGSzAjMWmScu2CJZapWJaJIbWGMkRXkMrcBqzthT2tDK1Tb3EBhUMTZRCllwaatD/d2Ntce7Ha6nf7I1FudQibRRHhcp+lhN1gSekRIPxWPOZ3uH+7/N//V/xoPq4P+iLB8c/fh6tLZy1c+tvt4d3dn3XWrL7/8irX2/r073/zzP7187nq7WdvfG1y5fPkvvv0XjUZDCGktUCSew0WeucxR0iIhQhZPnmy+f+cecJ4p9eoXvrB8/MQkmrppsre99eTRw8DzDRohNSAhjFOGMi8cj4ES3NHSjFzf3F97d33z4quffWk8PqwH1SJKpY4fP9q4dOnSZDJiaC3V2hIg1lIAi0goM1bqo40ykboBVgAUrudYSakKPKdDqe/4Bt0pVvIoijZ2tt547/W/+v6fdWb8q9fOMZ8/2c0XO1cunnxuYWYGqbe7P9jtD2/d/3B2drHRavEAmUNBKc9vJHGktBBpLPP42Mpqr9Pq9XqUE6W1MSYDQ7gqipQxSjmZW1pcWFmWQoyHg+l0GqW7yEzH63SxN5kMiBvWu8v7w4cXz14YRNs5jp2azYukUnWIm/Un05nu4p27w/29QejXk6kJg2a920uiwShKpbLpNL/55u3F7vnTxy8rvugEJ3y33nKb2vX28xFzVa/CISl8x8+wqkgl3tuJVd5dqBWmPzjcjEaPHD6JijXtDhZPd2a95e2D7YPJoFrt5UgTqzyYgYKNosH++MkoHgFBSpC71mitheGEgKUEiCWO1Ui1cpgjwVgAoQ11HaE0JfTIEQLGgEZE6hz105Zzz9HuG/ApdsCUYbKy0ItguYoEbY7e8BYtIAEw2lpjjLJHDePEMrBgAAkSJAwJMUo/w2UjOGkisOoYA4gWEcoyDmINoxRRWFscka2AEEqFkgRZWdxlgTDqCZkbQ63RlGkKMB0NZnszP/u5LyzMz2ppVIJKKWsFEjRgrbUUKLGshMoZwspmA0sACZFaEwrWaLCWUl5aEIzWAIYQa4zmjFBCtdHaYiaFwzhFLNsJyBFj1hCCloBSynCiQVlrC8jRmiNMuP2BsK2AGbAUiUuZlIUxljFeztBaazASSqeBNdxzoyz76je+YZEA9+I8z/LMWGPAIFitUQtNOCOEM+JlRcK4YkCs/gHBQOQSCVpjCCJQqjVYSyzoEtGmLRC0WE7SYJVWlFlKeSGVVIYxxyJRGhxKpcwR0YbR4Xiwvb8BRFTqXl4kopBhGEqppcpdjxoMbYGeZMdaK6H2pSp4yAXKUZEIq7Y3o/m5kysrV+7dPdA6CQPfUAE6ffETH4tGY9fw4/PH/Uq90EVQrTfqPd/zCiHiOBmJmHpVjkmq5Pbegc+rfuCur+9XqtZ3g73x5MLi4sPv/80Ln3xpKWxJYlm121w4+/qj131DcgWS05E1r37ilWkifK82HIuPffIL5y9e/l/+2T//02/8EeVmYa73woXjDcb2xwkPvHiyXwk8pUlO3UKqjg91TEe0YpR2NAGrGSHIiOUENOvNn/CC2s5gcv306d7S0ptvvVlICUYFjl8SA4w1H/vYi3me37lz3xi9sLiapBgnllAfYBLHkzOnTte6y4XFUWwsC4jjIAVLVZRNHN8fTbLVE23ikiKpE+tQuhVUcDjeSfJJ2KhFmc62RCuoDif63OlPXLn8KS0I0mI03vre63/p+57vh9T2iqK5uXnQ605XVxfG/WFr9kx/tz/OY8d1+8O+RwspqNJAGQgxyf5/qt40yM70uu8759ne7e59u2/vC7YZDJbBAMPhMkNTI5KRKVKSJSWupBSrVHG5SkrJVlKuuFSuVCkf/CGRKxXZkSIriaOUZJGRbIkSpTEXcZPIIYezAhjsGAANoPflru/27PnwNkD62+3u27fv7Xd5zvM///P7y5TSGsNYaWOcZkobWyStUBuZFYdMLGQZm545EdUWSuM8oiF56YEHkbOOUqqdc57X46liUFIIGlPq+NrMS+cXf/KVk29eefvynfvX37opLnyETCbHe3OdKNwf7bfbbc7ASceo58x5ZyvPrjGmQbizEPDEeRLU6z4Mpo+d/Po76+PMdqcXI84/uH29KAol+/WA2jt5zCLBeNwIo2boqW01lowqavF8p8UIwd70S8aDUupwb2dz4yGC3dh6PBoNBs1BnERvvPnG4bAfxWHSiMt+WZalBzXeGCSNsNebnowPUeD9rYNWt2a8s86mm9hpt0iJDRp0O0nG9Xj3QaPW1JIPDuWd7dt393bOnnqmGJUJj/M+3FPb9U5j76B/e/N9h3Z16tixhRf72+3Adwg8tphZ6yiNG/Vetz0T1eoiElFC4pBaazkXSnrnEJxFohBVrqgIGFjDQ2JVxolI4pj4OoIAwMyPC5dG9ZWF7kvVfIJz9uLZfDKZ7OxsHRwc3Hl8vVRhf2ji2ESR4ZyxUORGpwO5nxbbB8NaLUfck6oif0NZ5isrK195416vN1OrJcdm2PzaKRolmCSch85YTuhLP/5zH8Gf06V8mO7lw3F6eMgsgNHmePmxj35klB5s7T7Y39v+3veuFQV97szq+bMnQyGoD86d++jK8mmw1oOyqBnzRnsH1BhgLEQgzlIWRErmUuog4owRzkSj3nKWPnvyDCJINfagopgT4s0oufPBg8fbf/2Dt98p8gnnjBRWp+TGOB0uri2tHW/G8Te+/tq/+N3f+3/+7e+idwESsE5KSShwhqWT1JHQIQDXCBxYbIRUfjt0q//9L9z+2lq+v/9Pfu3X6q32H33+852pbhRHQ2eGD9et1fV603sIQ0iSJNd9IUTA63FcS9N0eXVxZ2enbuYoCG1gdn7hg/vXCAPjJSXCAyDhhCJloK01GuOoRQiZTCbOO2mIKy1BYWiFPycOmNLIOWcsUEpx4QhRYHIojPVFkUvnSV87SllF12GMxXGc1KYajToJbBiGjan6ZJwnQd36MssLEZBOMDceTxjHIKTee4Jx5fqo1VYqHaR3ZuZP7v6vSbRzuH9HlhbcmrO+LNXSAh2XH4A5TtzEpINGh4dBs3Ny6aVzn7x317z/7pe//Z3XTpw4SdF8akUAACAASURBVJT+yvi7y8vLvbWzJam1ZlolhFHn2Zxc2yrNYgOXV1esd3/6Z1+cmenWknA8yVvNptHOIgeOUhfeIQCGSdgRkMsSrDlYfxADX1k93jt26u/+xKu/81u/U2QTIShjqIxmjCHBIAwybREQqPCWWCX1JLv87e9+9qd//iPnn3/j7fdOnz4zPNhQ0qwudOu1ANfvP/j+d18nBD2Qo2hkJFUY0REm3tUddRoVMOo0YV6oPFtYai2vNjZ3bh+Obw3Hw/3DfQtuNBnHcdybWug2lru1pXo4m0StQqkgrlsUJEjSUhEWSoPbWztlUXanu+bgYSBEyNnMVGdhrlevxdVwka1awwhIWJZleSkp4x7gyP0JwAhaay3K8Sg/PBxev36z3e4k9aDQo0G6Y0m63980bKyxb2zWaIs0G3ERTcbF7s5wZmZxPEp7vdnV1fmtjcfvvH1ZFeV0e74ZzzSjuWfWPjLVWIzCVuEdKJcEiQFgSUgJEKkjC6D9QJa5tYyJvNzLJhty8KjD1KnF7upyd1gePBg87Mvh1mD7MB2IRtSZXbAq6jWfKfeC0X6elzkw64FaSylFSol1mnFunfNAnAcP1ANwROedda7ixKJH5xxFQj2C9xa9p/CjHeqj8ahKYn3Skn7KWz1KC/uh0PhU1avUxyrNtRpEq0Ct/mkRjEgACKW0iiJjjN1aX+ech1HkARllAEgoqdr/FAkhHsEAIiUEjwLJnHMO0BOs7BPovSXUo/cIxGt46eKHzjz7XD2OrJHOWnBg7VEYDCHEWQuAlJAnM2jowVe1prG2ikM7Gg3zcGRF9a5Cj1nrrLNKW2UNeAIEWeUYdr6ic1e+Aahitwgq74wxABAEQShE5feoTLFHKijl4D1Yyyh1zlYbCWN0tVdA1M55yrkHvHHn9rWbNwtjPGBa5toYbbTzFZSAGE1C0azXphjj+/tbabEvAk8Aj+IVfEVVRCT+qfcAgBy5JdA5a52v6LNHJlpjjActhNjc3FxYWHDO37t3v9frhWFojQOER5uXs2ISBJxwZ4ysDgVFWuRlIEJGWEDCZtwSLmiHbVNIJpiy2iCW3u0cHPRWnpvuLh8eKG9iJTESwttyoTc1027Wwrjb6QRBADzsTM9NsuzzX/hCo5YcW1vudKY63ekwTup1oZUypZztzRpjSpmlkz1n+qPDB5wUbVI0qQRqG5225cm337gmsVP4pggTKUsA641Pc0Vo8qGPvJrUOv/n//X7b731ZpaPTp1YOXPmVJ158EQTYbRshqwsi4mhM2unHZLJ7vpURNLSgPMU0BrFKXHgkPJc+7PnPsREPMj02vFjt27fysuCB7warkqShFLqrC2Losyy6zeuG6PPnTl794PbW5uba2trG5uPV1ZWlpeXLFJG2Y2r19dWVy6/+9ba2sqN2zeXV49J4+uNztxiTxnpNCGeDgYbabq+sf228TuNVsi5KDLVa9dPHXvxoy/9jMBeKJphIKwtpczzrJRSl5kp8kKrzOosiYNAhIP+iBCBhHAhuOBej53lzlEPxkLpvCMYERKXZW59FsZFGDLnch4wSrgxYSmDU6cuhbUpESTWe0c4AKhCPmF9eOd8BT0hjPXH/XF/l0Pabnfas91kemZUZn/+xa8cPHj4yY99ZDqJOLrJZFLJw4hYFIX3vmqSSinBK4o0DmoiiGggcm+/+NqX40Znbn6t054F77Js1Gwk6w/u1COxujBLAZSUx08/S4S4evMGErq2stLrdDY3tqpB5UajzhmAK0MBUcC0koQQY5SU5VvvvvXg4XopCxEFk3Syf3gQJ64ocq3LJAkLme0f7haqaLTqtUZ9/2AcBMHK6tTS0hTnxcryFGeEEfFwfWd3J63Xet9/96omxhqXBPWykK1mezweByHrj/rNdo1QaET48qWf6QRnfdY00hCmjTPGUoZBwAOkDAiJ4yBJokCIQIScB5QFlFHGwXorRNN7B+AYpc4a57zRhjKBSBGpNaYKziCkarYY7/2PhLnYiRpprff398fjUb9/OEknk/GkKPM8z+I43u0P4igWgXCuivJCSkmr1bx//z5jjHPutWOMhgGP46BRS1rNmuA0FHy2NxPFYdAQ9Siq86CdxBFjiN5YbZzV2siiOOgPldH9wfb+3ubc7FzAa2urz4ZBo5CKCgS0HBpSSWOMNZYLzhgB8EEYVDfw/uig1qwxxhhjgocAyLmwBhCpByBIuId+f/Tr//w3vvPdN5gQ+/1DEYbGgwhqRa6azeaxtYVf/uX/5sK5Zyj6OBDeeW8dgnfeWquBWETiHVRjtGEYWWu5oIgYRoEQ7d3d3eXVVULZ3sFhXuStTvtrX/1arZYsLMyXRcmYYIxVOdJFUTARAGA1hn3v3n0eTk13u0EgCLqNjfv7B1vOG2s8ISIQsRC8GuGglAZBQBCNMVWA3xNK9FGqkTGWVGtuZdeDKrCn0pcIEOa9R6ig76aC7XDOpAYhBIBnlDMeMh5QykTAkJo4CVvJdAVtrDq7lHLORbUuVM468Nm///N/XZrdVqu+vz/kNBpPRqNRevz4aYLJ8y98nDILODH+QJlhwJs/85P/+P69/O13rv7T/+FX5+enAx5obbz3tVptamrKGDPT683OzjZa9dleb3lpsVGvRWH9ypXL33v9b1utmnO6AlBGYc1aLUJW5GUUxEop7y0ytA539g4fPt7OMllv1VcW5/q722efe1Yb5ZwnlBNC0Fv0Vjvw3hHvAbw1xjufZuqn/t7Pnz5z4ff/4POtVmdurpWnJUX7iY+dwfUHD773+veOlms8ilbyAJRSRGrBo2JAnQRtEaxnkWhk2SAvdlkwnuTbnWm/vbMFAEb7/l5+6cKrJxfPTzUW0DK0oCiVVChPllaPjwqXSnf99v3LV68f9Aet1hSl9JUl+sL5c8tLCwTBKmWNJgQpJYRQ58F7xzgtcjnJci4EElq9PWcNOGetRa6FiDYe77737nVr/NraMQsuTHhWTobjw9IcDLPHuexHsVEuz/JJURS3b93d3t7e3c3abX72/AmOwZnTL7bq86DjpbnTNTFDbN0ZbozTkSRK1xn1zomoriyxhZ3s79drvMQs7sYPN7cOH189Ns3Pr7VDNUoYZkXKoiBqtYdlpmLy/t3rjw+3Dou8OdUDk+R9SqFuLaVCgCUAzBhjvQviyFhrvSNMPJ1bN04jAKWUAmqlKWK1JBNABNCIhpKnEXxPHzw1UB4prU+Gipzz/4k7E8jTWIGnOQGVBPujVbL3FU2qMumKqpEdBMHG3l5WlrWkjoRxLo4MplUCGBLGaIWsYowCOGs1ZdWrWUAHAIxwRI/ovXWyNCvzxxpxQ5c2iYKpdqvbbU91mvVanRAiVWGMQUCt1NNSLxSR1to5R9gTRpUHBOCMMUq1s54cmWYqTKA2RkqtnSWEUcaI80dsLH+0JbDWAoCqcNnkyKjKOQ+FqEr8o6yGyuaBlYvBM0qrOa3KGEApEkaNUUEQACX/8ctf3t7bj2u1QZrmUgLBsiwrprS1lhBqNHJabza6hLDhaG802Q2jilL+QyzuUWjxE1NBlYhcQdKeblqMMT8cDgMrhHj48MHKyorWOk3TKp6aMfbBBx94u8dD4cB4tIRT60yWZklS06VuNTvZJO/y3mx3RuZFxJl3Vhsd1pvrG3uj1Jw9f0mF3eEgDVhDYOK1iwN2/swpMJIDTHemaq3WuCgXV9bGeflnX/zi5bffKvPR1qMHURTEcRyEUas3fWzt2PG1YytLK2vHTtSbjTjiBIvR/sbu1r2Y5Wj7M702FfDlr39b+diztrQRpRzAhAFTeQuQnbtwcXX15K//8//x3Xffc06dOL70sY9ckjIj3ngagKhpoznY4SR99bM/H3YXkfJuwlV6+NX/7995B4IyoyUBAAKTrLAozj3/4bmF1RsPHhpjPEIYhtqqd999V2v9yisvW2Mmk8nDex8cX1u+fPmqUurMuXNZUQISpTWhtNOZIoQUWZ8Q1mm2iry49v7VZrMxTidpUTbb3dXjJwjBLB8R78HrPN//5rf+vQiydpd7kGEYKmmTYAp9ONM91qrNUxItzC836s2Z6R4lotXqNmpIoHAGjHGD/mg8HEVRtL25YbWWUkVRbE0KLvCOKS2pcGEUOseMRqlSwotmqz8Y7CuTUYatTofS5mjkDg5ksz0HNKjVG63Ws3Ozs41GIxSh96CNVlqXUlnn6vX6F7/01zuPH+3vbExPd6Zm50S9duHDL21vb/7h7/2r6YT3ms3PfeYz1emntS7LstowP02ZBqoCFgjCk6SujP7jP/0PjtJv/e13FxdW4yBx4BrtZqs17S0eP7HSqovz556tt5q9xWM37jx6691rq8+dQota6iKVgYgZ40qlzTp7eO/9bksIcHPT09PT05QSEfDBcKiN5FE4GA0Hw2EQhYxlnFLOEVHv7WyuP7yz/vBenqcvvnixLItdtVdvxP3+5mSy98wzq7VaIkQkNbl75/H6wx0CcRzU9w4PSChYIJDRWhJfvfxuI4nmZ2fOPvsshIfpfnDp1M+rYRNcmKYj6w1hPA7jgFPnwVmHCIxgVURGYWKMUVaHsRABT3ibEkYpqyZPm+1mURYiEFDJF4Z4UykUWJmLGGPWGuePHFC5kmVZVj13xqjzTmvd7x9ub2/t7OzcvvcBISQIAmOVlJIxorU6derU3v5OxS1WZNo6jaCLMk0ibnQhZSkY7R8ehmEYh5xYDTL/L376sy9/+ENGSevBOcohAscIN56WzjnGWFGWlAproSwUIlaLE7Whtcq4wjkZhJQyzxgtijyKkiRJ3nnvrdt3rx8c7E3PtMIoUKpcXlprNnoz00sz3YVOp4tQpGl+//7mn//FX127fvPr3/qmNk5KB8AA2PMXL9y8cWV+buYLn//DTrtJPHp7NJurjSQEnqQzonPOWU8IrRw4tVrNGNNozwZBwIPwj//kT/7ZP/v1C5cu/sWf/6kHKEtpjNnZ2qkwNmmaVksD5QFjglJKKb11887m7mGrOTU1NQ0WOKfvvPsm40fUcq11GIeCsSp+qLoQtNZaqaOXolRrKYQQItRaW+uiMK7gUc5ZQhAccwYtuGrZstYwxvxRp9FwwQgGVaQ8ZZyxoMilBQTwWpfO24BxIQRjnHMex3EURXFUq/gnQRAEQSCVevDwMmEyihNj0VmfF2m703E2SKIpZbT33jtrTcE4CBF86MUXDw/hwcPt//23f7eWYBxBnudFURRFORlPyrLc3d1lnA2HA8ZYmDTSNF9dWTl+bNVouba2KMuMUuqNj6O6dQrRW+tUqQnBIBTa6KRWO+yPgqhujd8dDtLxQOXpuTPPJUlyOBhaBwBQSyKw2nlAAgyxSorR2mjjoqT9X/3CL91ff/TVr33jxZdOt5pN8P4jz5/G+/fvffc733liBSH+SegHEqSEAgKzzILRYCwSB8I6ZMzeW3+7KB93e0Eh6f7+wfNnLy4vnJxpr6ANiRMUmfcuTfu7E2OibrM1FSb13YPBV7/2jd29/bn5heNrx0+fXpuf656IvbMGANA7Sgl4B4CEIDyZ6KGMKGkmWY6EEkqttQAEfGWv9AYleCQolHRW+9E4HQ7HRZlra8IoItRbV1qX7x7co8yM06G1djKZ7OzuBoFI6rVOO+lOzU01FxhpCtrwmntHvHWMEiGYiojQ1k8y4vEwz6yIAAknfjTZze345oPrrXS4Ntddm2svduuJAKNSTky9ThFKawrFG+Mix1Dsj0ep1PcfbW/tptIKy2oi6VBCvNFAKBBmHBBGnUfBRKWIOmu1V4jIKUMP5ggNi+5JbeWREsp/tJB9CnWqvrRPqtsnw0NVBMBR1na16fzRargycFYVrffegavMoBVYqpJIvQdrXRiG++Phzs5utzuDhBHKKkEXAcjRPY0AECTAGEV01lUsTFpNXFXGW8aId9Z7KDO9unRifmZZ5iVY5621NgdSbWxYEsdxFDYajUa9HkYhZ4xRBsYjIdX213lPKQXvofqAgMp7zyj6I0pDVYVrY411gASREOdJRTc4MiJbAEBKtDGAAIT8aEVb3ZucqVhghFYVs3PkyUxY5S9HgsZaHgjCyK1bt995712kTBmtrM2lVMYYaz1WPApXWUScpeijZmMakWb54KC/kdSYUfpHnbIVM/fpYQV0TzRcVylhT4i8R0oteCWE2N7Z7nanANz+wV671XLOrK+vl7IMeUYpcQRYwIBRAGjUW+PBOGChV67VaE35aQdOBESbwoFRDh5vHjiovfThTw9Har8k9aRBPTWFmmo2lnpdb2U9DmemphnhvB53FuburT9+/fs/0Fo2k6gRsetX3lHFJE9T49xBUVpjwYNzEMX1KKrXm/WF+d5Mq740N92dqnW6tSiilPrBaBImrfWNg9FE5WmGXhfpJElWLn3oRa3Nb/2r37p67SqlePLY8pnnTgoOASeqlMgTjQwJLYriQx99Ze746ZEmPGDlaPyb/+I35oU++9xZcD6JgizNkBKgXBpy6cWPz8wtvXf7ttIqDIO8LKam2n/5l1+q1WovXrqkZFnk2Vf+6kt//+d/9vKVKxub2y9cerFQxhOilCGcz87NT9J8/fZ7S0vLrXpDlmo0GpZSijBSxjZa7SCO08k4FAiQE1q+8+63Dg/Ww8hHMSvLzFjNOWcsAgBnkRDuLCUQtBrTjMXtRscYN9UOFuemOp2VYyvPd9pzzlpGvTfFuH94/cr7zljjFSUxgHDORjEH8Mag1s5BHtVKqa8fHO4yDuPJkFBeSqzX5whtlpJ4YMPRxOh5QknAwziKG41mrV6f6fW4CKZnpq++f+3q1VvtRiviIhDRM6fPBI2mF+zu7Rub964zXfSm6pcunB8MBpU4VF1NFTauanR4ZpMwrgVRs1a33u0d7m9sb3/h333BI5kMJ464STZZO3722PHntjYeZXn/k5/62Mc+8XeiRneYiqxAG7Eb12/mqZ6MCsaj2dk5Z/JmjazM1XYf36amACkJIdXiRSkVAY/r9TCOGGeNVjMWQRAKTjx6aVRmVCZlBmC1KZWUu3bD6JKg2dldFwEc9HeQuFGWNtqd7d3dXmfFSVY6NSwnGNJMpd3pTjOOi/Fwf3MrZLy7Wm+KE/P1l/sbIce2daaQBQDUaiFjziiJyATjCIQzLnhgjEVCnHeegHMmIRFlwoNgLGq0mkHMpS65IJ4i4wwtoiNPGFhVuwYAf3jJO8cIJUfXvnMevDE6CAJrjZRyXKbjyXg8Gg2GgyxLjVXDQb/RqN+8dTMMA8pIQan3xliVxMHsXO/g4DAOImuhLHStVucYUG911v/Zz3zqmRPzVpcUiTFAbUA8c2iCiN289YCJWr01FUaRVIX3tpZE3nniiS1LD44wS6nnHOMkcs4hUCk15wHldpzt37t/uyjGxhVK5QeH+4eH/UBECKTfH1JklAVhmCwurszOztZqcSmllNo5zDK5/mgTkA36/X/wX//iytJKOkkJoLHWg1VKWmvQC0qqXlY19SE4F94DZ1wp3VtcESKglN69d/8P/vCPnjn97P3792/euhUFweLiwsdfeSUSoTE2DMNKEqFCJEmt0k+VUt/+29e73V67NVOLm1rrjc2HadpnzFtrjNGEUSp4df575ysETqXOVq48qXLnHaPcOV91O52zZVlSShin4KizCGCDgAN46zylzBgD6AGtENwZU6WoVF45Yz0hVIjAOV8qaVVWibLVikYpI4QQpCIQgQgIJY3GVNLgQRQSFAiccE+o7nQ6o5HKxjgc7wAQQWPwjHgyO9dcOzllAW/f3nrnnbvf/uZrx1bb1XWNiEVRBkEgpYqjOAiDra3tw7TIs0IpPTjY5xw//vEPgzcMibMQiEgbmRdppz1V5GUYBN4ZJojSZmZmbv9gKKXRjHkjOfGMkE/82I9tbO1o5631k/FweHhgjWKMCUa8d7IsEckkzZEGn/ixTz1z+uzb77y3utKcn5/RUi3NzDP44QxYpUKRJywMZ61DAKQOveXUUyDWe60V59gIqM7zGsFnnvvU8sJxtHX0NSsRKY7y/igb9EcDEUYLaxcebqekUBaL737zG/Pt+Gc//bNnnzlVi1DmpaDeypJQYIxpbbSuBhqs0eA9MC4YJVWTmVLUxjjvqyPqrK2EKcIDyqiUkgvKiDu21pOy5b3PZbm/v7+90XeGRXG9wZdKla31nmk22mWp8BytNxpFmYWBSOLW/t4wHUlWa3BCRYjWZ4AlEHNgWWypkaUuSpIIkmjGYOvevWIweuvNN5+/cOEzr7ywMxlvDCdf/Mq31qZ7P/Xqy826d3J/ovdF3QSl6hKOlgoS+Dg6dqY5fs4/2h/eeLS9M7pnNNTrdUICxICLqNQ6oAE45a0nUMVDIQEkDpw3pIJzUeI9GuI9InGIHp+6CH6USnsE26f0qQRb2QmORpmOvnk0TvSfwGLdkUuhQq88gRL7ioqljSWEAHrrdL0WPFYFonHOWEfBV3shZKQK0vUVAFY7XQVqEIpUQeVo8N5GAQegSmsEcJ4oaZXSjAaMobPGgq9mHBEgL/NJNn648aiKik6SJI7jhd58r9drt9tRLTLGKCm9B+urOxBlQDypkANQRYQY5ykgYHUuAalAXOCf/nMceAKIjPonGWOA4MFWJXglP1NKKqADRQ9PJrSqpr8yxhnbaDWzPPvq1741GAyiKCpkqZ1N87xUCimxzjHOlFKcs6dHzVdMiiMIrnXuhwJ5ddofwYGfvM8nx8I/sSVUW/mj1FPvvTGylGlRjDe3Jo1GQqje3L6/s7PZajd5YNN0NN2bKZUqpRQYWe33s37MImJJM2614iaOLKIz2jtKNdLvv/V2u7v0yiuf3D80zkTEE6/IOB0v9boXnju5v7u1sjiHSII4AU9Wj5/4i6++tt8fnnzm1GDQn5uZKkb7i8uLoEvOGSIeZCVBMFpnaXk4mkgLD9YfX7t+yxR5QNB4YEE01Wr0eq3jx09M9+affe755547WY8jVWTjYZ9FjSgKf+2/+9U7d25FsVhdWbh44ZySeSRipyUHptIcCOVhkmXyO9/4m/jd27PLx2bn5/7v/+O312/emXlukSCUSoVcEEKQsoP+6NKHXj5/4dK3/+Z1bQ0AIiU7OzudTgsAjNYEQamCIoB31lglJWcEwAtGCqWjMLTOa1Xeu3sTrE/iSClprLbOKeMEUuusBRdGwdtvXn/+3Ckm5Jtv//Xm5vV6XRDKpbSMhYiMc4qBRnRG5lEtzjOlFT2YHGrlDsaRlAV75B9szMXhysdfaXzohTVAT5mRMn3v6mVQFh0QwQGoNY5S6pxXSluD3jvKjfN5UZRFUWYHY6CeUre9fThOH50//9EomioKO9ebHQ5Da621ZZ4qWUwePdLXr3njXBCG165d+/DLFx8+eFewoF5rXb72g/sPN37isz89PztfE41LL3yU03J/f78C6Vd+gzAMGWPVY0IIISEBDp6UpULC5nor09NLH/3Xf0crpYr8cLi/vvFoc3sgpV9/cK/brWuptje2/uX/9j+1u2uvfvqnXMgFD2rdxtpKU0T1qW63lkT9nYfaTGZmV7KDbcYVpTRNU2tsmmZFIT3ZI4wqpRjnrbhbS5IopLU4nOk2g6AZ0ibnxHlH6rBUe6EoMgL60ppXakKoGucDYGZ7fwvGV8thsb+7+WBrfXqp255tzXWT0WDz8vfvfPjS2ZPHpqnHB9sHNhrHZkJJnE0mURJzzgmhhKB32hpFibUIFLhDr8FUip112gE45wiVAuuBCKI4NtabVHp0VYQNTwJnHWeMMSpleZTy6D2l1CEgUkaJNI4yygOOiGVZMkqd8RQ5EoqChUltvrdQGdC8d6XMy7J4+PDBxqNH/X7fGNOcc0WR7u3vTHVbsTgsx5lEJgvHWOBkHNbm4oBFtSCqB1JJAK2UZpRrW4Y8sspmRRBGU1lJMY9QNHLttE6ZYAyIlDadICJtNltAyM7m7sHB+gsXL1BKLBhvwai8Vls+d3Yxz3NAyznxYKzLb995f/3hB1G9Pj+36qzf3d1/+723T546NjXVLMtJOhnLUidJLc2Gq2tnVlcXr117/9H645MnnpmZmUEKWmsmQmutVcIYrU3pPVBKmrXGzEyvKCR4kmXF9es3L33oxS9/9a8PDvu/8o9/9crl93/i7342y7IwDLWR06221frhw4dCBFIqWap6q22tLXJZAfIWFmaztKTEE2o5+pOnVq9dH1AkztkwjDxCGEdP+2YA4JkX/kg2ds4hSYwxAGitllIFgjhvq3R0RIpgPVhjpSk8AnGOIOFGO8rQE2vBCmTWemMcY6yCxjjnnC2tBa+1YESrouq4MsYo8VqX0hglaU6I9/7xxoYIuOAxpYnzaGxa6MPP/dRnG/UpmRVFmXPOKKIuMB3JbjumBDgx7TY7eXLtzTdipY33nnPKGDNaoYdQiBPHj124cPHKlSuZR0b4/v5+Oho6r8DKMAwZIVoaAKeUCsPIGE+Z0NaHQZAXqff+lZdfvvze9du37yA4QogxkjL2ne98t97qNNqd5dWVjY3Ho+EwoBTREwKEUIKojQnDsCj0l770xX+ytnbh/Nm//o9/MDvf7nSac+0O3r9/7zvf+dsno9lojAHnf2jG9EAYdVYTSgkR1nPrgUChy82lOUzCUsO0liIO54NwVmocFqPMpDSJalO9RmdB62B7Y3syHFD0J9fmlmfnI2qJ1WhKNBKcyWlSJYhWFFVEpJQRSiuuP0UE9Na6UqpSaiRHARDogTNmnfUQAHgPRsmcoA9DDujJkdcQnGFa+nHan1/oHfb71vh0Ivv9SSmPok1FwCnhggeMB9ZaazVn4Ly0Vlqvh55BIRML4JXh5e7h48d3b52eWl4MpuebSyGrvZF+0B+NlpdXhjt796/fqINW+f7FDx9rL3FRhxYdoRfOBmHY8kgM0ZarTOfKu6xUW7vDzd3h4TB1KBwNiYgpiQAo0TCBjQAAIABJREFUeiIod9Y5FJRQeMqP9R45swjAKTKK2hJzZLT60YH3qvSx1lIu4Eem5itPcuXC9N7jUQ0ETyNSn7S2ofIYOLDVLyOSyt7knCcEnQNKCU/IlSvv93pzrkpgQOocICIn1HkHSAEI47wCLzwZuveMM0aZ956gYYx5bwQXujQMg4++9LEyzSkSwYj1Eplzzjpn8cgcXBXsTmvtnXPaGWOAIKVUiCAMg1qc1JNaHEVxFAsuGOXgfeXjcc5prZ219kn+rXVwxOMGPHIyIVrwSNA6R8kPde5IBJVoTfHpBQHOG8QfOhOsc4RRQHLn3t0bt26WxgJgqWSeF9pa61xlZjDOHd3UKjwFoc4Rq2mr0UOkxpZbO/fjhFW6deWsqp5cscOPPr+3iBW5wj8NfbDWUkoqcdvD8NGjR3k2KWXRbNaYIFpJxonWUmlFOYZBxIMgS0vvkDgK2neSdjOsM0cokICjJ1Q6PJgUDza21k6eOXb8TJoi2JpWhBKk6BdnZ1r1UJXp7Mx0vV4XYZw0Or25xT/54z/6N7/3O3//F37x4ksfmWS5zCa6mGxvrBNvKCFBILQxnDFjtIhiKkLlSClNWciA0cHB/uHBQCplVVlkE+tMVkigPKm36kky0+0szc0Hjcbrr3/n/oMPhGDPPnvy4gsX0tEgieIyz63StSgi3mmltPPak+t37g8mOWXcGrX1eP2ZE8cuXHouCmIjNWfce2sBz1+4dOKZ5y+/f3d3b2ACwjnL8vSrX/vqL/7iP3j9u99J0/HHX3k5n0ys0V9+7bXPfe6zu7u71bbv9u1b4/Hk2dOnESFN06IoKI9OnjgG3mqtx2kOwAllDlzSTKan29/+5tdfevHMlavfuvL+N2fmIu+1oLGxSCkHsEghqYfGloQ6AFDScJJUOBNCTb0RlrmWZdiqP3vphc8J2o2jKOR6c/1GOekv9+ZrYS1VY3ACPInikFJQUnlHvbc8zElwsL97dzQaxrUozSf7+weDYTpO9ckT55995uJkoqwhUicUSWW2U6rqGhHnsdlqfvPb3z77/LzWang4yPN8MBitHT/55puXu61eQpsXzrzw4sXT48lOdWJ7AEZpEIaVgxYBhBBx1GYUkyjQyjARltpFSb3eqAuGWpWIRmnpSVWIy5CzWhJvbe997413Hu8e7O7343qHMpLU4s70jKP89r0Hi4tLzz1zarizI9DPNHmnLir4rjVOSmWcDcKIcT7JUqV0SANKCKME0XpwzpkoiUQgmq0WF9zktp7UkihMgjAOuZI5Eu9Qe+JZyMby0LB0NOoXcvRo836px4DGWZllYwI+imNH6q1oNT+sc9d1hminkLJARJyic6Wz2gGEooZACaEAWpkiSKi2JVIw1jLmGK3Va73u1GLAI0T0zqKHIlVOo6ckaSTVRrearq28HFVwxlGh6qoiwFahXIxRpXQYhlKWHkm1F2aMem8ZI4QS7611ZjQaDYeD8fj+o8cf3Lp9VdlUmzyKg6zIOBPOYa1WHzsS8SD09Jd/6R8t9uaLrLDaMsJtoTmlHqGflqMxIplKWjOFlNqkzhZT7SZH7rUvzSTPc86ECER/sLe1vd6ZiuI6JDVCqBY8ZqQWR40wrDMSIVIPHtE83rj/7b/5+uHh/vT89PLSysMHDz/80ks3bly9du29xcXZ48fWnPOTcbaxtTkaFeDFfG9VFoZzcfHiC6WSB4f9yXjy4Y+9jDKOk9AYNRr302z8/tUr12/cPHv27I3rt4QQg/Go3mi8f+06YXxqalppk9SS//ZXfmUynvR6vVok2o2a1iZJEmcBkToESimAF0JkWaa0+8EbP2i2W412vVYLAc2Na9dkYbxlzlKgJEi4YLzCQj9lX1LAasmYjPMoihuNZhwnURRV8pwxOs+zNJt4ZwCMUpk2ZZoXnEXeM+uMCInUExEgUXVKBSUMwFNKAA0SIACMBUZb8PZJn8RorRnjhKDWhhBSJR8p48GjsRQhRKTGjQq9//d+9nPd9vLeTr4zOpDFsNkIwIDV5NyZZ1hoRETykt7/YPiXf/XaYLi1uLAw6B8aYyglAKCUDoJwqjOFgEl7ijHOKP3+66+32zWKFsAGnBttjHZJo3ni1Kk33ngziWtaGUo9oaCUPLZ2/MLzFx8/3rz3eP1wf09QRLCTtDgcTRwSbbxSshaHp9ZWnDXWaESvlSaUGGON9f3B+OVXPv6JT/zY5ctf/94PvhpG/h/+wj9lle2cIvqjYW1PEL114I6EPWktAqC16CxBSoGhw5CEcvfg3LllZtOS5lk5evzoB4rWGr3VWrMNUYeyZjGxoEZnl6fa59cQwCpFvVKFZOi9Nc46ipR458DjE9HLOQdgnszmo/MeCWGUHVUDT7vkzgM47z0B/gQ7yrx3FSHCIyFYhZq6IMaWSDwqEQCNw0azOb80zxgrijxNJ5PJpCyzQg+IJSIIOBeAzGmWFcY51mRNJONSb+xkd+9sXy/K/FMv//i59qn9azvXblzbeLRjzhyffLAxePOmLrOdST+Lyd39zT+7+8FPfvpT50+e6svNhYVVHjTSgTbeImQ10l9sBj3IiZLHux09P+9ZMMjL+9t7dx5t740zJyLCwyCue0KQ1jll1ngAYMiIo+jRG0ctEALWWY9V8kUVJHBE9SIV9B/Ru6PYhSPvLBzpr5QQ5502RghR+d8rZfNpGVfB+I/op9VcFKJzhlEOWA1QWYrAmbe2AKSI1DltrQMPtmrBIzrvPATegffEWheGiXcEHLHeW2sJpVIZSr2z2ig7LvJSlg4cQV/qEtB56wE9AhJKKn5WJZBSzgkhmFB71Hl31kMmy3Geue0tsM5ZRywElIdR0G42GvV6FEc8CDgXnBBt3VGAgrHWVpETgJQ8KR8JMjRKEUKOEkWcZawSi73zrqLeVn6FIBCIRCpFOLv/aP29K1essw5gUmqlVCnlky4CVGgK9N5oTQhxR+e5cZY4B8bqKOSA9AmgzSMesW+PtFtnvHeUUkIJHNXi4KytPAkVYkwbaa3e2dlSZkfKMq6HSSNCYhl1lAGApQxFyIJmBxykowwciVlMNE5Pd7mj1BJBiKA8xQFgtD8sd/v6k5/+L3d2B+sPBoLXCeRJ0piNxeLinLGFYGZhZT6MaxZIsztzZ/3hb/zm/3y4+UiApVa363WtbToev3fleshpoxYxHigHMWPOGiv1pBieeeEiDWJlPQI6ox4w22qwWsy9MVaqMAqzsrQE9w4H1rrJePNq/2Gaq8FgMDvTOv/8+UajOR6PEfhgJKOgsby2UMhsf+cBQ2fA1ruzrywuemfz0YGXmXj5TBgFmUHvXAW/U0oaD7dv397aGzfbvTNnz7bmGnfu3D883AfnyiKv2B1FkZdlyRkplbZI661OnqWUYC0KH967648tpekEvEdVWhKKIPz6N74yNzc7PT1HkMW1+pWr73amEhHMdzrke6+/trN/e2GhKYRDpOA5aPDOW3DE+2xgnCecC8YYGFcYTylB4mrNuChK4+J6a+3M2Ze1D4yCSTq8e+uyKQYnVxcthuPCOqSMMsEDLphzijJmNVprELxRudXWe9ze3B2lEyQYx4nxZVGkjx89WFw4ZS1NTHy0aQJEpNpY5z1QFoQBAxgPi6tX3z083J7uNaa6tZ3dtz/3k+cXe2uJmA2wnmZ965zSuqq3CKVlWUopGWOUUmOtVRoYOkF5IIyHpNlpdqcdeGkyxzwB7LS743RUyiwIiZU2H+lW0Pncp/4zgxKoo5IVcrJ3sN2fHD7efXzxePxo8+Y3b7+dDotWrTnVDj/zE69QipxTzjkgJIxRxo21SRwnMUSceu9EEDAhenNzre70G2+9c/GjH2tPdZM6J0aNxpNHDx59/603Aso5siAIFpdX+v1hWEvqU2uM8HbT98CeWQJ0JaI2vrRodw93kRJr4PH6AAABmCW5g5KQgGLgDVpptXVMhLIwlALhkkeahofbw3u5Psz1yDpjIBCsEQdT4nHDKldPkoTH083ZqcayNTwMOlLKoigIIVEUJ0lojFFKU0opZYjonaxWbEqdc7ISgAlBo2UYCKmtdz4IgrIswjAwSjNepSnSZq3dSJrh6umXXjAOilKNhpPdg8PN9Ud39/a3N7c2sklq2CSXvNlZkmXx/vt3ItE4d+4Co9TpQpeFo2qCKgBUWqbFUHvkXMT1OIxqxKEBS7ik4KXyRaGDemchYnuHd/Ns/M7ty7fuvN1q1Y6tHWeM12vNjY3tTns6SZp5phAob5RLU53N3R29JbcPdt0V36g15tdOaOcsawwHk1KFJ559gVLycH13emqR8ziKwsEkTbNs/3AEnr/z7u1zz7xU9JXzhtKG0rLW6F36UMd7m5XlYDIuiuLRxmMAGAwGy8trkffX3r/++//2/z1x/Phzzz134dxpa62UJaVUSYNIclnmeRZFAaWEUsIEXzkx8703/mZmttWbb/7ZF//DJ175pEwlg5YxwhmvTBGGYZXhp7VmlDJCLUDFCDp//oVud1op5R1Ut/cqlrJqthEghFAPhcOyXq8XpXRgJ/nBjdtvMDqO65hv1QLBGI29I4whYVZwMEYGIioKiS6QUlbvXPAoz7PqjwJU4gtDLxhHzmggAmustqxRa0/VWybPG2FY2Pn7ezvnzq4Qn6tcRZH5/Of/5Jf+4T+KBCSJvPTii7/zb3771U99Zm9vW3CaZang/GD/YDKePNrYyrLMg51MUkZ4mo4RZhcXe3k2qVqIjIs0y59/4aLxbDLO87Isy4wSXxTFnQePvv+Dy0KEjzbvqzJ/4dyZKAw4Z3Ozsz/zc//5d1//fhiI3Z1Nb6w11jpLKakyQb13lGCzkVx5763ZmS5rd8VU24nDsTpgxvvC6MqvSREpJUcCXmVBQHToqfcICGC8JwDorI1YONwaUnuiy8S+PJikk/mpxHJ6MNnZ3zkMm8XyydbafD0OhC+LIh8575FQSwgQJgEMEkcjxlhgMnwiEwIAYRSrqAwPCMRD5bA/ImuCx2p1hydYVu9V5boFT70nyhBGGWUBOPSusgR7cESVIEQny/IgwDDkxmgkrtWut9udMBKFzHd3tw8ODowxjEYIAaIXQiAkpR1s5ps3Nt/OyejZZ87EYdLrLr6/d9NHNJhP5OXL6d7WJB89Hhzc2t31nfaJSy/OLi3PX3o1D6NWfGmCOC6L1y//4MGju8+dWlKbV199tvfySqtjSDHJPFVEcK7V+YWZM8eW+lI/7g8ebO+NypGWlkZeGkIpD1lACTNSE0eIA+YJ9ygB1I9wDiolspoGOKpHn3gMjpwGzj91FByJi9ZWHnZrrXO2anD/EOYP1FlHCbFOM8YIIU9+DgBgjeGUaaUpQ0Qw1hJCnXfeQ1VdIzqjnbWuIg0bnYOnQAWlDJy3VasfHUUAxCwrpJQhE4SABwKEOu+rZxntrDUi4B58lYDgvdNGU0o9eCTEKO2dA++FEIEQBAk1XhDOBcvLcv9wP8uyrMjzXFr0vd7cTK83u7qQhFHIQmds5Qoy1npwgEAp1dY8sSUf1bWEVGlqR4RXStFaq5QNwjhp1L/02l893Hjc7nYtwCRNS22NMa5Kjq72FU/mz6oYmCduh6MiAo5yH6pj9EMERXUQnT+C3T41kxxdJhQJpc4ZJN6BJtTcX7+d51lSU0lNRLEoiiIIuNYa0VtrRcCktEUuEbAe1R0A0ViLaiEKSmijXlNSaq1BxPfub4XR9KuvfvrgIFuaX2E0ONg73NrcaYTB4sy8UXkci053KmnUi9LOL61qB7/5L/+XoszaSfDJH391qtO5f+++p/y1176y8eh+LWCcEUHpmXNnS2IDLoIoBGUI0la7K7Vx3h7sbhujRSiMlnEQKuuM0lHAHWKnWWs02844hixqxOP/n6s3C9Izve77znm2d/v2r1c0Go19GSyzYDCcIcUZWpJNyVISR05ZlcS5iOMq3+UyN46TG1VSZat0kXJVKonKckWpxLKoWJKpaCEpkiORwxnODGawDpbB1gB6729/l2c5JxdvA1TSV0BVo1HV/fX3Ps85///vNx5rFUlthDRlGQIBCrG8elSaeDAeQiMRwZJzx8+fG+VusLMJCjRiaUtyXJSgUAZPFCiK9HBv7/f/4A9nlgnT/+V//e3ZVD988GVklBCotT558oS1djqdKqWc92vHjgWm4Wj06Sc/fffdr6soKm3FgARQFLM0TY+deUWbKISgjU6SCMFoiQIchTyLeTxaX39yvT+fKhnKspBSCvSI0sRGKBPI+dw3swyFcp6kFM7lcZKWlS8L5z0Hzt752jclNn0BsRHPHj+fTIt22pzM3HBaCcTEYLPZSJMkhNzbIIRSkVEIwU9Bw9xcN5Db2aniKJqVE6V1t514yoGrvZ3n7dY8BokAAiUzaq2NlmVlpRKNNOk2s8koJPFcq0VFkd+/93BhPhNcGFUFN4BI+sBK6Re5PVkrT621L7Pglc/BWh9E5W0AfezMK2hslurRcLyxeY8c6fjUYLRDBM2sB4DWMRKTs6jdpBhlrLXBQ73G8nz06isn0nbfpB3vJbLZXN8kKAMVrrIv8rt1J5WBWWsVRVE1Lebm5p2nI0ePv/bGmcfP9y6/+Y2r174o7F0dxXk1PHni6GxcpfPL4+Euksuk2cgnmCX3nj6tHm8uLawZABFcKKbz7XR5sSd03GhFK0vLgByZ+OndH7cbWZnn43woFEglpBR1RDIykWdAlCAEITW65sa9L1Q2mrn19lJEGOK4vbezb6Hcm9yf6/TGge8/3hE2nctOLnZOdefWevMrJjLOhqrKtRbMrJRmDkT8gl/NdSdVCAUAcWyIiBkD+Sgy1lrnam+cqqMLB+ocIkDKKykkx3HGGCVJ69SpV06f/kUhOJAfDPZu3PvO+sOnexujYia/8533P792/b1f+MaZc8eOr813Wokx+qPrP3q6vnfm1Junz1xuZvPjcRHJWCktJTJWXMbtVs87MRxMpqNcm/7hxW7pdtXhpVienFVPJ9ORMZZwsHS4Zd1o5oZ3HnzZbPRvXL/tXNBxLIV2Dq9e/6Dfn1fKJHF298EdZyFLu8fs6qnjp5TJJqU7dXjh/v27UnHwHMVZu7O4tnoyjprD4VBKY6IoTV0U73/jq29Vdvq1d992rrKls9b6wLu7uy7AZDJ99fx5pVQURRycUrLe+6VpajSFEJqdplJLPljnSuetw4mKiqQZPv78B+KWU1H1wU+/1++srS42qCTrmdzBEF0Asg+VdTXum5klijiOtrc3vad6JSKl1FqZyMRxVA80XAVCiklRtlv9NIvHs/1ur3H2wuqdL390aG3++YyqfCpIOodKZ3EU58WgkaaI8sjq0cloluezEHwSp7PZbGF+iYjyYloPjBHFtMxTBVLRaLqfxA1bTU+dPiUBpTKSTfC+mc0/erjx2sUjyZxkxx9+8Omv/t1Zf6k51+/NCvvqq2/8y3/5P58+fbLXax86tJCkyWCwX5YVAPS6Han40PKSFMpoZW2BCDrSCiSiUDIeD/e/9a1vrR09sbC0aJ23rmw2G++//wNEtbx6xLvwtbWlyXC/08y0kuPJtHT+0aMHp0+dzGfTZ08eMlEcx5JlIFefXuruaRSZyWSyenjxL29eb82vlQSNdqYYIPdehCAFRkoblFzP5QBIYe1IEggcfEAEIT0KD6SZLcv15zs2dTJqtub7o5JYNlaPrl5cPNZsz3sQLszCZMwkFBBKGTh4Z0Fq74lRCKkDBwYERKgPzHgAqKr/TsExQO1OrQMJ1tqanCxr5mrtO2UClCiAwwHcn5ixbn6jkKgZgbzTRkcagUU+81KhkglAIMKy8MB6cX51ZWltVszKotrY2CyKMTF3dTIdbqIr5uLmeDIzzye0+/yPfu9/swNXKfjg+iexLZ/Y8Y7wPssOXbm8dvTMpdevnLjwimqnY18WXv/lX373zp3rh1YWFxbaz56t79xfF7P9hcarx9qxTrT3odNopZJRYWFLJUN3oX1mqV8F2N7b/+LJtguhtFSQABkpFQMYITQiMYsAByciZggEQggl6+wGSQEvy/A/q3+BeIlBEEKQD/WZqh4Y1tPHev7IDAIFCFk3BYEFBZBSAcML7RYGR7FJy7LSzTTU8q/6kw++HjGT1gIPRsOBAhFjCCUKpMAyygBIgHAUBEtiLkprmgl5HypCBYEJgCQKQECUwTNiTbOh+sVJB0V/qVX9IycmZscoERAdBVc5AE4amcnSFodZUe6Px1ujvc3h3k9vXkVEo3UjTRtZo91up2k6Nz+nlUbEZrNZu5deBjmIDqa59euwjnmYKL55+/Zn166Bkp1efzyb5bbywfsAVK8dUNRnVyI6gH8RMWBtUHhxYQRmts4KwQfatToDjT9bWbw879YXj78BaiMQXgo/HO3cu3er2Yo7PUPsXbDTvTEiBo6990rpbqe7v7+PKKtZoVizMU3TjLSORCxYRibam4wI2Vr7+bXHWdq+/MaVfJR/5bU3zl+40Go0XeWl1Ddu3Nxcf97pdRaW51GpouKVIye/fLD+r37nt1057XeTV8++sji3vL23+/TWXc+C2B8/eoRsnhp5/txZpSSyE0I6RyqK799/wo+2QZlWqxFpoUwqwLPQlQelmxSCtVVgH0cZEoBHAp7s7+V52WqrytkkjS9dujSalnnpKh+c98LEwiklSQYoLEdZB0eTsqKGihhx5oQAMMaQ4KLImTmKzC/98jctqf/k1/9zhvj9H/xls9EonbVVmc+mSinnXCBi55j5lVfOlbPZaDjY2dkRQoKQLE0RYHs4i0x89uQFKU0dY7W2cq6azcZLi4tpapCLu198cu/eJ402mggoMDnBHnWEUmBgD7WjWtlp4bWOdKSJXNTwlicglLPRxrPivZ9/D2HeOxJaTqf7T58+aiZpVZWb2/vPN7aUEvPN7MQJ6VsOsRJIEoUAgcoI1EXlx5M9ItbKmCQycfTg0X1r3VxvZWJG7eayEipSsn6VVpVzhWOsw/LMoUpjNQ3iypWvSgUhFMFPXr1wPFLAlS+nkOcVgva+qp8xL+Oe9ftMDdUHUwgMFeUmk4Wd7g7ulmEza+jtrfvT2YbC5OYXO1q3ms1DIGIZ6dIVUjILZYE29sYr/Y61pAWCl3Zkq2LoeKJNBIhZI5pMXJGXwFyWlqgOnioiAiAtpZTY7fSJQAg13B/8s//2n1viy299NZKmM9dTJirs0mzoETqdtmk3up78s42NyV4+vzw/tIPxtJzaTSA6trbaXZ57vPXswe6XGh35vNtOpYQokZPplL1nYhUlVZgJlIAyUBXIAVJV+UazBwBRnGxsPissmVj0Fg4/2XjQbLd8GOpIldVEZ/R88EW/2147NzfcIuTw9V9+Nx8hkQLGTqdZVZXStdsIXlyNEUALIaRWNWqqqmxpK0QZfAghIFZaa2stItbTCu8JERBF7ZUUigUq78F7EUKytT/zzhmjhMBGc+3ypb/z1TdUOSsk4Ntf/8qpS8fvP7nze9/+IfFEixCnmVTx3u7o7sPb/2ipE0XSqDh4P6uskBBCpZRHLBlCpyuTNA7BV1WpoNnJku7po8TFZLZD7MpqBL4SUPlQHl1ZajVb850L0+l0NN22NkympcTRZDpNMznZ2wEUadYK1eDTa7s/+OGPTx59ZXnxyNXPPzcG+632kyfrKysnz527kMStakbSaCGE9ZA2u8rEG9sbJ0+vVtVEyAQdoBC28svLfWYJgM46AHBVNRwMb17/fG5+HlHs7uzX31gVqyxLADyxc97++Q//TxObW3duSC2fb20kSeqq6ZXL74IH8gQWgkcIPtgKlRIC6okG1GtTiZ9/9kk9JxQoAwVg0EYzUX0XqlHEUlFeTvcHgwsXXwOKiUK/v7QwWdza3sxa7bwoA4rjpy6yxzyf9nrz3ltyMJtVJ0+fvH37tgZdVZUyunKVEKi0Jib2LJU8+/oRH7aIp4IV+BBc1mgplGRtaYTWBtKksbWxgxcy9q6qqul4OhgMe4vNRgsbTXP5jSsPvvyyKIqNZ5OHD+5I5OFwIFFevHgJUbhqFutkNptVJaDgWV7GiXFkvYPgqziOHn5559aNm54Fg4xic/7CK3meDwfDwytHtI6KojDGlGVREgEKIcT3/uIvAHA6nc4mozMnz6Rp6pwLIaRp6r13zkZRNB6PO+1Wu9U6snBU6kPPdnQ5s8pRGFeFlsoI6ShoIbWQEkAfTJhYoBCIUhADBvRBSgZZhpB0Ok939qKTjfFo0myvHT7zWmfxKMl4PNp3waVxRqUXGAVJxhjnHLAzWlpfKAGAEtETEQqDiEIhM6P8Gc2+puMGJjrgT0EdIVIKQ/A1VBQRIVAAqvcwDEFpACRGxxBQEILUJmFb1gh6JaEGJXrvvXcApCWQZ0QhhGYn2sl8w4Tl+RUheDqb7KzvD3Pncnal6TUPK28mg8GoGEwJPn+8sfT2ld//3h8fWpjrZI3e/OJ7f/uXLl55e2+aj/OiU6qfu3Tu//qj71aTwTcuX7r9+Sez2XRvd1zM6I8///STj2/8o3/4H1w4Pt82ochLSUUkqJWaptKIOJ7NrOeFLDt68Uzu/Gd37tx49Ei1uy5ugoq1aQQkIICgJKiXI9iXQdh6UktE0siXwU0iqkPkLz/tJRuBf4ZEEC9jBswMQtY7i5c9+gPvFxyEGZSMxqP9JOuEwFKY2hrGtQMWJRMDixedQ4+S6y18/dWcDUTBKIUojUyklGXp2g3JAQKTOPhfRB0tqLPEdQ8uBJZSKIFEJFBwIIGIzAJFzQIL5A6yFwKklCAAiKx1XmLczEQcoZC6mmqtjVTAPC1mG1sb4/G4KAqlVLPVOnv8dLfbXVhYiKJIoqgXQ+JnjTpgJhT4Z3/25xvbW/35ua39PRvIBm+9dZ5C+NkZFKimDOJL7i8fhEP4xQGXQghSMv6Nj5eTchQghXw5l63vCfUhWAjBEIiqwXDr8fr9xeX9D1U3AAAgAElEQVS2kGRdnhd5kiSNRiOO0r29PWttHENZOilNHMcwLo1QOojEmAiMBKWkLr2XsZmV06u3Pr/4yq+cO3d+Mph89SvvXDx/VjCTmyniH7//g9FwcuTk+Xa3s3z40M7+3vmLF//423/5m7/5Wwpprtu+/PqZTruXZu215SOHTlRp1mTyuxtPIgyj3c1mpnxlp74yxqg4Pn3mVUtqVtHuYNxsz3368U/++v3vHT12uNFIWllzrtEBCgggjRaKbVlq1AIFMLXTjDwpFQlQQup2twHTWTEe7wz2Pvvk40OZOLk6r0gqjgBTV6IUCbNN4mx7MF3qpVVZBk9RZJRSrVazdPzrv/brjtRf/fWHWsuiyPOiWJifoxCGw+Hjx4/X1tYYUCtZ5JNWI0VmrfWsKKO08bX3fl5K011Sq0fWVJZRycFzCEFr9ez5UwS9NN/vtrKdvc1PPvlJ1mRjQllMhaj5O0iehWHnKmKhI0NAOjbBE9kyycQkn2iVokpt3njryjeOH3tnMBXkp91OfPv+Z0pSnk+BOcsSJYwQkCSNOM4YWCphpAiOnHPIHMVxgMR7lGic4/FsFCgcPXpyNps9fPC8KnW/fayVyjIfCyGFEFkSA4ooShxDCORc3uu0UqWFgHarP53OdNLJotXh1vNG2lAAWXNuMNpH4bXWURS9tO8e/MoI0Wg0mgv+6qcfCVmW1Wzt6NG79+4GpEYqvN1x5RZjczRKTp9+5/DhC7Fpl7OQdY21U6HVvXvPLSfpwnzDRD4vi9EEA1cFW+8LrJJEsp8xk5TKOyelrKrKSCWlPCjlMLAPKnNaa4IwGm8M9p8829i6fevjteOnjqytMUqEzg9/+L0zJ9fOnD36+PH9d7/x81/cvmMxPelb0zwajPMv7t/uzvUfbu+98cbrlvTCwmonkZyPisG2zadB7gvTYAImLkrHUiihQUqQiJqVIpRQVhOEJOt0qUyzdCXrwNTtLS3NCSnz0RcocLg/ijLd7Mbbo2fbe9uJWF47+VbcbgOyYuW9FwJNlABAVVUmMmVZOecAIDJZ/T5c37WjKHI2CCGCOKiIlGWplHyBJ6+32/X7kgghaBWmk5mWcaJjR+SESlKtlUgSMxoPvMmfbG02G7FU0Fs2O+Ukm8P8yYDYgXMAys7GJRVUFP/6d/+nf/Af/ePlhfPkE4GKgRiDhhQCR7qOofmqqrSW3okQDAX0IYFKpXHcyEQUGWJHZLFvdQQDs5euRqWbOU+j0Wh3sHvn7q3heJdo3J/vDQaDwXBncX45TpuPnz4tSjq6utqf73u268+fvPeNb2aNhsS4gImOjK2ckFJImF9cuP/gbtpEFyaNZrTQmCcKOlWBbFkWSplmK4IAUa/VaWWfX7tx+PDrzGArX583Clfs7m6hIGL78cc/fbRxvdForqzOf/LZ5yFQWfqVQ0eE4lYzeTbd0yaTQnvvrbVSiMgYf2CnV1JKrbVSLIRwNkgpQgDnnJRceesrimIjhAvBzsoyThp7+/uTcaVNls/yhs6OHHnl9t2JSvNWX453h9ZOjW4uLS2V1WxxcfHhg/XgxN27dxYXF7a3t7VWZ8+eHg6HVVUNhntCAiBLJTYHt1W8N548zeJmJ1nu9g+fOL28t/18rrMqIDTbmnyyvaX3dvITx+fWH10zRhxanhcClKjSTJw5fVor1UqTRjNG6GktsvTcZDIhV6JQUgBCiIyqqiqKok6nORju1fvEuYU5W+UL/W6j2d3aGcRZ03p3/Pja5cuvPfzyETOORhNfTYC8LWZKyqKq0jhZO3KEmIFZC56Mi9ForJRMs7jeavZ6vdlstjA/X1XF1asf72yHNy6/evaNFar2FBE7X3vo0TmyEJQQWkijpABGAA3ec1D1XjQ4ZFQIVRmSdKHRTtqrK2vthUb/iCslYVIVpZQGCGzhtDShdiVQEEhCSgreSHxBtQ+o0NatMBSABHwA7fJUW3iBDlKIPnhCDgoZySMiByZGAYpRMCC/kPQyESAEZCVQSAjBVy735IG5ZlSTCwgCAI1UDIRIB6wqZiJvLQGAm3lEUlItH5s/dPIb0+L1qR0/fHBXewqj4u79jS93n+1QNZ7tXPqF984eWn3n1cuL8wuYJM/2NkWaoSRy7lu/+wc//uT74MPGnev5YLyzuSUAFpbmXnnvFy5ePHP47JlK+M3ZfjXdbZi4aSxKoasilphp1YpUWVpvS0Hh3fOn3zhzfHsye7o32C2qSVV5k5GMGJ2WEQcQILU0EBBeKGaJCAXkbiqFwiAFSKIa8BSIQUsjwCB6771AlFICMRHXqmMQLOoLvfEoBEDQSoTwAiOFSCSYCRi0Mc55JpZSMXPwDgCISSBIKYQydRNfyoO6IZGvu0yIILEkoqr0AGyxqJyfzvYW+nOBHLB7MWZAIZCY6aD9BiiQmCQAVJWU0mj1okBFUiitlFB4sMUHDuzrNKoLwXEAAQyMAgL7yEQUyJEXQqAQnV6v3ekCQo0De/T06f1Hj5yrBIp2s9Hr9prNRrvVbLeajUYjjuPCVj/44V/t7Y9Mmm4OBoVzRVUFYBc41Aq2g4DBgfOXmcNBopYZCAQCC4R6butDsIgZgJBCM1khJSK/yI0gIih1QL2trb9xFFe+QBGsm42mW1ubT5otXbmJIqDgu+1OnlcEYpAXzLFSsRByb3eUJno6HmTQ7GT9CBPDCVkfZVHuCtZiY3cwmM3efvdvzzdODfbHX7l85ezp09Usl0D5LL95844PfPz02eb8klJqPC06vbl/9Tv/+7/5vX/j3STKktdef7PRagQ0m7vT/iHTbWVlmWuF5NykmjZardl4KCQqiUabsmIfUKrIGFg93J7ORmkSrSwvAYfpZNRJk0bD2NI5613lm1HTaQCQnhgwjdI0+BCAURFDsD5vNKM799a///3vz0bjaarWH91fPbI2sn8l4+Tzq58utJutNFU66c0vlvmeFNIxR1FaWW/S9t/9j385t+FHH/w1IQqhqsoRiJXV47du3+/1e4PB6NhR9N5qEX322aevvXpBaHTBEbBSRmrJAP25+ThOCfDp+oP+XPfVS5cbjezJ43UAUgqLav/+g8+aXcHsPZEADMEbE1EACighMiiMlsBYkEAQSaQCOQjUiFsosiJP5+dPnzv/3v7YSx1rVF/euTUd72dpw1lClIWrEiObabqw0NUaJCAGaZ1HRgqFc6XnCqVuN1b2B3tp3C6KnU67XUzy4XB6/NiZRmNB6Ci3lRESUHrPDAEgWEfEKJRROj558hVQJKRiFg0tI63z0azTmiuLQhk9Gg+ZHZNXUiNC8J6IIhMhokABDEab3d0vt3YeKVVubD5yYfv4yRPr68+GlrJEo0omwxmRun37zrVrO0K2jDJxpNutRqfXv3nj+vLqoSd3rEZtRJRFTa0jo1WcAWNV2tFkOkTQZU4UCADSOE2yNAQCRq21VkpI6dlz4H6v1+40/rP/9O/fvX938/nW9s7+5x/+eH9/tLu7/7WvvvOj73/7sw9jE0epibfXn2ztTp89fEYcNbrtXjPm2f60Km9dDYByp9FtpfGJw4tRayltulApb9HVrLRSoVRG6OC9dQ4CeKI0jbUUZVEuLy6/8dWvjjlvLLVlHKb54PnG090nn9y+fa3Tae/sPW6mjW46J7FhZ0l/bsmzJ1TkQ8Qzawcl+hBJ0ZRomtP9oZHthblVby0ReR/qGbmzDoUUKAEEhwCKEF1kojoSygzeoUCJQiqllADvIU0bzgYKXjJrxayZFQ+nu7Px3meP/uL55q1GA5pZJzDf+uL6YDJuNPuPnmwmceaJJ8VAgprvNjf3tr7z/nd+8d0sM3NSRohotHROKi1RgPVWaq5jXYhCCqVVhFDNz/Xrnj4Ae0tapQjpaHfUSFckAcJcFmOnQYdXqrW1Ux99/P7uYCtOotXlE3NzS8+frGvQr5x9bTatet1eo5F8evWj+e7yZ59+fvGCbLf6RsUCwFnL5G1FWdZYXj70ydWf7uw/ErJaWDBEQQjZ6XabzZ53KCBupd3YZGmcqdhNy10ptY7ixCQ+hJZuEVkUFMg9+/d/+OjBk1ar1enOjFCzsozTeDKczKbTj35ylYN45dSbSkRKKWAOgYyRUgJRUFJGJtJKopAAsDDfZqK8LGuMY0Zp3Q9DQUmaFDnbsiILt65f/crbb2vTBEKkBRmOlOWT5eVToayePX+iZeO9d999/jz/4vZN78CozHFFyMroUIZZXgaGbq/faLbjOL79xRc729ta+8rn7V4UxPbmZP3xszsXz7317X///n/5X/xjG/I0bs00rhw+9nRz/+jxxWk+XVpoddvakg+haqTx/v7stdde3d/fRYHWhqKshuMcmIw2zlaNNJoWpdaGEa111lkpdAgkEM+fP4cot7f3prOiu3B4Z3uHpuPb12/Oz88BYCPNFo6ufnbjapnPgi0jrZxzrV73na9+/d/94R8rY7Q2WbuX57M4UtZbJYWQMs/zEEJli8rab/3BH5Q5T8ab/+Hf+5XF+SOKGV1ARvDkkQGABActg3JSACghU01EZKSKjGHnNYAEee7SlVdffTWKYl/OhBDVzAFw8DOBGCsthQqBiUJwlsmBUtooJc1gMIiiiOpnNSKKWjUFiMyAzAgEtRolMLBQ5AMSM7MUoCWSD1LImqPETEzsQEspQaAArCOhgGiUqZOjiBC4zk3QC91zfcoArn1VeFADFIKJfR17AASs18CBvQ3SR/PxyvKl1SiKBoPB2EVfb6QnTpxYX1/v97sLy0s7+wMH0O62D2fp1s7e/sbGn/zko+FoNNr/opy57ecDV4TlhaXVlYUrl8//8jd/sdPpDwcTiWLuRCtJ7LP1zz/96Dt2uvP6hVNzjUx7VuySKO4YU0ynAnxLw3w3OdaOZau7MSuu3n24vrdF0pQEUidGZ9aqyDS1jFGAFKoqSnCEiVMokUAwBAKURCIgMYPiQCAJBby0cNWyLcQ6Sg1ConWlUupAHyRQSvQUgEkIAJBEXhvJTIG8Uqaq7ItrCjExgZCqrvwxBSIiroMPwDVAEaAQHAFoEERcmhgqNwUkIg/ooP5UIpAKoW77MgMIRmIMzIoQACx5IVAAIiMzWOsRWSAyglQq1JFU4MABBSJDbeVgJlQGAeGFqoURAxAwiIMHYYgQpZQCWBvJksez8c7eVlkUtsyJyEuhTaYb2XiaF7aywQUOgZkYiVhQzfv+GWPrYOpa3ziABMqD6TUGhBDIUmAKLFB7PyMWtSGm/rmUpRcClFJCoFISQRRFidI7X21tPxpMtryfxSKLIs2BBAogECicI0ANyFKoYjbTUoDjxbn5hWhpPCySJHN50CYunYvS7JMb18YV/Z1f/nuEEgv/9a999fix4yGEdqO5vbF588ZNobPV40dQxYVzS/1+v9f7rd/6F7/7f/zOkbVD3a56/Y1LR0+ctBb29ieLh9biuFGVRa/dGu7vlPkMOJTAoMwsny4t9IejabN9SOk4Thsxi0DelbC00Gu/c1kiaCmmk+FkutdMkjhKiMBaRhV1+ws7O/ukdf/QofUH963NJ9PR1RtXF5ZXu925H373z/Z3dhYXFoQUh46uLCwt2CoP+XhlLkPE8Wzq7LjT7aJ3kypv9+ZLGzyoX/nVX8vz4kcffOhC0EY68CBFlbuyCmnW6XbmOu0uUUBkBNrYeP7mm68Bgg++vvpKiSgFQIg1Pd949nzjfrd3cXFp0ZZeCR3Fav3Zo+9+/8+ypo0awpiUAksdlAiInjgI1t55Bqhy730VNzMlkMgh+0gmVUXDqSPWb7z+am6FNnGk5e7W/vNHj7NEV9ay1BJRSdVtpqvLi41MkC2IgQmZgkAOoRDKBSIXUIpWq6WrKlRVGZyNTNxqIpCU0oynY6mjRnMhMrG3ZEvnbCkVCClsVVaVk8rELCQxImqDSkEItiis954VEVshQGstJXpnAVgr9XL5M5vNEPs/9/bfWltZm+abPox2955OxlvejgbjqevOG51Kk3inAHWj2bYOlOHCziZPJ19++Wh/tH3q7JEIK2BPTNv7I60SoaQLTirwYAM7o8Dag82P0pF11lrrvTfGCCGM1gAshZ5NXVnlAnlpbuHMsZNJ3Gg35+KoMZ7t3Llz9/jRlel0mjUaV956+9TxE//8X/zmpTOH79+7m9tosBHqsM/4aUPodrtzaPHQ4Ujw+XOrsfblxqQSFZoghCeIAcAo7ayViFInBBGi1DI4sLvbG7qzONXNb//kJhg+eWLxxNE3z6y8de78+vrjq9Pp47u3PhpslLbI07h99PBZibGJVKxIFvknP/2TR9NnA2E/u3b9wtqFJs/9/V/5J61GM9hZPfk7KASjtNYJobwPTDiphkpyCI6pykurtRaoCmuFEEmSGGOE0A5IRtKACJVzvvJKSCGFESFAo5+8cWIN1F4+5Ouf37M0GOxvx3HmrJPCGp8Z0UGS+7uVLfju3XuvX9pKl1pVFdjLQeljM2m22lKpwFw/0E1iIKAQJniBnoUAadA5BwITI4FYoGlkDWO0MTpYDOBI2EjjZMLAYb7TGw8nb7xzpZn1Ut9amJsHgPZiq6rym7e+QEFKm2aztbc3aLfmbGUBRZokIdBkMtOR6nYWo1QuTNo3bn184/61Y8dWW6105J/cvP7jp0+fnz11oZzYUyfPDHeHh5aOfPHw+42svbs/bTa77U4XQGRZoo0E8ktH0hsPTKPdm+ZlmqbMjMDzc73/50//JMva585eCOQVcj2Ms85KpSOtAwICGq3jONYqct6RJwCKIhPHkZRSm7hGInhXheBCM5S5zWdFWZVPntxZXVspCzTRwoVTv/j+T/+H0WDSbR1zrsrLyfe+/0fGKKYQm9ZgNALJj58UFy9cunbt2tPn61Kq02fO3Lh+6+69L4MPzaztKrt06JV9e213/Hx/7+lb537NBdjamJgoK2c7gqIsNRT0nbsPB9Ojc4vzb75+AQRrEijSsbNP1h+9cuGVLGs455rN5vPnz6y1O7tb29ubdjZzQczyQikiIoEgBCqlBEim8NFPPkyb/U5/KW322q1mkVcUwv7uzrVPP93Z3VGI7XZrfzZeXFw8e/pkkc/SLH365Mnhf3D48Orq3nCUV36WTxqNzJFjEIBCCmWrMknioijiJF5eXfGlv3X32qX1i0sLr6t6RBmYnGdkriH5AVh4D0xKShsCAmoFqZBVVRkR3rr85tLSUm4tSyERAxEDiIMaOCMK60oEIaTUIFWNHSB2vuh0ms56Jqjr+bWQCqD2RzEdzLRCCLXw6cAEUBec5EExsBbF1dtmkEK+ULZyvW86yD6GF0nLA2nuzwiswPDSilW3o142b+o02N88iwghlUIGKCvnA+VF0evP7e7uvv/+X8VxTOSlMT4EEPJ73/1u1mrfun1nbzC4fe3mcDgMdtdoc2hp7tDyytmTZy6/9uaZ06eZwjS3AYOI/YPdm1dv/NUof0qcl1j8+NvfWWzMXzl7/shct51KPR0pBKNQA2uEvlGumhxReOji0YqObO3PvlzfWt/aHrvQml+ufGUxUjIRXgspQGDsUQIhMQJLRBccoAcOAEDsMIj6DCsQQQIg+LocJoHIoUQkBIbaUKKkDv6ADiClrMnVcRQxEBPRQV/qZyzVQJ78C00AM9XuDJB1rQEApEicB0QhBHgXOPD+/m5daxCsmD0xBQrk+Gf0sRoxwCxAANX+MQhACCylBGQmkkIAikAhBM8H2WsQQCiwsg4RXQiAIniu09j1q6U+CiAiE4ZAKBUz+RCAAxFJlGkSJUki+1ALYO48etDU6XAwdERFVYEAYgJmZBT8/3ldvYTv/M0PIqLgmPlAQgsHoRqtta9AKg+BlJZCSO98mmbOOmZ2LoTgEUnIktFu7zzXBluN1AfpnQvO2soCgIpcIGZiKYNENirOmpkvXYRxzL3prjM6Yl+x8gWX1ovrP7m5eOj4u1/5uVnhmq32O2++tnbkqHdBCfngwaP79+62Wt2F5SM6bQmdJK3G9vb2b/zGb9y7d3tlZSXL0itXLrfbnUPLy5NJNb+wYp3f3tlSAiQmw+Ggqkogzwq1ks1GYzKZaG3G08HjJ/f780tx2jRGz2aDe/du9zpNpmC0DoGTJCM4gJgFRptX5y6sLCyvTiy5YkxEiZbeuaVOc7y7+fDevfle7+zp06PRYK7XOXFsbTwa9toda+1Cf7GqqihKp9OZ80ViIuG5si4v3dtfe286nX74059a56RSzCCkcBSGw2GnM9dqd2ojXSDSSjJzpCMkKUGeOXGmmEx9WYqIOLC15S6Uzx4/iBJNYCs3IYQgrA1hd3t7YfFY1mDrRlVJgYNh70RpNEeJmk4L68soMoRBRCIEZGIpyAdflN7EndjqNy5/s9GcD0GQd5UrHt9/mMZpCI6AtUAIPonUYrfTijWE0pHTyiCgMRKQtIx0bPJipKQcjQaAYeHQgojCzu5mcL7f6Zcludl0aamfGuGdkywF6kgnsY60BgLngw1UMVTMHWassVBEUEdghFBKmfrPxkQA4FxZB7/rPI3SotEwW9tP791qrR19dWn+mIryO/c+2bnxE+/Q25AmyXA4VjLWcWpMU4iI2SOwkTJupI6CjKLHz9afwrNGls71ejrTjCpYFGgoREyRd0joiX0g0i+8AzXiOoRgnWNmY2IdRb4KGqPgrRSmKqp8Wm5tbGoVqVjOLfRWjhwSEhEha6TMnX/6T/9ra6u5vrn/8NFomk9no+B9PmUZdW2xv799/8nd6PrH6he+8fZKe5GYGWz94KizFhSCUgoZhFAIqLVst1vD/d32ZBjP948unRjP3Na94sZff9pfEt9470ocV++8+c1Xz/y85Go8yCf7VSKW7VQhMMiKsHj49Paj8XrzyOLFV49PNrYk4mD8fHl5DZECVURITAJFHc6scaHM2FCNdqtdv3fWyEVnXSCSQlRVVVm7t7/TnOtbWynQcWz6ul2KQJJBoGg3YCg2nmwPp1/ubZd7uxMWAaRwZJfX5gHU84dbC53+/t6O1sI6vzXb/O1//T9eOPfGlcvfmO+vJZ2WtJDnY0AZpymAiEwCQEVVxJGuypx8sN56csQcAjGxUiaEKYMvPYkKFWc+WBOJvc0tkLzUPnT82NG7t+/KUk8m0yOHznnJLoyu3vpwMHqqIy5Ld+LopdfeuBx8S+s2u1FdhDI6yjKZ57lWDcU01268987xabU7nQ1Gk+0As4VOT/GiINNopLs728GVMsq3hpsFNW/dvT2ezpIknc2mRLS2tjocDvaHe1Ev28mHVZE3W02V6Uaj9fjZgyhLVtcO3bt3+/ypTpR1QzgoBwtRABDXpW0plNHsXU3cJzhoDIcQirJkwhC8D8F7FzwdqDeN3tzc7vR7cRY5H6I4Onv64oNH1yF+pJqApmVkVytpXcFqLNEIoayjz2/uLK0sP378UEr91x9s57M8MpGU4IPHEPZ3S9PuJ2JlZaHXaR/66UcfLS51Pvjwe2+8eaysrFYxs0+S9PnzzYYJ5y+eBfDjcTnKC5m1PZPRUV6VwLg3GCaNRgLc7nVPnj7tgwuVL/KciYqi8N5OxuMiL6QU1lU72zsPnmwF+iIEr4QY7O/2e93jR9def/01b21ZFkxUctBKeGuzOGEK/V7vR+//4OL5c5s7u0LoygaB8PzZ+vOn661mBhykgDwv8jy33gCLWKUcyY8/+OxrV76iApMnQilrrhAjOgLhWSACIQbK0WmlRHC5I/bhxNHDW+Pxzbv3lZRHj6ydXjsUx3GaJsFaIcXezvadO3e2NjaPHj1+9OjRXq+vGg2b585aY7RzXgpkrIOPyMwsahg/ca0Iq4ldFABAoKoBtVBfQoVAIZwPDMAshJQCMQQ+4NALPGgUAobAtTDDeV8fcYkYkQ+O0Qwv5QL1P3kZJ60jSi/HDN57RmJmCYKBrXPdXr/d6TYaDcSwvv7s5o1rP/7RByhVlCY3r12/fuPGeDYbDofHj5003XancfjkySOvnD9x5c3XWo12WQShBLEPoShg59Mb1/7dn/7+g6ef/61fenvt+PG9dSrSxROXv9lbXBWG17eedrU2AmMQrdgkChQ4Az4DJ9kFCoudxolmP36ntTEZX/3y3tPRYHMw7s0fynOfJM2iKHtm3nkrGFCyB2LBNS1C1kECT3XMFiSiqM+dXgiBIAIEgUKBoBfHfeJ6ZyQEMx6c0lgro7WiEJRWB6rYAwVAHW92AOIAX6HqWwcJIYnIWg8WpIwpeOetjsAkUVXlzMF70kIyBKkkEtYgAqVUCA4YqK6FESMgCwFAB+lqYh+E0bKqEYBKIDMiuOAZmJgEytrJGYiEQM9BCMHADIwAtcy27hQKlEQALAAJQKIUgbl0zjAIgc76oqjG0xnKpLTWE6NAYg8csDalIQOKGlnyos4IfzPrLFChQH+ABA6IKlAg8sBKaz0rGdAC1i9I8CF4TyEEFCwlGqOVdlvbO5tbTwm8kGSMwINfAaF1msTpLIzjRDH5Kp8KEOTCdEaHF481TaeaUD/tVmGqDDuqAojPbn7R6q597eu/eu/+k5MnT77zzjtrvUZRlpFJ7965++jLByvLh7r9OaFMYDRxur23+8/++/9uNByVxezc2dNvXXkNkMqyjE3cOtTfG05LW9648fmN69f6nebGsycc7Pxcb3GuNz/Xz5JYG8VMCOHaZx9u7e4pHXd63eH+3s0b148cWdVa99qdV86dCQTO+06nsz8YJFmLZUjShiNCDtO9Skrl86nRQiVRv9s7vCIJlA+0sjivJI8GA4GMIKu8QOKyKIbDYavV0loyCRUlo+nsrbd/7tJrr/3bP/i/mYXSRkrhvQ/slVTNZtZsNpQQxGE0HkqxGoIXAqQ0WkS9Vn+htzgc7RsBksKdu7cQSWmRprHlTKBBVM6VWSPb3xulaf8rb51ADCaSPpTj6X6RD0eTrbIcUxBEY2srSyGKDbOPRGwS6SVv8jgAACAASURBVKopSgxgNreKN177uSRZ9FZVrsqi9JMPP1KCjYmqihNjnHWxlsvddieJpK9AkARAdsTkCVTEgUvvK52Fyk/nVs1sOvHeZV3dWzzx9NEzZNnvLUwndnGhWxYOZQjgKQh2DMzBehReKo6MllJ6mSBikqZKqdlshi+qkdoYFAJBGG2ccwhKSgIgIVAqdK6MIiNBPLy3u7c1OXy0wTwY7xeRzLzdWZhb8GWFwM67xYWuwCw41UgaTCEEdg50aSb59LPvXn26+2EUyZXFzvJ8b3l+4dLZVzvp4nh3FGE/Ut3Slo59CEEI5TzNZjPnnDGGQQQCIkiNzOKmVxRHqa1Ka/PKzhgCcyC21mWV9dPZSCk5m02PHTuy8Xyz1Wo0F+ZfOXPGRFGj2ZhMhutPHz9cf7a+vueCvnr1FuV29eippkrqR0btFFS13IuoFhVJFCiN0UpBJdCyclvPHnzwpz+osHv5yi/0kiPdxcUP7ryfRY9fu3Qy2KYk7/JRM8b+4YisSNOWktble9YOTUqHep2datdbWj68dG7lzP7wyWi06gohhNBaaa2iKAZAKaTzQbIiAiE1HizEJAWub2hKSmN0FBkh5LPNdU+ZjLQEEWwlBUZaBkEKVXdxPrrGcdQ4e+LCutr7snr24NGdzPpqc9c0dFWFhO3zR/fiTAhBzQ7sDmC+n8+Evr/lxnSi3Vo8ml0BkmXlCESWpUGwNjrLVFlWjUZaTHKqSsNKSkWCGNiHqtM11lUsrHMlCgDnhIrm59s725tvXHpDMAkvnj98+pU3v0ZxMoPq7v2HyiTnzl+6feuaLejZ083JeJbFrWI6A/BJFntPtvJRZOIonkwmClvBOWerXnuxHVeH5myACgUDESJWRVmVuS1m1WTUaUaTyWR19QwI6HY79+/fm0zGo1HR7x+azTzImRCitHYhSTDwk0ePIpl0283pcLSytNTMGlEcC+fqZe9BZUVK59wsz4WUUmhE1Fq12s1aSlIX/UAIBAUsUCmiksgH8kWRe+/uffnl2++8XdrKVq7XfnWnsTWY3HY+z5LDjZbM81F/QTm3IyD1pR4MBgGExaFu7FFAJ1Tai2zlqsopo1RQk8In3a6gJe9m/ezE9z/8qyOL53/v33zr/MX/RsnAzMHbXru/vzdpLKul1WUA+8XdW3/+vR//w//qn/hAGjAEqnFYQkpra9uZQakEBdVKpJRtIiLf7/ZGoxEAGKNH49H+/v54PAwh7O/snji+VpUFAEzGk/q56LyPksR7q6Q2RldFGUXRxx/9dHf/z+cWlteOHtNJ1u91Nzae37l75/VXLyVJpISYzWa9uYXhcGhMHAuZmPThvS9dZRUwB18BBmZkAIWqPlYKEAerYmRPQYIonVdCPt/dX145snq8yc5v7w92Np7EcdxIkiSNd7e3ymKmpEjSxNrixs3PpdQ6jpeXl/u9OQGohCBihJo/y8ggAWtOE9UUYiaBqESdrK33tFwfN+qRrpKC68YYgZDiQCoGwIGwjioiMhMIcYCwetFSf1laFyiYkTkIIevu/P9PJPuyxyO1AgAKxAgAQkrhvLfW+RCEEAuLy/Nz/bKyz7c2t3d2rrzxeqz1YDDIGo1Op9Pr9o79v1y9WY9l6XWmt9b6hj2dMU6ciIzIyMi55oEskhJLIkWpJahttw24LdgXvvKF4QvDMAz/AKN/gAFf2m7/AV8ZMAy0jFa73ZQoUSyyVKwq1pxVOcccZ97TN6zlix1ZpJXIi0BkZCDinA97r/2u932fGy/v72/nBdokOrdgjIvq6GJx/OT5p0+OP3tydFr51Y//6Md3D2/qkLxx8+6dH35nd3insGlTLW6MD0N5fPz8WVhXoyJJMYyLxEprkVLNGplQKYm8WewnavzK7cu6Ol2vlz784tdflW2R9foNFhGAMAgbUEprg0gQY4xglTbMCkmiSLza8RtEYABk2zX8Y1frDVYZARAQUuR9EB+EGQmIMLWJc22SpYS/TeoDISGAXO3au0x/27Rw9fyAAKgUedeaxBrFm/Li+bPnk/4NxA5gLYEZFciLloYYI/1O+1VXivEigAVASgB8ZEAKHVqCpQOQmEQBSojRt23btlXbMANziyr5lgYMICH6LgDXBenoxdOOCEMUrYEZGudiCM61IYSybpStGcjHINIVvl79+gh4pTy/SOD9biFadzYRrmKOhCISmQMzI3b7AWSOzBwFQCIzKKUUYogORbzzs+OnZX3RurVSAIhtCyEErS2B0ioBASGKMRJCnucJ6FDHnel0mBbcwLgYd+9ORJiXzePjs3uvvX14462z88Vr9167e+tWO1s/XZwLKef46PnJ7Vt386I3GE2aiJj0Zuvyf/2X/zMqyor8pZfvvfX6q41rrCER3Kw3OaskMbMnF6Px4Ec/erepNq++fC+6uqo2ri7zPM/SNHIgJNL08v1bd+4eOh+cczvj4v7tQ++8c64/GCTWhuCVps1m3aHSlTJtW9skyxP7YDaLtSvSXogBEAQNiED0JIISWcQQCON6sUxsFkNIEksEkduyakj1Asu7f/hHr77x1s/+7ueRARUarZ1rtdZAUG4qa6zWFNmfnDyfz+fe+zQ1KCiCZdMCUeNaJLLWxuiX8/l0Z5ImFhkhJuJVaGNqbW1Ja0Ci05NLYwwikGIhM+jfTO0uR94abznXRm7asAZq63pZ101ZXrqg8iL3zuxdu7137TWOA6A0T9Xjhw+MAqNt3TaKtHOBRCbD/u5kZDGwc6gtkPjobEpJjqidUtWDxx/Xfra9N8zyYbk+l45/kG0V42R+UV6u5+W6Tc6PJ1tTk1FqrQQTaomOQVSIwsFEVsAImUfENFVt60VQa3OVAdeWSBNi53pXSpEyWlNdl23Z5EUKACGwsX5Tr7/44oHAwqStsWQNaaUuL2Zbk+3Wy3IxS23Rz0fAEdgboqwoKtf40JrE7B/+oK3ny816Pn/Sy4c2S0khEXAMIbiOkmKTRFsTmVFRV5zSuNZog4rOL88u55fWZDFiluXWaJtkxoigNwZ80CwsrLwPw8HEVdJPxxTVZh5W5zPUGuTUWOolo++/tv+9N1MW85/8s/+UQ8ytmV2ctrEmwhCFmQXRWhtDkK5klBSSRaREk1Fax/ZkfnFtov/2vfdS8LuTW+P++JW7h08fPjSx3v7Dtz77zeMvfvPBdGv0yv17+3vXVsuzREcM68BNFdf9YZZY6zmcPzk+S55cH49BGhYKnp2HLh5HRFobQv2CfZoQERIiaUISEiAkAg4tESEqkaitZsTQemm9TawGrUhzYES8lU9vv7ydj1bfu6HwR+nHn/76ww8/XyzcbDE7W1xiUAc372WFTHbTl16/EbhuXKtMEXyr+Pzx14+S6e7e3uFwOKyb6F3UynrHNlHWmKapy80mT/Ik0c7XzlVR6tXm5KvHX5PyJiVUEjmPQRSZyWRKKf/t3//i7TffVmm4cXt31V661v/6848P9m+9+Qf/NAbpq8PhYLQ9noojodooi0ZrQ8w+xBJQC0OvbwDI2mH0vFivlC5CUASpMaZufGLyQWooQz3BlucuLpZnnxeZdq6KlT3Ymda9JklT58Lr99951VyeHB8dqWfNvPJt++N3/vTp4+d7k+sKbYygIFXaAilBlO5C/qIGpG3b9WZjbSoi1mpAAWAiQqTMpohKRCDRgDqyC7EViaNxUZZliP7o+dHW1rYCDeGVWwft18/WJl825YbVSVTLs9WKJQz7273tUSnnVVU/PPmyKHpV1aYmXzdOBFWq06Lop9O95NZqQ6EeusYeP28V9KzOv/7q2WoeR+NGYTLoZSIQY5Nlg0EfAOOTJ49Xy7JunNKWlCJlADqgrCRJzhK9D0iobdb9vqhUYtLFulImiTE2ntN8cNgfxuiVIte2imC5WHD0VVk51zZNU67XrNR6vQqCjYsuMLmQZsVwhJv15oMPPqi8S6xdzudZlrWuZeadnekrr73xi1+8VxSDyKyUK6tyNM5m83MNwNHXXRQHlY4Qu0RkYEFGrTWqxDlnNIbAhuBysWAA1zgFNBiMNSdaa++aDz768PDgem/YJ5HFfCEok8kWkm6cf//9951z//TP//1eXnQoMxRg4U6o7aZOBZ1Y+yJZg503QCERC0BHrmIIMSilRCh2nNAXK2mFKIKdNmaMiYIchUh1QfMXQKxu5JUXM+tV6r8T////hC1AxKZtu+LuriiXiNo2CIDSxjknTWsVAdD169fv37+fJMn6P1jP5/Nbtw7KVV1V1eysPr84ujxfpjmIakHVXz356OvHv9k7HOWjuB37W5Pr46LY0bdev/vWKN1xpTFOA+gsm643qyenuLP3ncGgJ645efbw6fOTcS/tJ0mhQ54Q6jbQRnMciO0HnyEfTLdak/7eS698fXL20eefP1s9IdQECYC1WT+GlGyCRBwlCBq5svtAlwmMoq5EVlREMcRgRWvlve+Gyc4h573v8lVdU5cx2rlGZNCtGr+tCyNSRKb7HMcIQoiaiBAEBLUyLmySNG/d5uzk8Wz+DIECbwk2zB2CWbrp+MpbEpmR1QuHCiF2bWJEFDF2yquPwcVgrQGFglf1bywQY6ibpixLF0NVNR2jJcJVfeaVqK9UpwSzfGvz7Y6TCMTAHQLVN03jXIOIZdtkXZNWjB2S56r9F0CgYymI1joEf3Wnf6Fzd/h1EOowcF0VV9cU1s3TwgKgiHTwwixKKe8bY0ibCOgWi+PZ4kS4zTIrElvf2kSTAqNVDBEx1HWt+2o1X4z7g+DCIC9eunurXbe+kSK1xM5hS9aerZZns3D/1d/f3rm5vNj8yR/+6UsHdwZpZpCKvvnV+x989fWj+y+92usPrE3OLhcqydbLKu2P/od/8S9c284u5pro7OxoObsoq7Vr2n/1r/5yNN4ZTMYf/ebDzz77dGd7u19kg6J4/bWX09T284P1culDEB9VqlzTCEiAAMyJUhEw0Zmkkvd6KNK2dZrapnFK69SaLDU+wt/97Kej8Raa4usHX7752mubzSZEEsTro10FfHH0ZJglLviqbYh0YhLfMiGGKNH7/qDw4gFjE/Qrr77y3R/8/r/+q39zfjlL84JZqqoaDPp1XROiNWa2Wff7Q6WIFP3kJz/WCpqmSXRy/fC6aIAoLgZljE1NtV6PxtvCJKxRqywxBN5qfn7y8NPPPtjb2yt6w16/pxQzizaW2QrTV589f/L4ZNzfvn5wIyuyorfX62W7WzorEFWzWB/9/S/+dnd6+M73/oz9gCWBAKvqcrk4L/LUx9gbDNbrdWrtME/2d7eHvdSVixgajVYbLSJFbk0mF4sj24uiKuDmcr5kNHXtPv3o89HwmsLi6eOLg+v3z0/Pnh9flL983ybpZGdn0N8aD7bu3ro36m9ZZdFrgkxjzqyEqo4B1rZtlmXflsp1SCRtNJN0O/d4ZU7LtLaudYgQApC6JOWduywGvFmfmyQWeVrXtUKUKCiQpwky+3JtTZooCsEjqlRDZvV333pN1PVeoTbro+jmP/ze6+j9uopJ2uNW1c2ajCWt0jwDgNY1Icbu+oWIDBKZta1ZsOXGB2ZX1F7zJqAKKomR2zRNEpv3eoOckp3t6fxykeV5cKFpnCZrMNlUpUJa102pWmWsZwxClnQNADF4730Izjvvvbb2d7xq2PWCR4a8SHqF8qEZjCfXfXz53m3E5JsHj7/69O++nq/PT8+O79/72V/+H8+fPEwt/ZM/+fHWZMBc24QpeqXwfD6HRM3Xi2SQ7e7vbvem7SUDRKPRK0EC5gjSXTQxxChXGV/FkbTWnX5MREopYxJhFBGlrdKISEHAJEls3XK5UoKYGDDk6lraZlWvP/v62eRajZzEoF66f+dHP/yTi7NWoX786OmqrLem4529gUl95HUdlrPZRdW05cYfnzzdirhcXqZpNpnkWlnnvFJ6NO43TVlXm7IsbVLExFTgyrA4vfzq2fEnypSnswchNhH4pZdeSlVWNe3R87P4FeV5QUb/9T/8X1XZXjTPlouqyHvb23uz2XNNan/v9u2Dl3q9wXq59j6Wy8tBb8gZts4ao5LcCvsYHengvTRtoymZTLbats6LYdOUAtwvshBCXS+UoapeWzue9F/7ys3X1VoRLddewKT5qF46EA2ojPfX+8X09qH37QcffHD+rN3denl7vDccbGdpsak8KKOUNoKRvDjuru2d3dnFEOuaiJi7MgToUsN5ljvnnfOKNJFOM9uGisUrpbz3Wttnjx+O+8PEplVjdyavzxZfPz37Geo6iTOhxmpTVW62OLOZRLXKBrpum4pr00sZuVzPh8ORUmbl18Zgom5f33/5+WNvQRaX8vL9Vx4+eNLrZzFGQ9h6N9mabqraOTg+vtjbPQSI55cX73z/BwKQpInSWivrvVfGeO9DZCRQ2jAHBgbCrtgnoihrQggMXcQJXQw2SYQ5KXpVVQ63pk3TbE33EUUppbUOAnW1qcpyNZ81dVVuNi3TwWTn5ORsaI2Q9Ho9iDF4b62dz+ZtG9555wdPnh4tl2tEiVT1t7KyLBeLC43AmkIU5ggSMaJCVIREqIAwBi/RKKIQPIBw5LJtF/PVoCjaqkGNDMwYbZqmeR4Rg/cEElEuF3OTJk1b9Qejd3/8k9SYJEkYRCvV8Z6IqHMPSIyd4aDjnYYQSSt60VuEL8ZbItAamSXEKEhaaUDstgbAXTmCdHVeMZKg0jbxrhVmJOkG1g4dKNLFnzCEQKpTiDub5os8OkCMsbsiyO8UkTKzMZaI29YTKQCK3Jl9sSzr5XKZJkmRZk3ZbFYLa+31g63pTt95t6mWs8XRgyeP5vNZWdY///mjsqmnw5t//O7v3z98edKfcgu+NFbrEOqLi9M2CJEZja6jzsoasry3fbMXrt0+evLVYlPmiTVNSGybW5Ui+U077RU5xfWqVJpNiveT/ms//ONjXp6cnM5mq8v5quHSJJNlvWQxiKZuWXTPo4AAKAKgTsGRKMgQIhqTBqjapu4yXSwCwACokEhRiFE4xBj2rl17+PixcGBmUuqF5QCZJYSolGpbd1XcBoAIMUZSxByMjavN2dNnjz2vshyD961bNe1K6Z6rvLYGGK4ieyzdB53kq4gQMAqHEAQ6y8rVvymtG9daawSuhuuqrpq2bVxdN41zXgR8CMLc/a/O0oAvJNWu3aabcYnIA4CwIux0/RBcCIFDRMIX7gUDCPxt8KuT+ZGQqIONdd+NiDpfwW913+5FJwIMXReYNiqGF1W7UccQjTZC4kNrDTCUm83s/OJ569ba6LoMNjGBQ5JYpM4hIzo1vm0FAvqksEWscZzvjLJxvWYNaaLZJuS9a8Cdnc+A+t9550+rFiBkP/rhd169eyMTb6KIC7/67Mnz47Nbt+4NRxOOUjUuzVInkGRpDP7Ro4dKaRIihMlke3c6VUpEZPfa4dHz09o1e3u7O9NJWW7qTbm9Mw2RQ5BN3Zg09yEY1MGL0da5JrU2xmi0BSCO2JW4kkJFwDFa0z3/gG9qFmRXHz35Zr6s3v7O927de2lZuTpAYASM1erc+eDQk0atlDUGAEejUVmWpBRjdDGGGNeb+s133v3JH//xT//6r88vL9O8QIQHD74sy/Ldd98V5tWqzPP+aDB4/uzp1mSr3y8Q2XtnrY2Bb9+542KjSNncuKZt2+AZHItNUgbNrInWSuVVXX788b8LvDo+OVJK+dhdSbgoxuPRvtHJ7jXY2zto6hjjmaKxUdPN3C05iG61Cahskd+8dev7rkmElVamrBaPv/kyuBrZM2DtnDJ6OOztjnu9wvrQmMQWRcaRjDGA1rVt671RQ/Htzf3vBCnP5kfjzFC7PtxLz89WzPTs6ebR4w9MWjAqyMyqrdZHz7Q6Boh//+H/OxmPfvDO96eT/a3BDRBATizYrnjkW4PW71JaWt+KRKW0gPgYQwgIhKiMKbz3SZp7Nw8hEinXtgIwny816eVyFSPiAA0qbryCkPesVRpiKxIMZRTcIDVW2ECiG8nj4OatO7uDg8uzY24aTyQckyJ1PqZpYYzx3n8bhOh+PGvtZDJp5Gy5WlhrbWGq+gzEItFicdn49ddff26t393dO9i/hdHeDa8tLqpU943K816KQkA43Boo5BBAMAJxaFplbGQnHayws0AJK0WksGnrjvaitVaKSImxBADegdY9Q5SmtDXAEMP+5NX67Ztns3qxXM4vZ8+fHb/x0u3BsD8e9Is0rX3p2mZsFIV4uZhdLBY7N8ebsnz09ZPt0f6gt+0cR88dcYUISVEMocM6ECmOkZCVJhbnPApcxSFIKWE21jYtZVnuAixWpZTtyPa0zgqb1NEbbSPFxXr5SDZffvQ330m2FNjNsh0th/arxzd339qb3jx8bU/qUsdSA7TLdWIHuSqu7e5733AM5hVrrfnZwxtPn56Mx9etLURi27ZVpRR1zBl0HFGTQFyHeQMXXp14mu/ckMBK62K+eWxjyPPB3g11fHI+r56RskdnZybJz8+fNk1cP3Yq5P3eYDQe7127PhyOFVjf6F6xe//OWw1QtaqMYaNNllqjtdIIEFOjOSpFZIwIYlkudJdJB4gx2MQKuHyQSRCJ7uaN3SdPVsxeU0QC32ymk9396zfrxmO7u96sP//i8yh07967ewc3gCzppGS9qZSiLDaNVhh8JBGlbWJ118NojAFERYo5MINAFMZerxeuDN+GXzSte98IO+8aT+i8V9iWZZ2a9PXX3mCsVku3t/P2V19/pPJ14zdpUpRr0Gq6Xs8rR6uSjZHBYJdZqqYhot7WlBEjwOnFvNYweNmOBjdQjjbLxZ0bk3wgH3/0q+GWHm0lKAgQIjd5bmO0R8fPvvP2bZB4fHr6o3/yF3UT0sQiEgBba7zzRmuRrgeeQYBIXngLsdNrmIPWXZWWJ61rF4jIN63RaQDI+kPvvTW2blsKERRE0MOtadEfaa1iCBK5de3Ne23TtFW9dK2rq0prTwhFr398evbJZ19c2zvMilWe5++991dE2MtzItIIghhJWEAEUDgCYgRCJGAlRBGjsLoq3GL0vl1t1nmSxigRREg4sPMBtdlUVWJt8M6xNKEdtG6+2Kik13o/3Z4655QxErtwEqMAojSNV1prbUIIPgStLaoAQFc1nITdyh8IkYlItLEsjgVABAUEBAVC9N0W+YrN0JWXdptfAI7floHKi2rV2JGyf1eX7a7RnfbQEWLlqr/1RbeoXBFKkYUQFCDHCIAd7IBQc4giUm0qa2zwgWWtTWokHQ3SnZ39t7/33ePZg28eP/jiwcOXXnnz5Rt3seb1KjqXCmIdm8XZ8eXF80l/68beHYzmcnOpbWISu7xcXi4uIvvp7q3dnXFw5fzytK2Wi7Mz9pt+mq8dFIoJ1NCYxdnJ9nji5+e7ud/f7dsbkwB4sqyOluVvvj49mq8imSTridrVYFRimYnIEOnGe2NMVTYKVG5NJ9kqBVqbTnRsnevkGUIiYxCgyHOOTIiK8IUWDkhX8N1OZYwxWmsBOQQPGEP0IYSjZ59d270+GCWLlReUvb2daiGXs7PpME0z05EEEJGUYmHq3uXO2Rzjt22v3PEhUEREa8UQiZCZre24gn5T1Ztq471jjj7wi/caOV4diBf5QnlBA5YrcSVGQO7sw50FzfuWX8j/Vwxb7owxVwM1dzA9pBDDtxbtF+ps+LZolkgBIEdk7rgULEJN0yiyxmoR4UBXpcIKlGYkv5yfnl88b91SIHhPWmeEJCKZzWpXJcaKyGa1yrJse3urrni+WU62ptdG++wxNtwfDDy1pSsj+y+eP8mz6c3r9+pS9/LR995846U7+1yvhAiV/ejDDy9rOTy8tbW9FwHny8vRaLS9M50tV6WXgMKdxfyKGigBpG2bEHln79r+wW3SkOa2X/S01uvVanF5WVdl09RHz59dXpxnWVavSpaYpiYwWLJJotertdGpUkpr6G48IrJarrYm481mk6apa5sYeDwsNhs52L8+3eqnaep1HuoIQuvFZZEObJJp42IMnRASYyyKfLVmADBpJoAM8tbb3/u9d//wpz/726fPj/Jev7OyXF5eCkSr6dNPPnYxvPnWd8pN9f6vfvlHP/lJb1B88eWnhzeut22LQCKstBKRR48f7+1e00b5oLROfIQkTWMUIq6a+ufv/bvNZt7rS1mu09QmiWmaRikUhrPzRQguzYxGYOY0GVZ+Mk70nTtvB58tq2o2P2lafOn+D/v9PZbU6tQY/ZvffKWAgQQJJLBN8/GgP8rtqJ/lVitEhaCNSpXtMPKaClKEBltXhTZAbPcGt62vTBqu3bP1QfvBRx/dvTV6fnIMmkpXN75JejnGxCY4GKQRViEuPvjyp7du3N4aPf3e2z/2TaM30+5hr6MSdlQwEbHWiogPLbNXyoBQCAyAIURjTIystYkhKjUibkxqlUqtVWW59sFplZWbNQIhk7VJkQw16nKztkpARAEfXtvZ25+wCs06EYnrJaRgL57NtC6EDJIwcGTflc6SBQkRWRJtjDbdGejnRWjdWfXg628+n81Pb965ubuzZ2wf0X7xyXtfPfh0b29XG/PkdPns5JtR/9rR2fGw2BkUU4O5xlShYVBFMSCQIk+1NkmeZH0QgKZq1stVdCF2hjgAZtaIzjkQ6foHEBEwKEWkUmbdtloYNpuNNpT30vlyRoTXx9mt6Rju33M+VnVbu9Yk1vsokRAsxBB9dbm4oMR89PGnBzduXC4vnz2a99T579/f6WWFC5tuA9lV03T3KQRQqkuKdI2nARFJUYweWDOzuBBjbF05n5cffvSxkP7uq28eDqfG5C6UwERg8mJgD7bvHbwzvNX42vdgez2rLWQLwYPBLsSEKPpqExHTvlkt54SsidtmHdzGWMozmyQpIrm2zTIkQhFpmzbPbXcN1IAmcAgtVRWvF2/fuXG5qGaLk36eh7qhNuZ9sto7317fzearsC5XKpgO6wAAIABJREFU7/7hK8+OzqsmChY2IcXp/fs3NtX842/+am9vf7logkt7+Y3Pn3350r033ULms3Wa9BFpNO59751XszzR2hil69pHXnkfESB4bJqogJzPmqZFTEhJXuCifJxlyGGTpMomptxUSZJ510wm49ZFo64PyvLlt37v17/56Onx8fHS9YZDo4pV7ZK0wLZSUTRxkRYKY2qURE8IIURtum54UEpFDkqQEQeDwcnJyR//+N0YpWmaEOJqtdSaynq9LjcdD2C9WudZvphdrldLM1RtI6na+9EP/+Kn7/1LrWS9rhO9EzwfH130xlta95fLFXOdFcXF5XI0Gl3b23v69OlgMBiOx7FsBL2gTKf7bSWp7RcFkVL712+UZfDB9ba26lgztKjg9GzZOmyaGrW9dv3ag0dH1uoYu7I8IQJjFGK3ihStDCFIB6yPTIpIkaWOuhKMUYKUZXmM0djEOQcArQuIqmljmvbKsiRh0joCMlDV+KIo2rbVqTZJ0R9ir7jZJWEIhJnrTT1bLj778utyU5HWowi//OCr8XBw/+5dZlL/5X/9X/368w8BEAgQAbAbFAWEWbrlahQIhEBEAtxVaO1OdxVRCAEVM0sXnDo9O0vzTIAC82K5LgZDk+Sjrelsvnj2/Oizzz+v6koEbJIkiSbVFRFoAWEGREWkoZuJUIEgC3RsBwDqHJkMAl10DL9tMJArKU+403m7v1GEgZhZOEYOXfudvIA/XXXZE/6joRauCvDxBRBZOgOvAAh/64nsWK9ERJ1xohPqEDuHqIqR87xwzptUeR9j5MTmrfNtG3u9ncMbr9+88Z2Lk/jx+59uDybK9ObrZrZZXa5nKoHdvZ1erxdDNMoAtJv1vG1rgTgeDqbTba11DIxoEI24XmxHWe86JOPzTaiRok08GUoSx9Gh+BopAgVPoRkkZquX3djbuX1wzaKXdskiJC2B824TuVVKvG+VoSjRWNXlwq4QYnAFWeikmitlgqOAZFl2fHKSFwVcNQ7iFZ0Y6MUrCZGdMdi0G8B2U86fPvt6NjtBVa/WS++d0mIt1nVdruLdwze2t3bbpiEgCaKQjNJ41SLOv8uGFQQGBmAAxg5UqxCErdUxegFpvNuU5Xq96kau0LEfr96+7pBf0egQhWNXlCvd7aGz6HVMNWaOMcQXQyohKq3Xm4WiLgqiXxy37oQgs3QO8d/aZ4Ff+DGuTogwdmAwgQAgIhrEKjJaw2J5jtBZsJzW3LrVw0efzxcngZvBsLCJ4ihJkmhFzjsBydLMGHOVxwMFQNank8H2KB9lOsWIRd5rnAdt2shfPnyaDffv3n49Oj0d7/7kD350/+ZNI5xqs5gtPv3kCxY13bs5GG+DMrVzRZFvbY1DDD76ICFyVBoVYmd4FwbADvxnlLLGJN774P16vZ7P5zGwsSYviuFovH/94PDWnf2DG7vX9nf3D/L+oOiPfBTnYxAlpCKLC1EbU9a1tglqLQCA1HpnjSWFRhkQiSImSXZ3d7W2eVEk1s4vLx588RmKTxIbmZEUIPjgZ/N5mufLzdokWVm7O/de/skf//n7v/7NNw8fmiRBxNns8snTR947jXTv3t1ff/APRb9/bWf3wTffANJqvfKuefzkm+n2tCgKH7izRW0263/9f//la6+9ioRVtTk7Ow7BhehDdIKZgO71R+PJjtZ5mmwlZkTQi0EryrwHRHCu4diahEG1jksfqqdPn1wuZqSFMGnahoH2925FVsYkIvzNg88361lwjVEUnFPaDIqeFt4bD8a5STVqhUpbZZIsMUVR9AejLO0hGGSrVZ8wV9JT0lOhoNhjnyvJd7duHB7c+ef/8X92Y/+GVcn+7kEv7ee66KXFZrUO3ofQKoKzsxOt4L33/s75deK3maNc1clxCD521aaKuo+vsINREEEpAmSTKJFAxK0rRZLIIXLTug2hNE3dtI6UyZJ+VcUsHVg18K0BzEhphoiIPkBdtzEEANbQZpaK1PaLXEIEZgTqpNEYGQSyLA/Bh+CVupoYuqt3miZ5nut8ubs70dbV7UXjF+eXR4+ePlhtZsvN+c61kUBaVu1q3bQ+Hh2dn51fbk0mg2GvajeMPohniFW5Cc5vNtViuV6uy7YNwYOruW3ZhyZy7K4t2hjnHAhcFekrba1SClnIB+CoCMx0Mp1sbXsX+8OtuvbL2flqtS43ZVVVzvvg/XRnJ0kyAmVNZsIGZfbVySefH316/cbBarkiVDHS4f69cbpze++Oiy/8+fA7D+cAV72EEkghc0TCbttJhACirmInUvvew7NT2+v1s/60N2bnY5QgwSS2KjdLfx745OLy0+n2uJdnwjI/dxom13dfVjAoncL+uIaEk3Gre2awq/tTO9jLtg/S8fVoR18/Pm0bPxpNi96QOdZVaaxKrNZaExL6YCQmLFLVq+PjH77xxqs3bt7fPbi1dXPLTLb05Nq1vVE6zlTqVo3flMMsM4IXx2fVvHzy4Ml6NkNuEsvnp8flZqV0HI7yql2eXjw7u3j497/8q2pVD4Y9JO0dbDaNIE2mO8t1uVjUIRBBBKS69m0TvIPoJctzAVZW0pyCrHTqUPnWl2W5qNuKOZJSl/NF1brBcHQ+P699XTblstqg1Zerden87v6hTYvGRxHpFbkxNkkSYCZg4IgIHIIiAgGO3HViAkiMcblcHh4eoiKljdLaR58VmU5sPhiMxluT7Z39gxu7e/vX9g72rl8visJFTziI3gyHw005e/r84dHzs35vC0CG4x6KGQ22Xrr3Ut20X3z2Wb/f4xiJ5PzipCxXvV42HCcIg9Ho8OxkbSgxpAhka7xz/fr9zSZ+8sEHr7/1esu1ybL5fImg+r0+KTq4dafXH51fzrVCRWi0Sq1NrLFaG60UQucp1AoQQSsCkBhiv9fPsuz8/Nxai4ibcvPhhx+E4EREqa6S/YroFLzT2mh9pX9prUlR8AERO88nC4cYIzMICiBHUcZOJtPR1mRv/2B7Z7c/HL362ju3775ycP3wlfs3NQBEQECIIhwB4ArsFFiuwuoUmyYIoNYJIpHSz0+PXnnplcykzntNynuvDSmbzFar4WisDUXAqg2rslHEE8GsN3CuzXv+9Pzy9PSUY1Ag13anN2/eHPZ3rFLOOeeDTTPnPAsQIRIKS6d8CQAQAooS5X3T1cpGjjFGpRUSdNClFyAmFKDAESEAMzDH0PWhMgirF5Ggb//8lvD0WzYpXjmiOkwsvhDiADuLL0MEJoldUUCXA/rWlNqplCRAm7UrisIYdL5UxvT646++fvaL9361rus0y1JSj56eKGNIY5FnO9tTDm30PikynaiTk5PWV4PBYDgcGq1j4LZtrbXL5fr4+Ljf7x9cu90foI+tC+thMUoyfvr8m1+///e3bh3cv3vr1s3DeLk8OX08pHZaaFcvLeEIMbdmeOPA3L+1ZOtDPDo///Lhs9KLGk9VUM5XSVIoEpAYwtUKvutX7UjKzIxEzByCV6AVkdYqxkAdtA2k47EJexEABCIxBgF9iJvF7GK+OG/bajQaoJIYuNcbVE0EcMGLNdnz58d3brymtUUGbQ0AdGIqwxWs96o4l1DE/3ZGRLFX0A6FABzjutzUrq3rqm3r7t2+GoNfkOeUUl2EC7sZvNvciyAgsAAyMHdh1auuxxdf0NkH8zRpvct7GSKwoPeRCBFJECV2Iz1/u5kF5H+cD+MOvdbRm7G707z44s7eFrWR2eJktbmIXKeZBqQQIgClaapVJxliCN573TYeUQtrz2CtGadbeZoG7xXHJDVVsxZK5vPVFw+fXr95f3tyTwJ+/6033nz1lUSZUC4Nma++fvrFV18dHh5uT6e9YhwBq9YPh1t5njpfldUKtQYISWKuZGgBIqWtQuKmbZxrbaIEwRjjfRNCtNaySFO13QustSZlSJl0nGSAW2rfu8Zqowi7mhsf2vPz86os4XK2Xq+qTZll1hhDqBiIkeu2UUarJH/y5MmTx0/Gk+nOtRus7C/++q9+/eEHN/Z3xTfXJqM3Xr7PEot+7jkGCcOt8WJRvvujP3rzre/9m3/7NyezeZYXROi9W29W3vvxYDCfzUBEk2LvASA4Z7UG4J3dndZVHZ7Ne18UxWo1R0bvvHBIk7RScTBI8zw3SjvngurVIaT5VoqD0ejAGgMcrVFI0RiKUl/MTs7OzpqqrNeNMiHJUGmV9OXJycfr5vzezT9Ks0JxImgARCn1/PjJ8+NHubXWWoOgFHKIEMJ4a7Tdy/sWUqPIGNaJTjIljWcG4CTNi6IHoowxPgbnXFmuV8toTaK1CqE1BdlE35reOHty8v2XfqATq5Sq6pULwYewadcqgdn8uKznIbgfvPNWalKuOYbQQVK+ZQdqpYQ5hsACSmkEUpq0ISKIUQBbVC1p6Fl0vvG+JNWAxMXqouj1Ise2qbSyIcJkfENBzjJUegAKQCrkGFtQol3TlFVTZMY1jtBIYGaJAbQxhECkGNEYyzF04J/IrJQCYSJljK6rMk3ssH//9Pyrg2svg9m7XBw/fHTU1g5E8iyv6xZVUrp2Np8FhizprduzJ6efXK4faqWn29vsMOPBsNhqqk0MJKTTLF+vq+gFWSGTZxeZBTrTfMcL+C0dMIRIZGySCivXhhDrxrGADbEZ5dPeaDga5kj08NHXHRmxbNqb9laRJd4zAmUJocSzy2f3X707m11e399P82KxrHav7VDDWUKrpkMOs1LdsrCbcEGRFpEOXQ5C0o0BgAB01bBCCgCSLI8CNs0b79KiqC5mvX5e+ybLkqXCxKXG9na391Znp2roZ6ezZ49jfuPucl6y45aDK6uyLEXEKGWt6fV6WmFRFMPhOFeTm0s9n30YI9dNSUS9fpplSXeVS0zimspkiZZkPDxYDuaffTh/9eXtLLE210MjsKta2GitlRLzOrC0tS+X6/VP3qDZvH7/Hz45vzgv2+rLn/8atfHswSbKZIeTfg5zAfijd7/78OvZF9/89Dtv/unetZeH/Wlk/unP/m6zKRXZ7e3dV+4c5FnmWlYESYosjYulh/lydXx0+mDdzLJEj4YDoxVkG0OKRR2fPf3oN5/Vfy//7X/3349GO1VVoZbD62Oy6Z1b10M0q4073N0rivHR0bFSlGgc9dLVxck3X36yNSw0olAHkALfBBeiCJNRWuuqqpqm2d6ZeheZOesVjLguS0Vme3t379qABYChrlwMYbmYGxebkhHtcta+cufPlosqmZy7Go5PnrI0w/7gTFbtBga9ye2DlwP788tTdtJPh3meFkX25Ogb8J8fXP8x6Xg5P1/Nz4sEenl+7dr04cPjv/1/fvbP/vl/JOQ3ZfnBRx/0k62/+dn7pNxwe2u2icxglLI20cqIvIhts2gikxhmdi4qQJsm0dq28dOtyaYum7oZDoZpmj569PAffvVemqbj8Xhnunt5efnnf/7vdY7EbrSIri7yniBpbZq2VUqXZRlC6JYe3nvsWFoioJCINnVrk1QbKwJ10964MQYQQh4OR5oBonQTLUZgBIh8xSNgAATwoRUAJM0QXBsTna1X63W1lvQqQMPM3om1FlG5yJ5ZRGyWLTelIn85n+9Mp0gqyXLmmKc9icG7Zr5YnJ6eJGY4GA7Hk8lksi0CNkmd8/FFbEsIAdW3/CSRq1mhczd2xtcYGTiqK70VsWvcZ2H0ELEjkSqlmEFeTDbf1hp8awv7RyzZ7lmBg+/CUldYVZArXbcr7I9AWnWSYeejUKR8jMJSNw2R6uU7ITZas0K+vDz5xXu/PDlZKWOmk9Rm1NTlrz//9HB/OhkWo3Gq25bIYJKXZX28OhXFxdZWPhi4GDlG7/1yuVwvN4r0td0baZKv2oXjUgEi0fb0+t7+/s2Xv3/4+p89enb0b7/8Yv0Pn/43/8Vf9CeHxw9+Wc1XI5tmACmAFRikVmnocYyatq5Nbm9PNh4u1vVXj08ulxfUGwcwSZqJKpwPRltCZOa2bRHRuZCmqbVWJF4FxUTatrUJMEsnsSBix+tK06Rtq6YtLy6Pq2qZZopUUDr4uBkUeV2Fpm27QLQ1mWvl7OxcGEOIGpTRKsTovFddqRwKEkk3LUZ+0WUsnZHU2m7VGMqybJpmvlq5rpJWhDn+blEus8QYux/+SjHtwlzdGUPCF60rv2ux/fYz3fEw1mzKjUKKLAIdQ7gTj1GA9O88HV2lwV48Ml01JV9VkDGgIHCMQalupRsIESAihdOz52U1E2i1wcjRaA2d7RsCEzPHNNEsFIMoZYWJUPX7/UFv0I8jgKC1oATXttrY89n84fPL1978gZc0wem7v/f222/c1VIlRNXKffPVo5PTxa3bbxTDvu71XIiAatAfKm2aponsm6ZJs1QTkiIGQsEggqA4+m7HaqwhZRlIIQGzQh2ZATDLihhjZGbBznPYQjTatq0HIWACZmZBUknR30szhQoFvW9b13jXVNUmuGZ+ce5d28SalC6bVkRWs/Ozp48epZ84pmp2/sr9uz5E3R/cuHPTZhlzKKuKJbau8VXz/d//g3e+//s/+9kvZvNNkqSdLtJpBt67fp63bRNDMEbFGL9d3N67d6/XK7oT5Zyz1j588DBLk7xIDFKqzWx2/stf/twavVmbNE2LXk+0y/OM2WdJL7pAKmnaRphOTk4vL06uH+6Pt+68+tLbHAhBgNqICy8Lz5ut6fz4+Pj07PGdO6+RXNl75vPZ6enzIk+ViEYNEjWSTtK96c7e9jjTUUtIlFXGskl1WrALnefcudqLxOiJoHvGHI7U9vRaDCF4F6Nq6vrm4fWvPvk8x3Q02PI+AmCas4AhnbdBgOBg8rJKWLhNEsUSeTFwzsXo44tFR5IkRND1fiBpANV1I4qw9yFJqXVN4Gq5WBOJZ2cTpTUb8jZIiM3WZLtX4GLeNHVdljG10vrA2JCSoqcQxCSJQpur3IdGUHe+Jh+CVqQNJInuhldmNtZGlrZtv20P7IxDXSLz5OSk2PQn4/sb93C13qRqePuwePz4JPi1b6lex1KOEKh0q8Trsr4gonkFOwf3dncnIIvZ+fLJN7PtwbVQq2s7N9N06EKlddK2jthCxMiqaVvo9sgxMjPi1S7LiUshQWsRSBQUA5MaFVzV+DVpfH76TdU4BLKJbaIHiHVbIWLRs8HXHEQrG7m6nD1B5YOEpinnnm3TGJM/P356mCchuM6Y9+JmdFW4Tkha6xglgg8iSAoQgwAqDUrFwN1DtIgUReFj2FSbDJSx2vtWqZ6v3Kb0oFDHROve9d2DIOOj46Om2bz2xneVz8bTbd+kCZnV8nxL95GQFCyXi7BuvWA1c6uz1iZpjGxNqpRKjfUc2rYF4DwvUASJGsUtrxVnJimynXsPPv3V/t0tO8SNr5QxMbBpdD3bKC3RMBG7uiEP9XpTXVbfvf7mcrhJsuQ///MJI6sUlvUigLuYz06LQd0E27Z3X0kfPlg8fPI+gmm929qaTnemw/GYIzZ1ePrkeb/f6/fyPM+IQuRQt/PZ6tHHn//8+cmXlK6v7fdVb7o72pmMtHfh/fc/evT4KCp9US7+9//zfxzF+4C4NZ5MtrcHoy0R0+9v39m5wRxls7x9cD0oC7EtDA5zu5qflctLsDrG0FU1d0cFESTECNLvF0fHR6u/XsfAaZq98sbrt1+6vVxVJ6eXAdXf/eoLTSqxaI0YpZaLTZr4JB9w8CyG/ei7b/yHUVY2i/PFxXqz7Fkf2C/Xy2rhMr1zfPLs8Nors8VZ67wB9fT0cu2ol6UPv3k63Xm9Xsry4jREV7XNamM///IfjM68D7qgdTnPckuiQogI+OzoOJycEyhDikgZY422xiS9Xi/GmGVZnucA0o2nMbD3AQC2tgbHn5wopKZpxuOti/Oz/d1p27b7u9OiKFxd9fNUAJApy5LLy8v/7X/5n3q9QdHvb022s6I3mUwHg0GWZVmWp2lqbdbd0EE4+miMsknCAnXdQJddEac1heAFRAuLj6G7x6uraNRVlApQUCDQRlOKQMEzgjheLevz2fLpZPBKKGPLLoSgtYqRtybTqm7SLFFKKWs3dTXomaPjo8FwoACBTNmyEBqTQ5IpwCwHpdSy9affPPefP05s1u/3d3em29tja/8/rt4sxtI0ze96nuddvu1ssUdGRO5LZVVXZ1VXdVdX9/T0VM/YwxhmYAzCgMQdxrIREuICCYk7JCSQQMjIIBZhbLCExzO2NGY846GHWdr2VC9TvdaWmZVLRMZ6Is6Js33Luz5cfBE5BXmRUuQSSuX3nfd9lv//90+IwLX7LowAEWMA7zLBlamwfTkwCHLAkSQ656TQAdHHGDxABEQZAeKF1hGloAj8+TIFgAVKIorMkQMReW+FECgAiW1oECQSCSJut8StZEqpGOIFu5Rju/Fp1bfMgQS4yDb6JNVBidPz+ePHT06Gp0ikdZoOekgUAluHANzrrXd7m01d/+zjvaapSZFQdP3a1dXBWrfTtbZG46tyMZlXHLDTHazsXEmKdNEsAjoAsgtxZWtn6/p1peWPHj75w3/+/qeP99780s+t3/nFddD/69//J//sD799//rGm3d3vnBtw0+PVvLYkS4RVpGHpJeR7KUFe4aUqiR9Z3N14uyL8dmTgxermxsjE06nsyZK0EWiCtuEhHSSKR8bDlZI8N6xC4ki9p6VBuCAIiA4ihatSnkyGVazc2fqxlaRYulYK5UkHcG48BMWBYWUg5BCmPmc69jwOPWhEKpxzvqGAYQAhsAQY4jM2EJkARijaVW2SikUwrimbprZfDZfLJz37aT+skchZGoRcEIQYqtev/iZCNvzJUb3clp/QXCDcCmubrFuou2mmFkJFYMnis47BsI2NLgVoIMPl/LecCnffjnoZebgWjeyA/QAxCH1TkCwSmlSCkVRmk/m84lzVgv2wUbvFZFZ1DpNe0U/em9Ng8jGOiL2IbIN/ay/MljNRKqlTr2MhI7YUjhblHsHz65s3nnzjZ+XMNhcu/3GF9byXJ+9eJEmRVWZp892m8Zcu34z6xRJkjRNFbC3ujZAtHVzKhXMq9lkPltNNpcGq85Fj8L7oBQBY4iinZ4Twbf/4P/e29u9d/vO2196W+qMMDmfTjuZEAhaESAImfjIKdTBm4CRSCJ6RIohEpIzNjJHCq1cWiVdnfby/qogvHb7NSKBLKrKYKydc7PZrJzPFuWiqaprt24yR+csMAsBi8V5v9NXOl+UTdbrv/vee4OV9d/+3d9rjCMlwDfP9vauX7/hgdMktc4Wve4rX3gwLUNeXEkHRRPQQrx9/05a5Mbx0dH50vKGlMr7+snTh6+98kAKFFgPhx/+yXd+V6mQZmJWeiIhzySwEkL6GIuimxddrdM875LIim4tZChn+9PRSae/lOYDxoIhQ1zXYq3o+P7qgquPBhv3QS0lIkt1ejo8fvzoQ61ISYFRE6UIQaBbX+qt9nUvZaWVTvIohNApIXVSRdkqIZm6Dj5IotaUAYguelMHWTcAYK0HwC8++Ore3t5g5UpL4GqlsTYOrLXOeaDgnEswo4YAOr5yiAjRQnTIQNDm5clUaWesbazWGjxBZCZuOJBCL+ze8Ph4uHvrxtZXv/nGaHi89+LDWeNHXhztPZ0c7UqCvLd29e4Xzv1I5ra0enhupZ4bF6omSNV1BiWq1aVe9LWSMFheTYRoP3QkUEjBgkhIjJwoTZQiAiokZABuvA8RjI1CEAFnUgdvT/atFNsrxU2mqobj9VfrTz/7ZDosQwVdvUPCL19bWVQT0NFav/9iXwpIE5jMTjpZ1t8IHg6Tnv746Gda9frZ9oPXv2ksgs+sJefryEzIJFrtSWBShBRjiAohRFfWPGuEiB5E43Bt/XqerJ+fHUvRFGmwURtv1za2ZfCL8/Mk78p0dR5Yy7ojZ9iMbax2d3c3O1dffeXB6PjY+9pVJi2yBsMUAhFKecl0ZyC6eKDGGCJKpHx5+ECbn+lZElzQKYG7RTPADH2/LGPMpU99WU3Ig9YZCdPp9I9nptp9QXl1XtVWdxrJ9Xg0m/lUhIgh7+QhQrvEXd9aCsFwDCFE9pAkiVJSKBFjMMag0FJ0GFAnHZLQmKoflkzjETlLhcnF2o3rL87D6rVXbV3pRAKwW2LJzJEtMAJjCIkPazHK8/FoNMq6DYfm/R//LE3V1ta6FP3R2RFi/sbVq5JgNpsKnb/zteXDE/Po6V4ofV0FUqnnkHfziG6/NJmpNkyXfH+l268as5hVxyf7J+PHxeqYEz+smlj6dJn6ae9sdPrk+UeuAQK1uSTteO9Pdz87G418rH7t17/y83ffOh2OPvjgKLre+WlcX70znaJOlztFJ88zYirSFCO7QFpoASyFwNSybY0fUmstkbTQFCF475t6Oh4f7ed/+i++v7x29dnu2cxakSdCJfN5lepiOp5tJ1MhD+/eve0cQSiEzHygg71PO518Z32nKKBa0JXBQKs0K7B+ZcKMzFoqPSuHk/lxCOrjjz7b/dnprffyN16//+3ff2bYryTdLEuGJy8ePLid5Zohr8/2yQEkNkoEVBIpk9RelADB26ppKkQ8PTuMMRJfKF6EkonSSZJKKaVUB3t789mI2VXlbDjE/d1nAuJsNKKr25PTo53NjVyDMSbNZJLwn370gbPT6WThbPH08U9JyCwrlE5adee7737trXd+YTBYGo/HMYJQKgISIBEKIVoymlCSEAiRhJBwOZWkCxhAZAht69mqBLO0j1E0lQ8xIoJWYm1tZTQaXVs3AjURtuocbJXOJ0dZnsYYkyRZLBZEwjTWOc9SkhCI5JxvtVCtMNEFQBJFr59I7ZwPHD99+GjxwazX7965c3vn6lbR0aYJdbkg4LxIrWnyPG1Zld1uYWwZIiut2xol+JhIHaMnJYx1UqcMHEMkaAngiNCypS4tQa32CIHwwvAegVus0mWlCy1iUCC2jNWIl+RVZBm5/S2pk/likedRoGKKAAAgAElEQVQZMyuper3e7u7uH/7zf9paKHr9vhDKubYAahN2UWttret1lwabW+fj07Iq5+VsMp08evhMkdjZ3l7dWDsfjwThYHV9ZTAQWlZ1acJ5b13Xpv7o0yebW3eT5cGnzw4C6v/iv/rvv/mtv/Bv/5Wfr2o/PDmrKvPH3/lQ643vvP+oSFa3N5aHw2Gz2stkIHCrS9215DwG70JACLYxUmqKomC+v3Hl/vYNEOrMTncP4yfP9nyTy2JJU1o3DSUdkSTWR+FjmuXW+izrlmWthAbvvbOC2NQVc3lycjIZnwF7RMg6We3qAIEBCNgG1p4gUE7JdDYPsVxbGmSdFVuJsqr7/SXT1MG3zioIwSMREUaEeFkjCiGEkojoY4whzOazRVUuFgvj3AVo9hIue8GJ5fjnGtzLg/5zX+IlUPbziupLjQPRn6tQQFy8JDF674kQSfoQiAARgS4mvi/hxy8BZC09gy8iHVpeXZuv1yI1I0AMziDy6XCIxEIQIxC34GROizyEMJtPpJKkCZnBIzBhwEHa21jeTEVGHjVpg6WQMoIcjqZPnh2/8uqDzSu3FhN79dr6199969pGtywrLZOnT3Y//PDjjY3NjY2tbr8fGJwLaZotb2yFaI6PzrSOi7Ky1pZlmed1llvngpAqEYTIIXhBwAxN03T6XQnh/PTkGfKXv/JO5Divy6quEOOzzx4d7L94++235/NybXNzbaWLKNNUWuus9VpLIqG0ruu6xQyjRASB7ZSXMXLgEDFE54wUmoRK0rTb6ykpAbg9zowxi8Xs+PDw8PAgRJguGgE0L823fuUbt2/d+79+758uFlWSpELI09Hh7//+7//1v/Ef+BCr2i4W1cbGprO+qsp3vvqV2pmyKVeWl7XWHP3ofBJjTNNsMp11OqmUYrEY95dW33jzC9//wftCQpLKGH2Wpe3EKwYPCEjR+qqZ1N5FIURV1evrm6nSSZ6mArpdo9J6c2PHu7wuoWm8NRVzt9u53c17Wsg8zafj88O9PYwxGCOcUBQje46+t1KsL/e6qYToU6WUJCmlkBQiaq2vvHoPGc9HI3ZsFlU3S51pbF1V5cKb2nIgom63u76+fnJyMp/PhRBN07RSIiFElujl5WUActY757334/MzZk5TYa0VUjFDKznQKm2dkd779jPkfV0U6WgxW72yFQQNljffePvdn/7sx7/+L/+llaVeJlXgklH90Q9+7w++/X9qOpueH7FWe4cfj87mHaHq5skv/fKv/uEf/vDwwAyWr5I4LwrtjRmeJwkNJObJ8cfXtnc2lpcvtiCt0Y+DFlIIFREZo0wkRu+Dkxo4AMQQg6lqqwQEh8DSWW8aICFIrrKqtdjsd88W9TTXWd7Vs8W4SHtSiZhhonN29OLZWAiUQUAsQoxF0tciHDw/u/VzX1vMgvcUmiAokdIxBK2FEKpcVMZ4KZmIYsQYEaMQKq29CMxK4jtvfnU2nc+n8+21tadPPubgPLH1pHQSTZ0IWl/tK8LSGkYXOXIMZVMH5sl8NpvObu5sLy1dPxqeSsiQUUrZxNgO/JxzL/uTz2OwX551rdrq82o6ABCaWsGxj76qqlbk05gy63TSNC0XWoBeTBv0cynw7PTgT//4u+8++DcbM6ptYqqSIUiZkpSAKBUBBELsdro+BgDf7fb6/e5sNlUyZQwhREaQknSqmJkExRgFtQIwCQDHx8enW+vGVsE5wJjmiZQSmAWJIs8FqaSTEaJOkuHp2ebOvYOTs6uv9E5Ojk5m6IOZjLMsT1KzuShnSg1mw715ueu4qCN28kJpkWYpSRQC1zc2EplysK4sUWFUwJ5kojHSW6+8YezTw+FnZG2i3eFHz2BrZ7m3JrGIUvpITHr3dFFkG64DjtOf/Gj/6fNht9998mTPGIghWxkNg6f1tat2yIP+RjMPwcHa8poIod8trqwNlvodBKW1bmccSimMFxR8pVRZlr/zj3/7N/7hb/3iL/yF3f3hv/aX/7KF6AUTCSLxs4dPXjzff+/d14l4ZXmp210WFAi9IL9/9FFtT2O0RD7TqxoHWiedrlKalMw7xQZgknf0le5Ai5XnT0/m1kshB4P+yupynmcbq6udIr2yfeX+/ftCiMA4ny+Yo5QixAvLCjPH6FtnMyIBBO85y7IQAoSLa9Q61xgjFov2Zdvdfd7ya1EQcHjrrS/Vi7kxptfrHR0draysGGNa4cr6+vqjR4/a6EEpZZ7nSFIIKYQUUiHi1tZW9KFbdCDy4eFhr9drW3EkqRMdQugWncosOGDRKYhQtgYYuizU+NJ3hQztDW1LTpQklCiCj6axViKNxsMsS+z8crXIjERFUXjXDjt9G8qHhIFjY0xGAomQhLGBIRCgEMRIUmlgdi4ye2bQUvaXB73lXlUtPn388NGTh1rptdXlK5vrvU6HKUbwIJkEmcY8+vCxFtDr9dbX17VWMUSO3rhGS10bKwmQfatYJiRCiBfjWniZ5IQEfEE0gBjDpTDh4mjw7YgOL1bJrU4UA4cYGJCBFWIb60RCdLJCKtUY89lnTx89/qxcLNL+SpKlLSvAWtcGVl0qLAMKGQKPRmNvOhipKHpp3llaXosh2ro5OR4/3R8Kgqs7myBkaZtMK0jMZHy4v/f42e7Hk0r/W1/++nAx/+T54Z27r//1//A/tY3de74/Pj3+wXfff/TppwC8vrL8zfd++cHbD9KVpTeu34Vggqucax6PTl+8eLKy0lfotAwCY44WAbo6QXDBhBhhXdj17c17y0szH/fPJuPFrNvNDCzqMI+AwEVZzoFkkieHwyGlCQICh9l4NJmO5tXYQ51lWid54xoHwQPrNPPW5VmupVTgJuNKQbXdWetm6wSBMJ03de0bEazM0ti4EENgjjEmSlpriYCBBVFbzgJAiLFumslsuigXxlrnPRExchvwEDleEtlCO2APPrSRPolMEds2LH7uJgCAQBdJy/z/y60NISKiIIKX6hdCjtxiuS5iPZjbvdLnP0Qvv8OFkBfh/1NJc2RAhuB801hr6nn7l6qqkhIBGBBa+fLFP0yAiy7YyBEUql5arPZW05iCBSUkGGxEA1EfHU+f7Z5evfZqp3PV1vLV+3dfe/V+loWz07G17rPPfmJqe2Vza3NrK03zeVkLJYWU0+n05PwnSaLSRGmd5Hk2mUyvXxskaea9jTGKyK2f/SXOqciUqebLg66p58b0kiwZnp3XPggtA8eyrg6PDraH23/8J995/cGbRapHo7PXXnv95s1bUichMgnFQGlWkIDgLSI4H6P3UifWGYEUOXjntEwQKDKGGCGyca7tOJTWAFAU/Xv3l+/c/4K3rpqX1til5eXl9bXf/b1vLxZ1URQx8Gh4GoLz0QGSkCrNitdee+BDnM3m/f7SZDKKRM42wTulCInSRL/62n0AzPNu8A4pdnqSuTw6fhpCnaaS0SotAKIQFBmFAObAMYZYCam6WRoZsrzwYV5FshEC+EmJShanp3s3b7yV5Ztad46Oa+uS1bUHQIGi8MaNT4a2nC/lWSfvpkqxj85GKfTqoDvIk1wKjjZYwYJkmkcgleita1ulQIaku32jKc2nez+sJi+urq/I6DpZLjPdACNAS5N98eKFTpILcgxzq2NmL41x3oc0ydI0U0pd795smno6mwihgrOAgtkCBK21lNJ5h0Q6TYiIJFleLK8N7r3+GujO0vrW/uHwzbd+5X/4n3779Pj4G+9+dW1wJemrx3sLIVau3UB5e2c4KT/bna2tX88xCVg+fPFYFP3eWufp86GHqtMLX3rznqtBePSGKYTD46PFbJpI1et1uv0eSam0ZkYbPENsvBEYqN2VCUnAQiqI6NlLQRx04MgMEYIzgTx4iwJ6g+6W97C6tB7ZnZWjwdIqEALJzbWdNEnXVpeZrRICQYzH41jL2zu3Xr3VyZPl81Gj1ZIHcD4QMREqlSCI1hsMzMH5iMASwVPV4AKjl5QGODweojWj0cnS6v17918/OxomSXz24gh88M742iVKQrRakgSM0YVg50159cZ13+W6rD7+9KFW2O0PEqHSJHjrEGW7R5VSfl4T9TKV5vNW2hbs9efJQUIoQQwxBMcQ5/O5RkQkqZRzzjorWGRqaXn1/snsYWkXW+vXVBwkOgYod7avusZY27gQpVSNNbPZLMaAyHVd2sYRkk47TdNUle11Td7JQmDrnTEGENr8TmNMO1+WUkqpAWBpaQmgTwSmaWpbM7A1xtp6sSiTJGnpjYKIhJo3tre5c30wuOv9/v7+cDhc2nr15PjktNFJvnIymfjQk92cg5weHuTGbOz0VpZXAIDYrw163bwTo1vMFQmy5GNCGXYU6Hvrd65v3Qd/xmx99PtHB6SSbm/9K7dfe/ZiOC3N6fk0JVLQaHDB8dnBfPdZ0+l1USU2euMW9elzJXnW7CL0jkaH/c7OUm/7vGpSIXMAD2FaTjv5oMUotRjyRKr2CWqt0zR98OB175ql/vLxi93f+a2/5yAAcVnNKXCR5TeuXvv7f+/v3Lp9K0+S9771Sz6EEGyv19vYWD4e73oeno/OVTpbWds5Ox3uPzvrdov5zGV6E0VHK13Wi9fv/4X11Y3DvacnJ0NAzotMicR5ms6br3/j61tLy8ZaJNWK/ZyzF1Mk8ESSIQoSkQNDRCQp0Tnb3lAkQAAiaGCWQnCIIQStFAMEDpKoXMwTJbPlJSJqmmZnZ6e150opkyQZj0dZlvV6fWNMjBwZvXFpKmxjSUWl9MrKipCYpOqzJ0c+WOYYopdSEFEIrg3i/viz3fl0xhy3l74lmRniRaHXIpoBAwIwXoyXJEnnPIdAIgrpRQLVfD45PSurcwFpaEPqUcQYW4YrMAFTizDygSNjVTVZVkSgJC0aM5MBGRFJIKD1l9LYECRRgHaRi3m3KLCI0RGHo5P9n/70g243v37t2r27d7XS3/+zP/vggw+U0glepNde2dx+6623tra2J5MFY+vuFC0slC+2LQiXMtw2ZwGAWjx+K6ANHEP0L+sYZo4t6QDbIV+7j0YGbpOwYmQQQikVGbMsYxTf/d73fvTjHxWdXqfb7S+vOZRCaO+D9z7NMol4KU7gEAIwd7td5gsZljVBZymQihhWtzacMeO6Lsv50+f7z57vLi3ny6v5yXj39PyZp/OAk42te8vrq8+enT1/cXjn/oP/5r/+W9/8xtc++cmfffef/cHman97Oe/1sy+8+srPvfvO1sZ6VS0o1YnKGJcW5cwuzK1Xfg3RHx08dvOzQZEuaUp1CMELNmy9klKVLsspQVjrZl1w6ubmNPjj6exgfD4cj/u9V4wPjDJQ03DJalCaav/F7snxizxPALzSkoGMDw4gehAiVZh1uqkp67PThfb1UmdtZ2m7I2Uwc62RKanr0byaQV5IkILwMnWMnbMMnoQkQCFQJ8KGYK2dzmbz+dx6Z61lQqnERafSIi84CiE4cgRGSdhu/yPKSyU0kYjRvwQ4ACDzSzdYa4jEP2e3vUyPAG7NcIjAEBFlZB85QhRtN4QoPq/JvnDXXVax7cw18oXVEAFitI4jCU+ChWRnGp0lRO0I3xDRbD5DQgRSSulMhwAEQpJYKVZWu+vNvAkQszTz3mspHcHu7h5C/823fi5LV6MXr33hwVffeYvA1PVkqbv9ve99bz4vb924tbyyhiiCZyLSWiPRfD63aBsjRs4BMyJqrZVSSZoqrZNUp0CELASxECEE7xpiGZxJlZydj3r9flWViCCQmBAg9vvdpmnyLM3SlBD6/f7jx49PT0/v3XsFQbQoqDRNDw5fjEaj7Z0raaoSXbgAIUYkiYIRICHpXWibDY4XELcWWm6NQUAHABCYKATQnT4pq9Li/e9/MD6fJHlmrT09GX7wgx98+etvCClPTk6FTPKs2+0Wz3efPP3s8be+9a00U+PJPEkTLeXB/guV6G53aWVlpapqY2ySSKnQ+vMf/+SzeXlWFG1+MqSZCiEIQcDROwOIQNw0DTqRFlIwBx8YOMnz6fR8sNLL8yxR6vjw+QcfjN54/ReJ1pJECtWJlGc6YMTx6dlkdJpJsbrU2VwZ9Du5ABTYhiRGiZHYSklpqpmBgfrLKx9+/PCPvvP+1a/9fJ51+oM1Y1wtOtxVT4bnm8v5ZHpOriyyTtM03/jGNz755JNr16+3b2NVVXVdO+eIKCIhCMKASC1YZzQaC0Fpkltq6hCQgSSTVDpJmEN0LNQlvR9l1VRXtm698daXh9P4+Pmx8anx9Eu/8m88+vCjx0+fP3GLjWubNfQW865wvL19Pavmv/arX/6Hv/E7OsTO0spy/1rg5lf+lV8nlYynB/vHPyyr3e6qyhVRxI67Puh2FYCta6FUZGTAYGyeZQJl5WtGz61EMbCPHCOFEJBRY06IQhBhI3RUOhoXQ5D1LPbyncHtnWzvuTWH5azeWrtzcHCwsrK2tX3jzo1XAMh7nyZCCiKk7uY1RIoRmakpKU8KYEW5rGsDwERCShVjJGy7bI7sEECAlIn0Si9du7WAmBpzcD4009O5mR1+OA1GDdLlK0tpUIlDsEyEOFheMjFG5wLUJH2Q8OOPP3w6eu4LvrFzdeX6deeN8eH8/Hx1naPziKo1uV5ieeDzYv3PC6guTWPc/rF2KCgEpkpZRGCYzGdrWWKMJRLOOQCcz2beSzDry1nS1TZwHFwLR3tzjlEIaiJonbTqeClFUeRJkkgpTdNAB4ghyfuLsprNjkL0zhoGjD54gSkkiU5i4ETVIXjnnCRob9XGuH6vcN50ej0dsoullg8hBEQWRDFGa+2dV+5/+OjT9W5yerrrXVAKb97cWV3Z2N6+8uLwsFP0vvT2lxsz293d8x5Esrz/4ngxG/c7aaa0VpKCZ1MiQZqoaTm3dZRCeeOurF8b7j292dtRoQl+1k3z5c1uZZvo6Ve//HX7Fr7//e//02//PiOsXlNhtpieLVQiNopV74RtQpEVrjLj4blOIS9gsThTaTlEs74KN3bu2YDDs3mvkw66+UsKnnNOCNHNi5fxOkVRrKwuvf7qveDiL3/rm1rr2jaHx/t1XZWzST2fnRwdv/OVB9bw6fHxo48+uvPKPSWzyfDsldvv/PAn3964Gq/fvDKfVafnT3WKPRG8HbHwUWCW2IgYcRHjotvZMnUcDkfLK50QLYBeLGyWk860EBIAa9NUVUVKo0AfXJIq5wIKVlJ4HyPHGJhIKlLtyoQhRIYIkQEhsuM2n+6yyvLexdjOodqyRyklpayqsmnq1uzOzF/60ptKvmmt9TF4H621k/PZ/v7+4eERpKC1LtJUAIxPT5Mkid5qeZGN1/oiEi0hxo2N9YODAymExMug11ZffyH48z5AKz2EEBrmKCW5UNXN+enBoalq4ZNZPVrK1iACAAiB1vmm8VmWWesQUStNJL0LUurGOgbhfZQ6AaAIiIw+RAICyRfVAwcgds4SYfSeWmZAdASh6Oiic9U09f7h3vHw8OzstG5MZ9ANMYam3tneNsYZ2/zJd74TmQf9lW6vf+/eK01TJWmK1BJkSQiFBBw5YmCmi5krhJakGuOfU2nh0gvGIcp2+R25rfVbQ2sMEQmBI5MGIc8nk+/96EfHx0Nj3ea164jUWOtCQBLWeaKL3vfCNRU9EkghgGPRKSLEbrfrjEGEeVUiUYjRGAsR8izrFFm/W4Rg6nr+Ym84rWazyuS9RGB+enD2/v/zJ8bqW1ubv/0P/hG72d/+H//bXiZvX1vfXlt99e7td758d2N9va6qenKklZqP5pMY52WJQl3bvuq4F9mtv3LFu8lktPf0+cPVnupnupcqSV4wZEkZCUVgX85XFNXVbCBVd9C9udSfbawfVWFRm5PxaVerbmHOJ0/H88V5dcJZjTnkaccHsCGkqVZBsIvoQTbgplVs/Gq6tLa6metOQsIGp7P0bHo6XQyjovH0bGljGwMDcIyBObZ8AimFVCJGjxQR46IsR6NR3TSRo3WuzQN5GYTx0t3VEt1CiBDjhQgBgQRF/1IYEF5mK7xkbIXgAfkyvv5i5iEEXQTa8YV/KEm0r+q2R2zTxVrZQgihvULCJfX2JZ42hNYoBvDy2yAABuNqFyDLUh+rosiNMTHGpmkCB/YxSVKtFCDaxjbzBhiUSPvpoJd0uYkalfO+rEuUNJlPH50dpaq7sryVJv1+sfTqvdfv3LpZTRZKBd/YP/7+d4jo2tXr3d5ACBUDL6oFEKVp6i8EEoEBlBIcUQoVQqhsXdZVyzWTSACgVZIkSevCBwQpZdHpbGxe4ciL6QRI2dq6EJCjbZro7MnhYfTO1FU5nyFHApaIgByJBaEUXM4mDz/+8OT4xfHw5ItffOsLr7+5WFSNaTrdLAaHQEVRWOMYmAS2p1iMDDFKpdrHGmOMgFInznqpExuZiXSeosBUq6aZI8UkTX0IZ+Nxr7sym1XW2qLolFWVJMlPf/rjx493f+mX3kPkvee76xsbSZL/6b/47uuvfzHPM+ZwZWvwfPcnJ8cvhPTO+6KjffDOGSlVAG+M6XU77U5AaIFEztdpmpJAJVUIRqdpYzhJ4vnitNMtpufVp4/+bGv7jU53x0YrExSknDPj8WkMZmm1f2VttUiI2GmlEgkxMiAToCBKkoQBhU5shP2jUxPxxr1Xp2eNXh385NnDZ3sH12/eXF9bunr3tbV+MhvtNdOhq92VK1cePXo0mUym02n7tidJ0lo6lFL2ootHAHTOlWXZ7XYBwJgGQRBKIAJJUgkphTGmNYdJKZlDmvQYuycn5Z/88c++84Mfr25fGywtF3mWr/R//NEP958/S0l+90N77dY1ZwRlvVm6fOPa2x/+dH8xT+dnw7/xa//+w+fnEo4//Xgv7eQgQq+49+U3v/rhz97/6OMfbayvJPmD+WLRL4qllRXm6DmSIAAIkWO01lqg4EOQIAhV8ICkIArkCARN2dgASUrMIUTHLIDF6vKGDzFGe+fGveg29w8OVKI6euvsbCRj31XKNE7JpKxYEiAGAJIqCTEiCAaKHGNsIoOPTguSUiqpF4vSeyclAgZBgIRSAWr39GTv1bdv3rh9B8bTH/+T3x4ffPav/ju//uTkrJymIJf3y3FV9IwxmIaVrC+KXiiNEqQY2FaLcjKtF5tXrzgVmsbmKtVJYnxlrPHeCyTP3IoIvfeXfqMLdVN7ebVfXnrmWmrhxQ/vvfQuy5IQwNhwenq6cfN6ZIcgUAoJUQkICzk+VEJvugCBoxRhpRMfffri8JnN0lQnBMBSi6LoaJ1wFAg6TZQQ6J0VEnu9nnXPAVhKZBCRY7swa3v7JNGNCQIhSVSnU9RVfnR8VJUdKSlJEhYXIwEklFq3AEVEStNCKpEQbvYzX2hmQJQAFNms9bMEN4SQZBeKknt37lvjrl+7kacfbaytri73FClnna0bfdlwQ8SEEgYs0l7VVF6vfvJ4/NYX70I0pS0l+wiNc02eJMKYX3z3W2+/9sainA3Lc0H6yvatP/qj7/30wyc2oI8BJGyub8Q159iwIFxdWl2/d+vuVxaltAYPXxxEJbNshQFbtc/L8q4sy7YzbB9KVZcTjqlS3rvgg0j06sbObDbNO/1MybuvukhCUlZVjTGVa+ogcgnL3OTvff3f/fiz36+xqhYQQ5WmYnNjw1qXJQ5RZRmV1cyHMZHrZHmn00t0Mp2dEwEwxUhJklfNrLs9IBKjs1PrXZJo66zQ4nR0WteLLNWIWBQ9JTUiXXSQ8aKMajeWwbv2xmzvu+CDECJJZIxRyNbFSO32/iUMPsuy9u1VSjG4RGSaARGDj6sr6zdv3mrRSdV8EZnMXpUXCTM3pk4xDdEjoE40ItR19dOf/DDP89l02un867LVlbe5nlKKdi7Z7mTb1IesiM668fnZ6dl+46ZFX6MwwfknT3/21Te/EbwmagV/IKUUQk2n035/0NQ2TXLvedDveRcRCYkFSSGlcyFJkhAjE3NwMUadqBgDRCQBPgYp2+w0YAzBNQEAEXUq0rw/nU6PRycrK2stLOl8Nk3GZ4PBcqa7eQen09nZeJTlBQBrLQkjAgGyEEjEMUQUREjOewYSQrgW/sKfb2FVuBzldtPMGMMx4CVByjZWJ0maJE1jOkXXhPgbv/lb59PJxuYWCEz7XcMQo28TIBICAvbBtSOlEKMgYgAfgkAE4DTX1XTOGEiiUqojIMaYpak11lR1lIwMaZpq3V0aLM/n0zTtbKxdKZvheHa41VsPo+of//Y//OfvfzBbNLfu3bl/a2Vt0H/nS28+uP9aqrTgSkZa7Swppebz+YvdPUC6cetWmhVlWZqsRETW6cGxqWbp6vWvLRXJ4nx4NjxJhF5bWdLLZx6gPp9205S9yxJpvI+eOMJ6Ori2HhaNnW129s/nhVqxJNZ23pqb+nRyVjXVk6cvqsqzdT7WrrFuVvVVUVAuHG6sb6RpXlYTJQMl3sf48PB542tETPJeZSbIjgNZZ4lIadGaKAFjCE4IiDGcnp4PJ5PFYtEGYaBowcAXMWBtIOcFsCIGvDzZL+KOiUgQMrT71s/h2+CSz8WRA2ErhBeXlIx4eeVDm8QrlSzLRWQMIQKJdhh8KV3zrYa21XoCRGvNZdpClEr4EIO/iN71wRK6NGHAMJ+fzGbTslxYa4y3QlCSJXVdd4puVTZ5mtraFUkBHjYH64lIQ+lICBeC54hKnI2HH/zkhzfvff3W7dfreTPoDr7y1pd2Nre1EOXMS6F//OOHIhvcuHqt319CpKqqgKnodACRiOazc6nIxoiAzNQCU4QQSaqtt0or711gIKLKNpU1CNRW3kqLbrfz7/21v04Ag/7SbGGCj8SxrszifHK4+3xncyMaYxalSZBtw7aen58NBgOliJkVBk08GR0VHVXXZfDOWsMcrTFGYmPK/+Pv/N333vvW1tb2lStXvPdtTDEKFEha67qu2yeYFZmxRsg2wJtRIkNs4UokL3BvxmOIiJAAACAASURBVBgfolB6MpvfuHVteHzQvgBVVdZ1qbVumkZJdXx8PC/r7e0rzE4nmfPNdHp0MnyqEkLwSSoBgxAopTTWIMkkbdHxqJQKzKTIeyulEELaxiRJIrWsamedd84hOmtt5ArAowhFUcgEXRUePnwIoVEaFvNxcH2WWimdpSp4ywwIEgiSNFNaR0TjmAQWS8t/9gf/TKXFt37lr/QGy2lnbefWFz765JMNma9tbrlmdjKeb6+tuYOTJMkODg5C4EuGQ1gsKoCqnV+gUEIIROp0uv3+IM+L2WxijJFSNk3DDC+VfxzbXK5ECJJSIiopk421jaQ3eHE6OT05+91v/+Hh8dFgqfv1d96enh0//Oxnrjr6T/6z//xv/+//YHx0VIj4+muvmh88v/Xq6xsb24NC//hHH53P1O2b12x082qmVLGY0FNv713/5uy0ef70o87OOQZevnuvTZxWJCJwjFFoQQSxilIpJTW3q0AkqRF8lBQFOiADYdkHj6wEULlopBSDfnc8eoGiInR5tjXoeJ3l13f69IoIHE1tkLWzgJE8eCGRiGIIkSGyAwB3yZHwrhZQSCmNsd57IHbBoLA61ZPJZGVlJZAZTh7eoXce7//s9vL60+OH8/M97MUPf/Tp66/+xa2VO6PR6MbVa8Y6PznPbT31DKQkcwIgvR1Ph9//yQ/eeu/twWAwHo6fPnta9LLV9Y3rNzahAeAopWxNYBchot6/VNC+tD7TJaqybVc+L6byrul2i/GwDsFPp3NA9IEVYQhMSuZ5Np3lWnRsE5FVNMGik8rVhhejc0RSOkT2ETyhkDIhlFpnWZZ2O5mQ2Bt0tJZLSwMi7vc7hHK6WDBDksg0TbwPWZZOxoE5aK2LIp+niTF25fZ6vZiHEF2IAFAtyqapYox5ngPAYDAwtu6Iopv3oIZu1mmMaRqbZZnO0ro2+fKykDLGaCMRkeh2AGB40MVgBTIAK63Zsw1eo/LO97LueDQVWmX9vktq33fno2PTu9twRLZFN5HNQpgqWhdoLsBnYi0d+A0Cax1H/IWv/cX3vv4vTeezqppPZ+ejydloPGxMPBs1tYHJ7nHYmPWyQbGy4srz0clZUxmRZUGEFqPUjl3anW3bh6Rp2moyPHsUqq7d/Vdfm9amoT4F+8nDj5WknqSmmSeSymoKGL7y5Z9fLEQwycbKm+fn4/3T7wx660uDzvn47OzE5kluKlYaOA1CsKTQ1GO2o363d3x0XFvJzJ1cFEnR3pv9/iDEeHw65AvoPrfg7bPRye7uc2PM229/ZXw2+eo773rj23kNARlvSFIiNZIAZu+cxIuY97aqBIC6qYSQSmlnbZImMUYh0QcLAEWnqOs6ckSkEPylxE5c/IcAOueGw6E7PooxIgitdXDOmaTf70uptJRKieH5SEGcng1Pjk8lCYlIACAESSk4BudM+2utHLEsx2eHT2eTGYBPMr28UkSyAmXt/Mef/PTLD94BSLyPiEwkAESWFScnp4O+lEpydE3TEpp8jBEYgAMRMfo2uIFQMnjm6H0QhJEjMkb2PiDGNlbUI17QoY33IUahlQ1+Vi6AhJByspj3zYpqjHOlIPHOu+9e27kenB+fjYQgBuboL0OeAgnhvQ2BpdZA4L0DjoQUOfJFNBkQgUQlhACE6IMmGUJs65kQotaapASg4dno0fvvPz06StNsbWfHR86LoqobIGJA28IRYhVZE6FgwZcr6bZJjYiI7IML0cXokcAHG4JDKTBCt1ukShlfQWRnG9s0QigMen1wzYW60Mv9dKue1eVw/s23vvreuz/fGXRBxBDdztbW2mAVPCqpnVcBxHhRT86PlFZXrt3M84xQGOP6g+UyjEejydGs6vVWr77yRS21acrljcHGlduj04NHBwe7P3zU0/qNmzdVP9cyMBiEKpeoOCpE2zQ95q1e5/bK0uzGztS5g/PzQrir16+UdXVrYylIOVssOLBd1NqirCI1kTxWpZmXo26Rl2a292I4cw0kipOYZ2mioazOMgnGeqlV5IAAOlHOW60VkDCmGY1G4/OxZ9Rae++bpiElW70YESkpLweuDAAEyMyCCF6e9YgEGDkgwsvTPsY2WaeVImAbbNyihdumroV8fT7tliNIqZ33AJdmCwb8nPT284RjpdTLeW1jKgZAJOciEgvBjD6yMbY6PTucLxaZjkmq2XKSJj4EBKrLOjpWUWUyyyBdW1nFiBhJSsVAlAiOYVJXZ1X9rb/0q4rvcsA3vvjg9VdeXe4NomkQk2DdDz/8uN/dHFxZl0naLp3Lsux1B957IBifjBjB2IYFC4kQgDkARgb2HoiwaRql5AUZuo2QRkqzrNUrV1VTVpVgKKcL6yPIJJFyaWNjfdDdWV8GwMO1YxdAEWVa1OXMVLNaEnNUSkLUicLJ6ExpeXJ0cnJ8dPvm3STJGyE5RC2kd24+m/LGJiG2IFIiQmDr7He/+4ON9Y001ctLSwSuk6vgYvCBwcfoA0QpBAIQYVmWlXGvffGNNMsm08nq2qpSKi+KSzWIIIEhBu9DiJxlxc0bNyeTceTG2ljXk8+e/EwpFiIKIRh8CO3MHkgIIhRKlVXdpgpKqQAhzzvWOuZICDGyj2Z5pTeZnEkpvAeliqWl7cFgQyVdoJQdHB/uG1P2CnV1Y3NzZUkRU4woKMTovCchpdKJkkIqEkrpBGSisu7pdHHzzr2NK1ufPn1UGy91DiIZdLtPPnkY5qdby8lP3/+gubH563/xF4fD4fLyclvxGGPaRedL9pOPUUoZQjg/P59Mpq06jZnbvTAzV5VNkgQArLWCJBIgolJaKcWRlY4ff/TBrAnvvPXqu1//8ny+GI3Pjg/2r25t3bl+bW1J37/3xf/4P7r2P/+tv7nRz//aX/2rf+83/9Hv/e7vpImcDfemJ7PD88qYB+PpjEmbOb/y2luffXg4Pki6yeb9a8XVzY1EKiUFMFdlSVKCJCWldy5Yj5HQExALUjIRETmSQVmj8k0zwTQ4PgVW7CVj0V0ttMxdqEGIGBSznNTnQlK3220a23aqQJAmOgaWlAD4GG1snzcDIAhJRZpGdgyh00mIBXBsmsY5CxRIOZVGj/NpfXj48LOlpdxX+3/67d88rePZ7Xuv3d369mfv/3d/8790+eDurbc/ffjBQVm/c3XTQlCZVhwXjesqbWuTUKOFq6rJ1Rs78/l03kyj8czcmObTR4/MDN6980vlfNbpd19mubUVyUvDa/t8Xx6Dl4tHfDka9N7rhPI8ldJGoa13iOS8U1pba1Ol86Kn1IQEEAVEaTD6QEIgx8ioEKmlITGGCDEA5WleV3Y2W4xHQMQBbJblHPH0dDidzpIkY2apVPBNt9tt3UVSkhCSCDqdotPpzBeTbrdjTa1JJAhKqV6n2wrArDWtAa6ua2OddXxwOO72OiRECLFxi8T6EIMLPk1SneiMMESbSiGVvrVz5eFnz71puv2iKp0PHCJrIRPSFLDQmWeeT+dFb7m0NhTu2dkCpBh082buCVIlckyRdGAOkh0KFsZSsFrJ8bPH9+7enE7PJVGMnmM0xlIQ3kLl3KSpa44L40xoHrx25aBHzk1lVxO2NHf/8llcpAx4b60loUgqayIgUtb7bG/YX9vubm6knWzt9hfG49Pzx4+zTpxNh6Dw6HT/4OjZ8vI1561v4t3bbzX+E+cX0/Nxv9t1CsqFy9QAhaumC0Be7q5avyi0W1ntffzpJ1VDUtKYF1Ie/93/7X/55V/5xs+9+U6IsR0VMQAKct7vvdhfWupaazc2N0KMUonLtwsRwXuXZumiXOwf7mdpbo3d2d5mYIgspPQhMLDWiWfW/y9Zbxbj6Xmd+Z1z3u1b/nvt1dV7k+yFZJNskdZOLR4bHo3Hsa0x7CRAgsQXmcmOBDEGAXIRIFfJIEEWYJLxZIIE4xjJxIFsamyNbYkURZGiJJKimr13V2/VtXVV/ddvebeTi6+6xUHqsu666/ve77zPeZ7nZ0xZlM2GrXlomyNoNps15hlAjMzNk+yie+qWQQSjtXqy1Iwx1tWsLKbDg73m6W7qbF975RIzT2dTjkEyR4DovbPWKimFBKWwqme7u9v7j3fH45HO6zzNsiwnhYheCJVqPd0fXr12w7ogkRCZUAIhkWjl7eBBCE0opCTvS2YIITrnlRQheimIIwJGiB6BMFrRWAAQ4NDDHg5pXswx+sY1wMwueOccILrgHw/306wltR4WhTk4sIje8ZnTZz68/Mm163deuHDBGK2FcK5miEoqKZRzzvsaUUiJMdroowtBSskxIKAgjAzNNrMJeiCgEto5x5ER0YcYgRcWly9fvfLGt78dInT7vcHiYgxcOZem6Xg6iUAQAiP44EMIgogCK1JAjVobY/wUygHRuRBC8AyikfcQgvd5loU6CEltkyNiVVVVZb2LwHI29XneTbKO0/3FNsyGBwFhXEyno6GL1TPPnprvtufn5nwdy9KpBK9evWpt/cKLFwia0FKjZiVb24+2Ht7r9wdnjp4gaaqyiKKOHCLGd3/07trRpW/8zjfB/PthMvv+n33r8oc/W15IXnrlmbTn7GwbYkHoYAqtVi5QzcpaSzGXZUfzbL8sDsri4Xiy9ej+hKvVI0cOJgcvnHrmmeUTVPgEtHURlXIIP/z57fWNddeaqYp0uz2cjAR4hulstptmiEE456USUskYQ5JoQDg4GO3u7hyMhkopBtG8BkTkY3iKQjgENXv/dPyMPgghiDA+jW4xN3DIZmxtWtsAGICQEAE5HKoaMTbjrGjYuU1kuHn3QoP38A09Thz6CA7rMP+lTPEvwArMACClYAzexSa+5nyldajK0f7BtjIxB9LCFFXVbDCAUatEsAzBhToeXTuay7we20aKMJkuXUDSt9bvjKr6xVdeUSbduDk5ura8MHdkeXnVEFCa3L/34PrV20SqN1ju93vT6XR/OG5l2fz8PJF0wY2nE+vr/mBgfT2zDrih5B1yDuu6llIppQAiA3JsYCUN2/LpWgMESQrB1zVJhQR1Wbq6xOjb7RYAXlx8QSeZVvjaq69WVWV0kqWJ8zbGCByCt3lmlhbnh5NJp50rJaN3HFxEarXTyejg1o0b0fszp0/5RiBHBGAO8M73v5fn2Ww2FYRMfOrM6aMrR5959lze6SlJRCLEKJSqa/9oc1ub/OVXXr1z+/7y8sqRtZXaFhGDdZ5IIsqiLIDQhoAkjhw52u/1p5OhFN5o973vfccYb7Sp65KIYmSSKIRERCJwIfhYC5JKSakVIFpX17UFjGmaIrL3IYLbHz5qt7tl4RHT/vzRU8dfgtglyI1Ki6I4eLyTKXF0ef7k8eWERLSOGJQgRCAptE6l0ELJ5pl0VTm32D+YTafTyY3r13f39nrHTuzubWZpD1gMIywPBjt37/3FH705fHTvtb/7b62vrx8cHDRu6SRJACDP81arRURNwft4WtR1ba3NsjxJTAO5bT4HT52aQogmy9Ls2ZVSaZoKIaydbG3ffuftv7x46Zcu/+Tt5y++oj12jTz64sXpZHLp0qXluaMzax+52//Rf/AHzx1fCPXsS5//ok57o9HB//n2d/7ZP3vjf/7Hf/if/Md/13p0jv7RP/7ffvSDb09n0wtnz+Sp7rayYlYMlpc4hLKqG+e6FNpow87XzjbwACLBwJW1XsTOXGdzc+PR1m3mmdJgMtx89Liu4MTxM8uLy4NWtyyd7uq5ztLezkRn0+GwZJp58MAUgmeINlD0mOiWINJGpVo3o7z3XkpCARIVkfHB+joKIZUUDJGpFiZu7d2p3Xg0Obhy7dpiv72x/WCF63PPv/LWn/zTY4PeqSPzt7cfTsPWW2/8cSdfWvvMq++//5ef+8LXnPVSCYUy1M6IplGwnFWj51+8MAnj3qAzO5g575JOWlobChWs+/TtunkHm1VSAzT59IHzqZL1XxhqiSgGn6dJWW6bVuZsCUTWuU6m0XulVJA6AkL0pCpBFDyG4Im8SRVlObMALMvaoSAGQFRCYPRIEZi9D1ZqPZvOEEUIEYtpQ3w45NlQw5IXSkljtNYqSQ0BENHe3mMhZbMQaHbxTalcq9Uqy9Jau7y8TETtdmd7eyvrd+q6FkA++L3pvveu9hYAyrJsR6GMbrd7aZ71e10I0XsfI0utfGWLuk50qqSiCK082xsdVMGmvUymGZT17vb2s6dW6snuZDQCAASZZm0hNUkyWUtK1CkqYsDAOzuVSPOFFkayZVCU5CASwbYcpu1kUk1FojxyBJImvXLl1s1b92p3oEwentDUmTk4/9SQ5r2PjpU2nU6v9g6D2B6ViyfnP7p6kwUkqVhcmn/xtdevfPJTXxwER0nW+vGHP/7lr/VNKmyIxObYkdMbmzfzvrl+7UpVgBGdS5de1Qa/+73vENGXvvT69Ts7Imydf/717e0tIAvg253k9vVb7G2/PbCusjbs7e2xVDFGIdVwOv7k6lXE6Oqi0+vevb9+7MjxECIElFIJIaQUAYL3/vHeLgTc2to6eeKEsy6EgEBCSWdjMZ60ux1myLKs8Sw1h8lhF6qUzYZBKIVEgdkVhVJKSAzRQTz0MAh1GOMmZBKCDpHCKKV0znlniZiI2q3WwcG+ZA4AVspGhrJlNV2/t7G/vxO9jRykJpMI721dy0y1EpM93NowIjGqc2CH25vD5fk+M0aMzMiREGUr7wTfAEEVAHrnOcTZdNrrdRE4Ru9dpZUiYgZH5IUkbCyteJgB58hAAhEjRxt8gxhwzvkQnPcmy3YePuqRgto6xFFRoE6k1JHk/Mpq9OHHH3546/r1+cHc2try2trK/GAOiRovIEAIMSAgERoiBg4xNl55H1hp1SyXY4hCyMrWSBQAlJTWVTdu3rryp2+Mi1lnfh6lQBJFWRtjlNJFUWpjonMueESMIYQQHAN4BgJAoOhjZEAQdBgVQkb2wQeYTKZGKiJgwshsrRdEBKJ2NkQHCFmnFTxUlQOL1ltfOSkRFUKWJVKnnX6nGDC4nc297c0DwJud7kCrxIbp0uLCwuKc9zbEoLQUUk6n0/sbD7qtzjPPvqSUJALnK6GiMnDn7l2h5Bf+xq8cO37Mo7jy4frtT27NJ2vj6v6P3/zwD//kz/+9//DfzNPExNA2op1oB4S1D4HBuVjNrHMqhtUsWzt57uXjpyb1xORZBE6VptrGyjI7ILyzce/O9uajcTW31urQqjRZmvevXb8eQ3Vk6YidmLIeE+VGCxIiBMccnQv7BwePdrZCDEJJaISvJ61bkhARPYBobkDBxeDpcMsPoYGENKv0J4osicO+i0ZtfTLRHlppGz9ACPHTn42nEzAzN4u+2bTQxgAcAsmeUOV+8Zk59DkgHuZvmh0TeRCRSDX5S6Vw/2BrPN0OsVZKej8LHpBQSESWHCDPc1tYEnknbSUyK6d1lmTOO1RiUlZB6CsfX01ac7/6y397Wrqq9ovL3ems+Ku/fvsv3vjnz50+sbK4AJGTPF1aWiMjh8OhtTbP2kprQVTZuqoqpYQ0rVu3bvjgOnP9EAI1jBsA60oSyBykVFXlpWxikU2usgHKN4DiGEMkBFIUAKy1UqsYvNKSQIYQfPD1bALRI6AQsqpsWdXGaEAmIRaXll9+5ZJO9HA0xhiq2dR5rsuqYn+wt03AxD7YGmPEGCUiESNCt5UahZrYdPK6rqSmu7euXf7gA2/9F17/OgCGEJFkUbheb+G3v/l7SqZVMV1dXT11+ox1ldKiKGZLS4tVZQlV3mm5GADF4tJqrz8ffCyrwrnZRx+9b92ukl6IVGtFhMzEEL0PzbbXhXCYD3uCGHDeRY5parIsq+sSAaVAg9JZFtQOoX3i5EvAXZPOIZMWdP3urZSo09KdVIvgva0ES6OTGILnSCSFVFopLYVWKkYfPf9ff/xHm7t7i0eOVdPRY1eNpgeRIXjbbfd3Hu9QS7Q1f/31L/Syr5w9f+7h5l2ppFKqquvaOwCYFLO94UFjX1NKtVq5UrpBeJRlyYfw5+CcY4hFVXc6HQYIHE2aNNnfpuVQSTHfWeh0st/95m/df/Bwtrf59nfeYBBZq5NkrfmF5X/yj/5hJpdOnTu3c/D4R+/81Td//SvHjy7//KMPHz7YXhjMvfGtv9p6uP33fv/v/eC7P9ja2Y8Iv/Nb3/g3/vXf/C/+879/68YHg25vVxsIJ4+trMTgjBTOuxgAQozO1lXtqoqUYA4YJQqt0q4HfP+jW8vHjwZlhfCoYPXYF1eOgrMVw3R3dOPuzpt5WlezaT0JF5//DPq8CHsquKTdkdL4CK72HCkGgeS9F8HGoqoIUUoptWBmRZo5Rh8hKi09IRXWeWdZ2/2DR+NiJ9Jsc3+9ivuUZYsrg537N7m2AwN3bl7uDdo6VWnkOHmYZvSzv/7jMy+8tnOjM5cvZrKtAgkOkS0rX7vy0c7DURx3l1rErKSoqnJj42HW7XTzbjfrBGcbv/7TfpXmhGn0s6dT7L/c5AVPqTGNzyrL0v2Dx/NmJXpflqW1vpEGnHMoBAoBGIQkQtbSYNRII4ARYGBIiFAnUcgYCbWUyIQYlZaHTUARhCAiIaW01sbYkHcoMkcbEIVUOoQ4nhSNIwyBmeObb76ZpgkAt/K2MUYrbdLEGG1t1ZzJjVKQZkntK1JghAohJNLk7UwqGUP03hVlkaIpZgUjjSaFKHwErGs7m03bnb73PrDw3gdSjCgMoeJ2O3eu7LXbvnSz/Y3FboaYFu3kidtHOc+1q0M1ndWzrWClFFIgSn334dbSwoogicKYtM2BKqhUv1/FkLQHtauUEEgELNeWV+7eukfiMBre/JmEEPhEYm/+lFqp6HxdFlIL0rqbZ9cvX97Z3tt8vB2gevjw7lJ78Ku/+iXd6j333LmHd+/FOLz34OGRtbkYQclsde7So3t7W8PbWZKvzHeLSdh6dBfJHz+yGqO4c+N+4Xxol3NzWbuVPXo01DqurSx1WspV0wvPXWDmWVn44LVJYgSI0Xt/7ux5IfHmzetJmo9Gw7zVRkRAjIGdtdrIiLCxtemD1yTn5wchuBgDIyitvY+37tx5vLdv0rQupl9//ctCoPcWAJSSIQQhDileWssA0SSqqip48mlu+mSbxan37lObT44ckRrwkxdSECIw+uCRSEopG+aCD/VkPHy8t2VdqRQaw+N6opRYXFoqygIESaHZYzH1rWwuWgA23Y7Z25seXVFNQJJQNnvdubn56bRotbvMQCBsXRPReDzq97pN8sY7a7RozgitMbKXUsQYIwZBBMAuBg7x6eW4qqq6rhvrgmfudnufXLuRtrs+xDqE/UePRJJqBQ+3dy6trM1G48XVVSQx3t+7e//eO+++DZF/+atfu3D+vFTCWtuIv8F5AJDKSEFNDYIigYDhMCjPgT2TBMRWu/39t9/5wbs/7PT73cGgk2jPUSqNUqQgq6oiIqV08CF4xyE0ZwbFyAQ+OApNVykhYAwBntyVBSitUk9+PCr63TYRlnWlE1NF187zYL0PqE0K4EGA93Uk35vreh+CVwixDnVMVekALGf5fCtL5udWh+N9laqd3cf7w7GfTTSrTtqan58nSd77jz76yFp77ty5brc3rWpmF9Bl7eRguPvn3/netRvr/86/+59GNf/xjcn3f/DeirbCwf/z7e9f+fknFYdv/M5v/5f/w7d+/9/+155Ze+6jn3041x7ODzrd3BhgyezLWSvTqU5qG0wiOpCe6s9NbNXp98qiECmx5Htbj35y9coeeey0bDVc39o8dnxp//Hj4fVrMXCnm+1u3m2lR4VBrTTXXDurjHaV23i0eTAckpZICBFRCHpie21MY9ZaPOwNiAjUVAsfaqJCICKHGDgetjaG8HQ8bbwHT6pn45Nmg8NvQ4yHzW6NvH04AXP0Pkopp9NpXyfeB4aGyox0eGHy/xIF90m9TiN3MQUXPURIdDYryq3th5PJZoBJr5dLwbVi71AQhRCQZJKkaZqXo3J5YTmRaaxjp9PlAJZ9aetWt//dt97tdFdeefkLVSFDpdFjmmfzc/1qOjp+9qwmrH3sdbq9Xk8mZlaXRpAQotVqee9r57z3DUjiyidX7z+4f/b82YbEB4gxeiHQGPn48X6a5ZJZKUXgI0chVLPa/EW6rWm6jjGESILYQ+AYglNCohDAISIQCcGyrmsSKJWqrS2rKsawubklpTh27KRUcOH8eQZDmEidFOlsNpsM6+lkNOIQ8kTXsyJGHwUpKUgARFQEo9GuUkoJ4evQb7cM6eCskUrLhFCFiN5jBNVuz2mVLCy1AWBWTBKjbt262W7lL7744v7e8PjxE+dePlOWVZZlg8ECgggx7u/ujKb3Nx7e7M8RUfBeNpcTBCirKklNiFGhbhhyAilyNFJGjnsHQ50kKiqihhsXjUlDBKRkUuCpky8I0YeQcxDa0M3rH3u7v5D1VxcHC/22hgAMWZohk2ciiSSjljJRihCAQ5Yk4/Hk86995rtvvzPfbX/vu989cfK02YvB82MGlJqEJjtZWpw7dfLYZz//Wl3NFhYWGvNA02NAT34aDWw2m6VpOpmOEZr5wznnvG/0gzrGmGUpEX46TS+ENCYBAO94b2/cbWeJyi5eeOErX/xyrzd48HDj/sbG+x9+9OP3vudDPH82/6d/9N8HlK0Eytne9/76w598fJWS7p3rn9y+/P6gO3/81HM7+zuLqytFVfx3/+1/s7S48OpnPlPNJtH7PEmefea5VprMnMPIRikgIEnB++gccGQMEQE4QVZatqVorR2f3y/KlSPHktQ8enT/Z5eds5SnXW3STk8Nlnze3r155f3b928mbTy9+uyo3Fx/cM060evOLy+ttlqdhcUVV1JVsha6ub0AROtcWXpjjERkJmYiFDGMkZoaO5rZ4t0fvZX27OJah0V58pllzzHJO6p8PNl9hCgqX965N3r1teeH9+7t2fLsqeXt9ZvXvr81r83zeYxcDAAAIABJREFUry6nVS0saJIAABQc2NpVLHxdlVUVellXCEq6ybiq7qzfqSWMjh60+sefFhp8WpH9NM8F/n8+qKe5Zymw2+s2MhuJpCwrrXVzSRNCMgMjhsgyEEolsCVNqjOp8kDI0UskxYKYaxu80dLZWFY1oFc6GKNtlTnnGl1WSqG1DtF775pqGQYKIbgQrK21Vlord/hRDlXFzDwbzxo/ZYzRBeufcP6MMXmeLyzMe+uHe+M8z5Mk0zrRWte1E0rUdV1OYjBUeK91krbbedZeGBabm9vaZFlqgnfgyNnKCQEAQCwz6WJFHlKSXWkmnq7e3jx+/IgHnaUpIhbTUhudtwygt1bMKjDGJKlxA/fxxx8dXdPOubqezqr9ppdhMivTJEMXMmOIvZQySUS/vZialvMu8C/CeUQkhWgG3CYvxSESUbB1MSlBprOC0vYS2gps4e3k2FJ/e3/yJ3/2rVyLwa/8+i/90q99+P6Pi+lEikwnyf7jUuHa6WOvv/XDdW2kd76qJkWx3+5kWptYY11ZlUrnJ0rFtSMru9t7F86fWlnq1MVoZXV+bfWoEKIoZkISIgYEgWJra+fBgw0SEEJMkoShNxgMlFK1OwSseO9Z8PXr14fj/VDXv/Vbv3WYM5HSOieEPhiN01ZrOBxqoqYGu1FkrbWNwtrEG8bjcdZuCSHm5+ebKJiUkiOLw5x3kzs6XH7GGEJkIaQQggmwMe0Kdt5LEIAgYygfbV631hZFqZRQghCiUmJpaQEw+FB0+92ysJPZRJAnYYoCFLa6rZXVM0eH40wI5Xxo0lWNLNZr94f7U2QEYCFwNpt0u526mkVviVArmrgSUSkZY3REyBwAImN8EmKNPgTrK++js7a21jvnQ/MP4cic5yYGD9EK4LyTPXj04Bgfc5Xf33/srCWSzBiYp67O2+1nzr/onH3/Zx//6IMPu+3O/Nzg+LFjq8srSiUcQ6M5NUxbKQkhIrOU5CGSwL2D/cuXP1m/ux4YV9ZWSWkXAyMhShcih2goailiZFtVTXY+hkiSkIEYUXhAZgwRHQMJEhGYOQZmQgJ2CEzkx9P9uUErBi8El7OJksZVdaITRgQQzCAYBMVECxdqBMjyhEhQLSJwlDyup0VVWlunmcnb/bIul5eOWmuL4XBnd7y1va+1TNLEe7e6ujIYzAUfpuPC67HKcW+88dGH713/+c8n29Ovf/Yb5f3Nn9/6+P7mcG7xyM9/9L1HG7t31u/vjmZgzLsfXF5cO7M3jsljd+SZz8h0MrX13njW9VJWwWSdWkcdfFcbjujq2bSaWJXOau8Dky/Ao1HpyvIxaYvd6WMZpGCMwZIU/cX5qipaXSWirPcKMbYyg5AiAD/YfLB/MCyqkoSMISipIgRvgxGaPSMSAzeQMJIEFBEZKUCAGBGwiTxhQ8FDkAiqqc8jcvREgCUhQ/DAHONhoQEQfKoA4cnsC9g8KQAQIxhtxpMxIYuGDt2gdEXjY8MYEYAjACIHjthgzhqYWACjlPdhONwcjvf2DzaRKhJYFHVqUmCF0jrv86yNLFxpS1usLqwZTLhiYuHLWAVLmlVGP7ny0yPPPPvyy1+bToT3CkkoI0I9s9GurSxprTIl5+f6DXW9qpySMs8ypTUJwiCKorDW6sQUVZm3+8+c6zAJbpRpBo7QiHCXL3/c6XSeffbZJEmJ6MbNm0eOHFVKaW0YMISgla5rH0JkZueD1BhDINImMc7VdVVqbQSRt9YGFlIyYu09IDARA6etnLm5llSPH++FgICCIyVZishrR1b+4A/+sxgCkSACIWSjqwcfbfRVWQ16Ax+ccy5LE1eWtvatvK20tnXFwSEAsicKUongXRM3zLNsVsyuXL329a9+xdvAKkghqqp2NtZ1ABZKiul0b1bs7O3fTXNidtZB4LphcEghkzyTQocQmA+fqIg2xlA70EYtLC4qbZh5Mi18qJPEVPUMgxKit7Z8ttM6XbtckjYad/YeTWcjKWhxrtPJE2JklsYoQOFDQBJSSWWU0VJJRYRayTQx3e7AeTeYG2zu7Pzub/7aw41H07397eFjH4FM8tzzF6/eunp9na7evnXr3vpnX700lxpCMDrp97TWKnj/i/4gJJSqLGvmqJUMIVhbERFzDMEhghCEUpbWNpREBNZaRwQU6GpLhEYndRkR5HQ8HQ9HD+h+kmTzg/5v/vrf+p1v6rKuDh7vvPbq86PJ9OILz08PHl9PlDHJuLR/eefKboG725vXb99SSnz0oU+ynBnBx0svvnLq1AmjZFWVsZrZqtJG2So0jEAg9M4Ds1RSCGaMWqvKht2tTWF6kTWMq6ufXB8Oh1/5yutnTsz/7MeftEU6GtqD/XLlyJyKrq1XX3t1rbBhd1IWPiwcWdnbGd24efMv3/z+/PzSkaMnlUq8jauLx7XIIUpC0+sOMtNyMdrJREupSDF7Iixt7TwzxRDt3HzPwt5oNJrOap30jNST0ThPTSfvPHy4Yd3k+Iml0XB3rt+WUr3/7ve0KFaOn9/45L0HqvvCs5+rA0RbDTKKrt4eP44aF+aXZ9U0S/PAEAKtLB8bhPL0gioekT9s5kIiEUIMngM2DijZ8JDjYXokPq0mRDxUUg4vM3UtwCr0zkchExupn1Dwk7qqAgJJQIlcWAZgz0JEoWegxi7Mdrf35wZHhdTGxP3hhguutu1Wtnjy9GIxKa2deV8mqTJKcETnQlSKlQRQ4BSA06KB2UQiAs5D8AggEVwIiBIAmaNUupGcSGCiTA1eCB1jrKra1fX+411J9PDOuhAaiKTS2qRKmdRkeZq1827AstvukDAkFEjRm+uvP7g3K8a7O5tZmnOI0QdM2RjjvMuSbDR2WhkhpElNq92+dfeeNIY5tDLnnI3Bp0mijUDkEByyhsDRBiNVr90tJkWv10lTIwUxsFAZs3bWcojltABmW9ezYpRldb/X39nZllI8qScH4Mh8GEcGqISQiY5aSsSojRpPp7dv3vvw8v/bm1/cHe6dOHUkOLfazWNwwdp3v//OzZ/fXOj3drfvZ4YunDvf0lDURad75JnTr93beN9DVHk2mYxnpUPIYoBeu7MzG5VYjSdT1LBwbK5Gt7G3d+zkM7/9G39nodv1Lk4nM0GSgyckDm5hbvDSiy8Cg1TS2kKhYs/euhh9liVN7jaG2M47K6urezvb3U7fWx98AAaOPC3Lmzeu9Ofna2tfOHe+ARk2KnVjkvHBE9H+6OD27dvTcrp+Z/3SpUsQeWEwf/LkSSK0ri6rqtVukZAkGrq15BAEs1KyrqwQkhBDCCEGKUTzgZaTyXBz887a2lHnwmw2kVIkiUIEay1gkFK4aIVWWAhnc1elx1cvtPJ5rTIiMSwcCS1E5BCQQJMKHoQygiTHgAIEwXQy6fdaZVXEYBGElpJjAHSMDGQjSCJsbo4xcnDBOue8q+tGL3DOuRhjo5wdgg+8S40kCIBRSorgrCtSk48nQ2LAiIAkjSmCDTUKUlrK7uKyFKRJbO/t//BH71ez8uWXXvrcZ19bXFlEFLaqhVQxBo5eCKGNcLPqjTf+7Nqd+ydPnlo7ujorrY/R+giMSKhIcINniI3NOTztfpJSSCkabSZCIOQIjhubJSgG2VC4GTly9K4SMu5sbx05shCdT9MUovDe6jQvqhI4xuCNTgUo4hjYSSJA9t4zR2KRKEmaunnLOT8ajWtrGcF7Bohp2kp0MliEGFxVzqqqrG159979jUcbJ04cTxfmUNrrt67cePjR1u6dvBdXsoXLP3hrPPd4OIx5u//P/+h/nWzf3Z9MotJrzz4zt7I0WJz75V/+2vFjy4kWripSseB6oE4mxlUPfv7R8GA7nbqWlOmgGwGpsnlLVECjspCRteXZeCylPL40vyZVt/vK7dH4/sbVW4+uGJ3OHCd5K+uq4d4jDzgeHyy1Voez6fr6+sFoRETQrMA5MgclGCVF75i54S+QFIiEAhkBhIjQdLqIpwwwAIgcn9hbgVAieyEObQABgpQSELlxdTdW0SfNOCE0PW6H6PQnOgdIIVxdITMBcAQEaCwN3lsEDUA+RBusUlJpEZwvi5kWGhgie0Gwv/dod28LhU8ylir11nFEYK2VmrpKKFkUpQbdTfvz3YV6Yo1WOtWTgwnmAlBsP965evf66fMvPHv+iw8eFZ3WitBSCrB1Od/JjqyuuLoWwMtLi2mSCCGmk5kg1ev1AAIAjkfjqnJSyn5/noEfHwyNyVItpVKuGsEhXkgCRwSaGwz2Hz/mYI1Klck/uXKltnZhYXFpadl695OffLCysnL8+IlG/E6zJISgBBBCXc601hFQENm6ztI0MHkOITgh5WE8kg4dHTE2GM+gFHIEkBxjxQwHw5IhRoghhLsP7mZZlhrT73byvA3Ir3/lqzs7mzu724xIiNHHX3rtcy9fevWDjz7a2dkURofgXT0jBBKC2XXSVmXrPEt2d7a+8Nkv2Dr87KMPnr9wDhVWVU2osjSfTcez8dbj/Tt37v200wZlEEESkVDSey8kOOeImFAykvPO+UpE1ClJrXzw6DBGUEpLKWIMRRWYIvtoZ/Xi4vzC4IxSCxQMsy/r8c7WA4XQa3XnB5lRkkMkoQFlVVdEJCSSJGOMlvLwAobyYDRrFAvmcHx15eL5s1meJDqtrX20s3Xr7oMPPrnS7WQ6bZ999tlcq26SIYTgQ+nL6P0sxBh9U76WdTrGGEScFpW1ttmDkcCimIUQrKubLkeMgBE4RBRSCsWR0zyNPqytHdl7vBsjBg42eEDUqUEQ1nlG4ewoBBcxapRpZp49dqyT5xni0a+uzYrpwfDg0oWzt27fXr937+efXCmmUSj1r3zj7/zZG3++sb7+xp/9qTHmq1/7yoXnL9TV1BjtnENKETFNU28d+xiEEEIkWghkz9RK9LVrnyRZ57/+B39/fwgPHxy8995777//5o8ur1987jm3/2jl2JmQrMSqzFtzD3fcph2uPXf2s1/82+s3b2upe5f621sH0zq+8PJn/uJf/Avn63ffffvOg3svPPdK8NrI/qSgVKuFuY7AwC6QihC5siWSUlo59hhjp9O6v/XAkOi0Fh6s7/Ta7USQkGI8Pjhx6uhSOWj3upPJZHfn8fGjx4P3a6fnYnBtHV48dRJCFGlOjkQY17PxcDJ2xMVo1M673lXOuxDk3s6EuViZmw+JmtjqCaw+EslDegszAIRwaOV/2kr7xNYPTdoVEULwSukE2EhGECBb49ItDRJXjgWKGIWSOkvUZGbRSwa2ciK1BRwLjkaZLKP7j27MLab749s7O1tSpJ32ymde+RKKMs9hf38YQro0txwsWAuDlZUzF86XPrRbeTEcvvmdtyFaIcHaOngnpYjOCSIUQindnLIcUBJ7KQGCi1ELNSttkqYQXFVXhI0o5BVHBrK+nlYFgBQk2IbgPfNMm5RRqiQTWvbn+nmuhYh1VXRbHS1F6SxHn6VdZwUiQgpVVTn0qLDVTffHvtNKFxYWxuORlHlZzgCgqMq6rouiIAZjTKvVEkJ0Ot319bunT5/Ossx5lFKFEBGsESIwyHZmXZ23kyYEf/zksYPRfpPCbwRZ5MM+CiIKIVrrkEEKEEKgoDRLjx9fnU4n24/3Htz62WjnFhMakcwvzN+/f/9zn/vcW99/11bVwtwgTcLpk8e05qlzjNlzZ79c1t7zvgs7MtGlLxQ7LUPW1r/x6m//5P29cr8upiUqnrpykM3Nqnj6zLNCBKJkNiukkJ6jAK7ranEwN9cfIJKzvipndVWAZ5ZBEDK4EGOa5VtbW5sbm71qIFEQSOtqSYIjC0Rnq7m5XpqZWTHu9trWuxCDwMMiDiFEgECSXHCdXmdYDtu9VrfbuX3z1urycvBOKvXOD9+5v/EQBbY63aNHjw4Gg07eabfbrTwHgCQ1de1sWWutgRkZgw+EKIHJmHR/f8+5OsQaAo0nUUrtbEjTXGDiZtKofi7zJFntrhxLdE8oYf2UhGOwxdShoBgCMbtoOWLkQMKFWAOwMSQFawkzX1lXZioXkpLEcNPRwIhEIQZm9oGLqvTel3XdLL2cc/xkjIgcGnwXM5d1lbfbznulhJKq3WqVZdnKOsWs2tvfb6dtANZGhRAixsiWg1dCBu/rGGWePv/Ky8H78cHwT779bS3FYDB34viJY0eP9bpdKdT9+w9++uEHo/G41Wq9dPFiba2ta4EQEZVAYgjsOTRNvVQHZODIEJGBWWiK7Cw7qYSQkUMUAAKiIgAGJYAII0dgaMamMvjUGCIq63JyMMzSTCuTJlmeJxXZEKoYXW3ZOYkCkJrw2JMdEzMzWGvLsjTGLCzMN9a3ZqMRY3S2LIui1+umaYqEaZY6VxdFcfPm7WvXbly/9d7udPPIM3Pskulktr+1MyeXP/z55SxfvH/9xmc+95k/feNO9+hyf2HhyIkTL7704tnz51YWF7wt7awwSkVnZHQ7m7fAzU4vrCxmR/x+uWPrt35yLbrq1eXV7iAJyX4phkYIDaan84pKmaBnjoU9lq4cOZW+dGRtWrqtg2rfFTN3gJ2FMkt3koPJzu29h6OiLPIsDcGjaHK4wvmZlDIyYwIxsrPBI2uRapVEAGAU2ICcA0QfY2A+1CSAYwwoMAJAZBZITym4T8trEZvXjJ7+/pCMy0119OFvCDGEKJVo/qub5rcQIorGeovO+cafQCQRybto61pKEaNFhBCr3a2tWTESIkRwSGyt1VoFFyazsSQlOM2TPMaIAXPdmuxPOnnHRYcESdfY6GZlVVjxxS/+Rm/+2PBA9Fr94KLUXE6GCwv9hVa7mpWdTmtlcT5L0+C89VaQTJJECMnMk8nIO6+kylJt68mkmMVYKiV9rHxwERkiN5ATQGrU4g8ffGS9e+niiwtLIsuS6XTSH/R1qmPFjx493N/f63Ta8wuLIRw6hZRSDzYeLC8vM4BOE0DK8qyuKybpvZdS1nWltEJqkISMTZyOiCNHBiKKwMF7ItFspprbBTPVdT2bTvf3HyOgEHj8+PHVIytCCiLy9Ww6np569vnrN25u7u6RUk9fh62trR/98L2/+Y1ff/cHPzjzzDP31m8rpfM89T7cvXPz0sXnxwd773340Ze//CWl7MHB1qPNG5tb11ttDrEQXiJK9gQRYmQBqKVgjpKCTlSIoSwrZk88n+jMOQ8MiRFVOVFGJGkiLNWFJ8xb/eWVtbPAGgMr9sD1w/WbVE9bxqz2e5ICh0pJKUlAjBKjlEpp1JIJHCAkrbZzrnZWGfNkExe9tTs7o8gHhpyUopVnX3zlxddeuuiY0qwFzNODffCz8axEJKU1RCBC77msqrK2VJRN7V1jjX2KVG1cfU0ltxBSuBBdUAyKwDAYklzZCLizfZCk7UCslUigQxDLosQIsayJUSIqighQBgohpkly9+5da63WWmnVarUuXLjw+S98wXtXFMV4Mt17fFBW7qtf+kJV1yZJ0yw5c+KYK2bNQNb4dojImKb6RxpEIYRWoCR6ECzTcxcvrB47+c4HNxaXBsvHW7/33K/99u997b/6B//7H//hP6nLOFg+deHlV1zx4KBbXHrpa61+5+UvfnVuYXkue04rnerWW2/9Ly9d+qW6aP+Nr//ujRtXXrv4+vvvf//jjz8+c+rFOriqHs8KrOpJr2P67bxwdZ5mKqja+uACqoAY9vZ2imIaSJmkFUJgUPc2tvM8E1J4ns3Nz+3vT6bTMgQxmhQxwIN7W1UlBs+fTlpJUfjSTTNigOiiv31vvaiLU+fP3Lx2a26+rbRwZbhx+wZycePKlVfOfq22tZAgPHnvAbAZbQGABAJHQHqCp4FfHGVP1NmnQTGtpdGqdtaHWVGo1omFg8mB1mkZg4SgBXpro5KIClhxMLF27U46CeXDB7dAFB9//NGjrXskKXjx/Pm5b/3pH588fmJuvjca7wBQr5svz5+oCtYo796+ffnG1dF4kgiz2FvqtOeruiAAQWjrGuBwY+C9J5IhxoAY2aMUQgiMXPvY6fdUkvvIsawECQne19MYaiKUUnsP1rqIXkrQmp3LmSgyezuzVSgne1qbA2tD2N/Y2FIKhBCP99T2zoZSypgk+IiIDDpNU6WEknpjY6Pf7xNRXddJkiJCnudSCWb2tW0KQ5pWZq31dDr9lIlZNJ2SRCSlcM46Z7vdznQ67fU6g0Fvb28ohDDGVGVtrUvTVCkVAjeyHUk1q0KakiJMU312/tTzZ5+bzmbW/UaIbjjcG04mo8n0zKmVNE9XVgfOuUG/Fyj88Cfvfv6zn9PcGg1rjvKFc79m/cjyNMCsrkZ7Ow/q2dg72a6P5HU8uDuEyimmyIwgSCpmywlIrYfjaTNxBY5Sy+3d7TTNhBTGmF7SjSHnyHVdK6W890LI2Wzabrdff/312jsjsCxmh+kCa0mI7a2tuqoQkQPneQsO8VSHt6y6rqSWxpjbt2+PRqPRbNxpd4YHB9PpdK4/SJLEObe9vW2tjcCR4WZZOmtt5RYXF7udzmQ0/vznP784v4QMQgjrY/CspGIGCQKEFrWdmVTawjFppbLoVVE4jrm3WT8/s9BeUr22d0SYxOCaEhWIgsgcHEyWFhcsROAYom9AoSZh5ydJmmgjJyMPUKeJmE72O63cxaCMqlxpIGUAx8F5V9d1XbuiLJ1z1rsGedCUxTau8IaAwATN6JG38r29vY5uMfOgPyiKosxKBNh9vNM53okhNrkH56zU0obogjdaAwIjhOgZYjro5vN9gwIZ3v3x+9/60zdOnz49m81ms/LZc2eXO52iKJ2tg/eRIUkSg1RbFxlCZAYGCAjRURYh0GFLaWQKSkjAICXVzkqGBmtstCQiiSLG6KyPPjgXQgCh1GQ2szHcvXcvT5LJeCRIzM8vxBiMMUkqEGRVhcjoShc4IEZjtDFpIwP7GAEpyVIlZAjeJKqVmSbvWRSFravz58+dPHV0NqvKslxfX9/e3iaSc3PdGMPc3Ne2R4+2Jw9B6zMvHX1u+bl61/8ff/h/v/XuOyPn1FzryNlnTZYePXr0b/7arx5dWzNKTkZDCLGVZM65g3I0fbDxbH+wBD338Z6f0YHny250bXuvXUwfFYmd9qq25U7otELAOhHGgo6Uok5S09oZ9lOpB0lcUvHZXo65ubZ15Ue3f6ra4vLHP+yZIx050IZiKH1kozLPFmNqmRBNc70hQUxecEQWsWkeCEGIpqEmxtBAqAGQkZiAQ/CRD9vZQjiMAzf2/MbD1KQrEBEYkA97qp7iJemJF42IfAhKqsZT27TeWu8FExJHiNjUSzFJQUhobSkEhWCl5Ol0NBrtzIph7SqlIbCTkRh8XQXnPEYiI2RIE87bvZYEESpnTC6FdLGuozWJuX71BqrWxZe/lGYr2ztVms5XpeVQF+VkZbnbynS0dnVlWSvd7/XqsoohxMhJmkmprLVVNbXWGq2BvbPFaHRQOycw2LoAQoGSmZoTJ8SIAFKavN1ptbtnn7ugTdrEkG+t3y5tvXbsGHNMkiRJTeAYYgjeI7EyGhDefPPNixcvDofDEML5c2eL2WxpackYakCESZo0C1AARgJ80rx+2JygBAE2H+D45IeZkaQQQpFkZghRSFXV1jlHMhblTAlM253LV65PZjUJyYCIh0Rio/VwOCSON65fcbY6ceLkrK6Ct/1uO9WaEKbj0fVPLn/ly5/tduVoPF6/99NWHoQKwXlmQSC9A5MYdk3pDBKhEDLGGHxorlgSlbcMrPI8RWFNwtYV1sYsbSEzw9zykZe1WWKbCuZEwoP1O1COF3KzNBh0tRQYhRCJkQLZ2hoAlCIjSUtSihhDmqmlzoJzvq58Xbqm61DrlnOuKAppZDGZCKR6WgYAlLqbJOt31tutpJcnC8vL4/HY+1gWFTOgEAgEgg7DQoKarMKT2oqmkJ+fTD/IISKzFCgJZcPJAwFSzzy7KA5GByzD/MKAGTlJM5115xQFxrpw1dgWE6+Nt248mfkQjDFCCAAcHoyRcHNrK0tM8JYjPnP6RJa2vvL6lwTJWVEcDIfT6TTGWHO01vrABEIKFTxzRCG1MUIKITEYLb3QlLRmoN/58Qc37ty2tjyytjLotLLMXHzlRfn7/+qD9Y2V5ZNvvf3e5PGDYSvMdkef/9JXO+LErRubijp37zza3rn5ymd+ZeXoif/xf/qHly69NNfpdrP5F8+/evmTa/vD4aC3PJoOB93+/nA/SxeSPHe2qoNPlKTgAYEhjCfDJDWt0JnWY0SXZa0HDzdihO5cvrq6ur6+XtnHzlXtdiZyCt7OirGflCdPPX9s7SSRYgxCIUYHZFHGrb3dzfFmd6999tyZW7euPtx40O4uvfraK/v7j6YHox/9+L1v/q2LRITESssYAwCTaAQ/gYKaUM2nCwQ/DQ9q3qwQgha0sDD38CAwh6IolElciEaI6CNF35Q8gBAojJCZUmhDSBNw9h5jtTd6MBrutVr5xsbWeFxrdXN7a0cIu7NHvUEKsW3DwPuq216MAP25+eSi+Nnly2v/H1fvFWNbep7pfX9cceddOZ46ubtPR7KbUaSoQEmkAmcUPAEzggADhgFjDNg343Bl+MKCgbnzpW88M9RIsmTZFGmOgiWKYjN07j4dTq5TOey8V/rD9/li1TmifVdAXRT2rrX+/wvv+7yrl7K56faXprOxrSoGFHCRRlGdO0BE1loAsIxbU3hTMrQefSBDQ7y9tFGhcOOs0WgF4B7deyeJOHc2jRJbQRpyEFiaCZdoWWS9k4IQHWfEOfPWWm+FDE1lgImy8sYYKWW9piNidc/caDS00mnaKIri0aNHrVaLc/AelRI1HM05W2On87yoweebm1vn5+e9Xr8OKymrap7PrbXGmPFsOp/PrTXDyVAIkSTJ6sb6aDJ33ishmZTOOYueg2RSeGsqZ5mpoijxJBRw9DA6OyX0rWYjDJgx1Fzs76xtlNYAl8T5Z175VGW9tXbfzk0oAAAgAElEQVQyGtjKnJ8PdNpWSjFMqqp0IMO456nVTC4vdz/PjELHyuyQPD892ncaVMKZDEZnQ8HllZ0NkGQ95kXBBccadwPwwx/9sDLVYDB45plnJBcba2tbW1uxiKx13nsC4ILrINi5vD3PS5fPvXNhEORZFoah4LzT6uxcugIAl7bDUAdo60MG6whupSQ9AfEi4mg6lkI9evSYI4RRhIjO42QyC5PYeR+FYQ0jr5/esiiLogiD4CJKCfHew93Dvf1+v/vSM9ekEOAxV4oBMMLAOY2QSN7ut7rNxlIj6QlskGXGMyLHpOFSMCk4ckRRFubx472lxUUAzgCBITDPBIQRnJ0P47TPOEsS5bHsdNOqzLkk8BSGejrPkKgypniy8HIei7JkjDnvgTEAxut1MwMCYDUvqAYpcZY2Gnv7+41Wygja7fbewT4XIJg6PDzY2drx3nHOm43GcDr03hGRlNL4yjsvpar7V844OkdMEdLmzs725St7j/dOhsPnbt0qrMud44xzQh0GT4JYUAvwhPoCc0tAWArySFDX2+AFZx4NY4CESklZx7ggScYFFwRknbXOW++scx55YVFLljaaf/QH//76lZ2f/fKXmnF6eHg4GQ7iOG500ihsACqlg4vJK3lEqCpTVfaJVVlyLghRcBZIWZbFaDhMkmRtpf/pT98KAp3nJsvmUqrr169fvnw5m2fD4fDk5MSaYH3x8sr65iwf27I6Pa0iF/3ef/af/zNHB8MTxzFnbGVpYWVpMQk0eGNcGWtpKjsYDOazeSyD7a3tclQ92ps0Mvno0aM3Hr3/yfDu9lLUAXh3MDm+m+5nRzdevfSZz15lLrPjMO1dMVUym8zLcpB010W2t5MmHZiGds5G00syWnvhsxNkzzXLOcLU5KPR2CFTYcuDpQLmZem4cui8J1VwpQQnzhnjCGgd5wDoGRJDCyDIAwCKQAEQIDEkTowRwv8HGgt1Yy0kJ0RgF4pb8vQEd+Br5Aw9WdrVuzzJOUkRhqH3HpgAICklMGCcvPUeQXFeWWNzJ5UgcoJ7IfB8cDwanxEZj4YLj0g1pd87qGwluVIyIIRExKlONWrwpEQUBqFFy4SaldmHD+4ZEl/50lfmU3V6agXr2QLAOsHM+kpXCyatW1te77RaURR6Y60xRNBqtoBzIlaWBSIppaMomE+np8eHnMPW1kYQBZUzlTMecf9kWON9Lupaola7O57MsqJsttultTqK15PG9tb2cDjqdHpJo1FVpnbj6SAAj87aVqfdarXiJBlPJueDwWg6fvftd9rt9qWtnevXr39w+4MojtvdbrPZZBfVKjAAxpng4gJ5S4AE6NxFO1FjKxg4tLy2ownuvBNCgOBciDhuCMGcxyhNp7lVOixN6dBZazjncZwgokckhFarXVMPl5eXtZJIyACElK1mE70v8slbb73eagQIMwa2Hu4zyYUk50xdGzjHgiAADJEAnRAyBTTeVYGUQkjvLJAJNVXGm6IyLBTQWly6HscbxioNkpzNs0mvGb1440VfVYoLcuR9qZRGIu8s41wJqXVQi2G880yK8Xg8HI6UCrQMtQqDICQC9KikiKNwWk7DduC9l5JzgvWtS/sHxy+++rlGQ2XzyXRmwrQ1nc5RUhynqRBCSPS2LHJjKkJfp2nU9hRjDHriTAgpaiVVxYApoQLFBTiBjPvl9Y2lzR2exN/74XtGB5vrS5ev7uS5Ie9MUe7fPxgeHq71mqlScbMjmFhYWMhmc+ecFKKqyspUURQVZdHvLxbZLI4S73E8HA1xiARKBVIrJLKmBABrbVVVRCSUqj2g9aJWSCmlDHnAGGekZnOvw+7qhlrevDaejKaTwes/+uHy8sLC6mUmWLuTZtnpyy9sjU95ANUzz9wEKf6n3//95cvX7969u71z6YUXX271+9bTr3zjG5w82Pzx3uPz88OlhWWt0kaSNONGVZRxq+mcGw6G3W5LCSk5CiGMq4hMEifOUlm4+bSkRtDrLJ6eDoGTRzebTa01rVZjNh0wZtZW+jvba1WZaxlVVmmZeMecBeOMlg6hzMqR0G770lq32yzLeaMRXblyqTT8+PhAKWx3mqufvXlyfuKcs9ZKqepDSQjxhN/ikRyR+uk4958e1l74ySRHZxe67XtHezLSxjkCxoVUtVAaIQoSLoRB41mmOXeWADx6ihM5nVcc+GScFaUpcqgKfnI0TtLWcDTeavWlAiHdNDtN1dJCZ+vs7HxZLjYivdTvbG2vDofmk0/uSsbarSYQKi0qaznnUsrFxcWDg4OaDh0FkmEEaD16poJR7ofj7P7xyInEH+bby+1Wf41Xw8CbWCRMq7KqjK+0DD0vpdQyDJlgUnL0iM4LzmIuqqIMlChtrpQCxp2zNQIIEaVkiFiUs6qUo6Hngo3HYwAgQikF57wOSYyiKAp0mqa1Ej2O40ajcXR0NJlMqqpqNpvWOSmV1mGSUqPR7HQMEhZ5obUmIGCcMeG9QzT1bVLbyuM4CILAe++RjHMMgFAyxpRSrsLZbMIuriq30k/stJoXo8JYYuAJheABCM7Y6d7e1ZeXbFVpqawrpaC33/m+wXGShoEKY91sp51BVubxBAKQmjnw3e7WN//gW3uPjv/H/+G/l5wNhmOPgAyQgZJiPJ1EcRBGujK5lGxwdrq5vlYv4i7wjUBS8N3d3SAMgPN+s+mdq+X19bZnsb/Ybnec94jgKiO0ZBexmyA4t9ZqrafT6WQ0abZaQKzX6TSTNBDSGsOD4PTkTEoppbLOc2ChDsgjCrCVcWDW1taazWZVWsZYmqbT2TxptZxDa61E76XU3rGq4KHscGg205VIL6bxImEgeOho7jwpqTjTQsq6XynLPAxDMu7w4NC9+Ayi49wzQVw4pSFJ+fFZzoUjwqQRGFOEUWs2n1Y2R+QgeGmMyGkyHTnyRVHUG4fKGB0EdQQqAOOyns4iAHHG64peSkmAURxZZ+uiRGtpTBVE2mZ4cn5KhATIGUvjZDg54wBccGcqKVXNB66nEYoFwBgxhoxKZ01ZNbvtd2/fvlSVjMvSmCCIAbxHrNcEnHNvbcBFfYI4a53zkhnGkAlgDBAE1slsSteZqFLK2uNZGcu4R8TqYhpCDskYK2VYlNXGylKSJtP5hDEg8NevXgak/f39vUfnUZhGcTcMU62DIAgE40Jx74kQPLksmzHGOq220oK8PTocAtD1q9dW1xa9J+tNWVZBoJwxWinvvRSq0Wh2uws3bz53cnj06ODhtJyFst9uKQ2ynBQnewc6ifqri+eT0WduvagkB299kUkOztppnk8nM0RaWFha1K1Pjo4/+uRhe45XZfjD9/5CyfmXlsLZ+Hys5fePj5svfuGTyWB4UGzKa48f7bda2017w/AoN9ngfD8uuZ+Xh/Tg669u2emgIYXkoiidItZKW+FKby6rk7Ph0enZNC9yX6FGx4SMW4XJ8tIEPJRSIyIDiZ6cQ6204oH3njxjghFZ51DKelCBnEmpeF2k1lP/+v4GAC5qAxkHuBiPcaYvbgLECxTCU4AXAAfGBEeGQRAQIRNKcu48VbaSknsiAnToCEhI7r31riLpB8PD0eSUc8eAVMAZC50zSkkpBCdJUtjSVWibjXYvbXmL5L0WynuazTMZRDNj7j0+YEr9/C99/Z13P0nCTUFBJEkKD5htrvcEw2bc6HUXV5f79SIMEbQOkyQhIuNwPp9prWUQM8DpdH56eKg0u3btaqPRODs/UVHY7vS5EIfnI/TwJLFQVMY0m82Nza279x/GaTNptDnTZ6dnW1s7H398/+pVHgapqaacK+u5N1YLxqVUgUaiLM+lUh4xSRqdfk8IEQSKCB8+egQAabP15S9/2VlL5GtAJdEFtZtzTkD1gJYAOHuadcTqIXkdwMg59xctCuNCOm9kEFR5DpwbY4y1wLDOtqgxR5N59trnviCVtEjNdidOG0VREBMOABl3zmmlbj/arUorYkEkGZfG5I04YjX9jXvvPCEKIeKo5S0fjWeTyazRaLRaHaHOEIsgUErLyvvZbEYMBE+yjC10lhZ7l4tKxjpEZwXh+dnhs9e3262Wt244HAuhg1AppZ33VWWjKJI6EjpkKoQnQSDOoPeeg5qXcyUqdAhAQoooirTWrcVlTqiI8nnW6/RHc3M8yfoVqW6arrcXJXgHH3z4+OTRbpkZdE4JxtBpybqtRhQFx2ejp9GUAGCtk7I2boL33gomOKNAIiMkn6TxxrXLEEb7I/N4NLp17dpf/fVf/93rbzVbna1Ll5cXVh6fzX/0+jtf+dwra71GOR0XeZakjaOT4167wxhrtdve+yybpWl6OjgPw9iUhdTKWdSB8r6uuniR50oGWZbVtU4N0wUANFi/whedELAoTEzpW+1+d3V7R4YOKAy14Li5cfXf/M+//967d7Y2Np69eTWQ7PLWyku3flVrnlfm4weP/4vf+kbYWPiTP/3WztUr41nWT9NAB19+dlUyONs9/V/+ze83Y6V5FEm9stjzxre3Npw1kjEGaCujYmktVqXlgisdDmcuTbrj6TgOEC2bTrKFXl8FvCrtwwcPut1ut906O94PeNBK4vl4eD44vb71zLPPvXTl0nO2YEnQEtJBee5whm6+uJLyjtw/2F3qLTtTJI20jhvkwgeB4hYCUcOJqaqqQEfeeYALbhcRcSaZeMKI/CkYwj806pxb67Sk5cWe/HBPB8ojVs4hMO89eiAeMJGQCEqYc1YCLxC9YGbv6GxpKb736KAyBQNlyqosOfpAysQj7y32HfjpNMure+tLYiLOZ/PheHjWiK8vtdav7OxMS7u5oT7+5O5HH995/tazcRTaqoqUEhKqqqqzl4UQ6JABAZBgPAhUu9+fPz5tNbvjO0d39g9Dne7v7n7x01fWFlcbiKpk1zZuchkcj44GxenxcM8K5RlHKW88/+La5vbhwcntt99EV2htI8mCuPUkV4WMMVLqJ7QiVRQFF6JOxSuKop4ZlaWRkhtjalSIEswYU5dANTeGiObzebfbBYDewmIQRWEYXiibgQOwKE7DMJzNZrdvf0JENRO6/uv1oKruJxHRWRPWlYbHQIZMiDhJptMJk9Ibf+2ZZ1hVTsvq6tbW7t7jvMhmswkggLcM3fnhkWiHN68/Nz6fpVFb6uZy7+rp+M58dnQ4O+RkozB8fGCYF7FUnXYzjproWif7j3qN/vbqumA4nAyI1QHtIJQYjUeP9x5FUSSlmEyHnMPy8hIAWltpHTiHQgql1OHhQWWq08H5z3z61W63L5Wsqoqx2pKIkos0TqrKIrg6ToLVAfdwkURYVXZ9fcM69/ILL0dRNBqcra2scs6bzeZsnnU6nSBKCMatVqssyyzLoiBmAJzzxcVFeEKjk1KOJ9MkjktrwiiSnEehXgcV6rTFWSOQHa1anAVEgguJ5EAEgRZC1EgAjw6rqtJCFUURhVGZn8/zkzROOacwkgAeuAlCFkXcYyWk9GiYQIeWK1aZinPNOFSmmp2MK5MZb2vlHHiqn6eLs5Ux9AgMLjJIOX9qkaurk4tdJIFzjgE55xhn1paT6aSRpN77JEkEAHhHyGpvEVnHAVhtdXAV46wCqEVITHHOuWd+ms91EFceyVkpwDofMEbWMAIpOH+S+8AYSclDhtZZxjgXHIAZD8SkAsmZBgaVKQE4Ic8LU6fgGuudR+8J8UJnqaTO8/yFF1545cVbKwv9OAwk41rrfr87mWUnx4NsnhV5qbSO4qjZTMlyKbTQ2joThYHSisBNJ7NGEl+5cnlpqR8Gsqqcc05IzoVwzqVpaq3jQtYGu6qqjLHtVveFTtegnczH4+G4mM65pKjZKFz58PFjx+wn737QbKQrC70oULPZZDg4r6qqt7DQbHeNtdXIRIPiUypR5lgPdl9aCCazyenu3ofT4q6So7TZyB6vvbh85dkbR1O/fOmLQnUrqd/++P333n6vnbRXW83j3fdf3JgPnuVNkQIHjgqZFOi0YNVgwBmt8mB1fWswnR6NhgMqivFZpLuRElsL7Wk5lEIDhIRyOJijkIUTHAIEpmTIyOtACAG1KBYROON1JJy1GAShBcvEha6gXhQIIRgnLkV9X17cmkT0ZM1R7+mQQAhiQOxJjeuc9ciBCakUgpNKOue5AHAeyQEgkRmNz4+O9xl3YSSJ0FUkJCPPLBEhA8+YV8LzZtpqp23BmNRSELPOMq4QxLwsp0Xx2ue+yAP1ve//oNvdcM4xMJPsOJR+Z3sh0JSG6eriRqe1KFhV5qUxNgyjZrPJhbDWWpMTOilC531ZFGcnR/1+99q1HWOKPJ8qrUKlp5PZu++9z6NYKV0fqbXuNs/zV1555SI7qqhu3Hy22zvPc9tqdYvcApOn56O8dH40HQ9OFxe7URTtPt7Ly9JYywQPohABpAqcsfVL3W61H+zuRknDe6SL/QtD9CdnZ3/7d99/+eWXTk5Otre2V1aWBeOMMeucFEJrbQmsrZhgjDgA1kipINBFWWnNiXHnPBM1a5NJwfHi5GSIlDYaQkftXnh0dCSU3Lm6UVrviKkoMY4cMSkUAyFFXBaMgSKKvAYOmvHQ2koHGkAiA4c2DEIAqEzJBXBB1uXjSdloF3GUAJRl5YXmDBQDDdBa7G1c2nyZfKhAckTB2XQwuHrt0vWbN15+6YXRaOI8oSNjsjzLstncWYdPBMRMBFyIJE0BrasKzxE8COJ1G8A5Q2/nswwYVJNQIEZaRUEoGE6mo4Pjw/Bh+/W33pzOxvmsiKLk1VdfK1CcnY+bSdwQAXiDpjzLp4HkFShjTB2hbq2tZbX1ZUHkJRdaSQFMMCY5K+bZn/3JnxQoov7q6sLCu2+8c/jwiGt1cPIm8L/d2NxZW1ltLq6u7FxtJHqyay/tLJVlBcDnWW6qajQa1UqeMAz7nR4x3mh06ubEOic4z/PSOad1WFaV1EFZ5k/XKYjIOK+LDyGE1prQE3Ormyt//8YHg/c+MCSjRqsoys2N1fOz0X/1X//rd99803n79997vd0Jv/eXB+Nf/eV/9Dv/5L23P9g9my+ejPbfvNfqL/zgx2/+/Q9eX9zY/sznPx9G0aX1ZTcfDqfTD9+9306SfrfXfOZZlN4X2YVAhogzclXJPDDkZVWEINOoe2yONG+2lxe6/daDhw9dZarMCa58hZPzqUSx2FlpJqEvuLX04s1XbV6888b7WyufARUUc8sUBRwkunx+fnj4oB8utRtNcnZ5oa+00gJL4/Kq8KaKeINBPfNWzvlajC5I1i5lqPGGP0U7qkcwT2No6IllDNE30pgzb00ppJhmhVCKc8Y5OQyI49L61unwzv7hh0R5Gge9TgNofjqoPMyjWEtFk9lYyCRKgjDWSjOp+aPd+812qFTr/qM7diFdXti0mN+789HVG1d1kgLivOALC+0ffO94vL6qRI8BGVtxB87a0WiUJMlsNmMOAUgqgd7nWba6sgbW7d1/6Cqfz82oPJN20m+wxZev3b//4L3v/eTG+o1f+ZVfX+kvLy+tKB6dTQ6DZvvR+fgntx8OqZUmzY2br509eD9EJeyUQUREzjtET4Khx0bSqDOEecSl1FLUM2Ph0XPOao4YY0ypwHvvCYUKuJTee4cwz0sAcLNsMJoAwMPdA8aFlDIIgjAMGeNP2eTj8YQxFoZxfZYyBnUxLQS3tqojxICsNRknFCoqmUnS2DPGo7SyRGH48HQehhxbC/t5tXHrBQB7dLDPyQxPD/PZWLfC3b07iwvdVtozeSV4tLl0a33livWZdzl4W+TZxvonk+NxNZ3Px8Pzo9PN7mZXy7XVZS05J39wsG+dDaPQkSfCvJh3Ou2yLBhj8/ms2+oGgS7LUgfKO8cYcA5ZNvfexnGUVmmr1Xqi4iAdqOFg9J3vfKfZaMVJ/LnPfk4qQYzoib6bMeasRaJOp6O19t57RO9cEgaAaIwJw3BzY+P69esqjLO80IryPNdaB0EkOM/m83a7bYwpqiqO4+F4lOfzPJvPJpMgCGSo+p340+hlqFuEmnPtvSPmw0gAM84bokZNp0OP6J0UGAhLlEnhy7Jqdqbz6sHK6jPOAGdEYAGcDniahNaWSidRMx0Oh6fD08FgJmTUavWJmFLBcHRO4EHVebcXH9U/wYVeFLJP98RPE5gQvUXyPNSBd46I1UGjw+F5p9HTgRxPRqEOGAfJhZbK2kJIiYTkDBLUZ6IA8IjogS5w1BeOlt5idzgZtrtCCFXaCiwIwR0w7qyoOdueccZqKR0xYlgJQM5lre+VWgExDgKQESJIVZZlVVZcCC+U8944RGIEHBirVU9BEGqld7YvXd6+BN5pKThjWqnRbJ7nxfr6WhTFSsvZbLp3sHtyduodRlEjClPBpRBciqjd7q/e2Gk1Ws559FgUVY1IJESPBERSSmvdRdpTbWXnrLKVkIoz2Uw63eaCAPTO5cV8MDo/HQ3yqmBT6+bF4+njeTatqnJzc2NlbVloSQzCOOrN5oO3f5zuncRt/Ve7t++ieXv/uBRRtLHT6fVXuwAtF3XCld7ylbWdq1tXfviTD3/8458cnx28cGVpevzg7Z+cCZh+686H77z51hdeef61F5/rt5qCsnZMpRmFBBFJBC8cNXS0trjk+JK/ceN0Mp4VxTSbn8wfIvEobuigkbTQoWAiMHbskDPOfQECQyGFsTPOA+u8VpFzBIwhkPUlck9ESJ4xXvuKiKCmJ14k2xDUvEAAcN5zIv70bgAgRC5ZnacFXBJTzhniAMw7b4FBVeZC8ECz0+Oj8/Njxn2zFQEnJD8cDtIkdQ7QU1UUzVT5wiqmL69d0lwDcc5KqZSzKAI9GE7eeOedjUuXXvvC57//g9ffe++DsBl3msObV16RnF/bubLUbTGwC912v7ucRn3ysrKZEGplpQtcFEXhSjOdjgMlG0lUVdnpcMSBrt+4vNBveVciVlIJLvTZcPDd//iXWV6+8MrLKuTOEwfwxgjBEb1zrtlsWGs4V81mZ3V1A7EW27Bmp9tqd4uiLEvrCCrn9x889ERlZY+OT5I0zfOCCDqdbp5lYRRJpXQQOod5XjqHSkpQgM5yqaI4nmf5cDR58HBX67Db6yVxhM4HQfD+++9zxvrLq/1+jwGenZ1FkU7iRAeaEOMorKytPZdhoARnj3YfFWV5+fIlz0VRlkoF/8k/+eeVJwTaDML+woJHPD0/D7T6zGc/Xzlstbr/7F/+bl7Mewurn/rUlxhD5ywAFuXUuBkUY+/ROQTQZTFl4LN8mGVZHAdJk4chI7ChbjPGyqpA8hJC5yLEZiNZv7T1qSITcSBjwcm70fBsbWXpmWefu/XCC3cePPgv/9W/ipK41+9tr2/1e7211bWN1bVWsxnHcRRFDj0AlFUF3vIorRfGHr1zBsg7V3lvnUMACH1JzpGnxYWtx7sf/x//13fe+/jOtCgXl5d7vV5FOk4anf7Cw4e7J8cnzST57Kde6jeb+ahMo5Chs5V9OivinAdBKISoxbVCCOkhVCIEeZFRwsU7H937/g9/4oR++dOvaZ1s9roqDJ+/dlWE8SwvW632xtLCR3cftZrRyvLqQj/c3d0No8iUVf2yIXoims1mnHMmlMMLPboQXOuAcW6tZ4wzJgAZMriA8DFGRNbZGptab2lBwwTL0fnB3unuw/2T/eNhZ2GpKKo//pPDF59/PkqjF1/+TKvbvnrz5o+/993nb7xw68ar/89ff/DXP75tZcD0MWK+t7ff6y/80i/99qw0f/PXbzjnfuWrP3e2/+Af/9bv8fnITofelYoRCDLeoyXvSUqhlPDeOkNAmIQx51xp9drLXzo6e3z74zfPj841g2FWOs+JfDtd6HW7oQ6kEIu9/r07d3/zH33j1rPPTgdHh6Mq0G3nmPPG+zwOClOOp9PB5sb6zFSjk0GgomZDn2czoZthnPRWlkOtZ+fa5s6YinMhBK9VT+4iHFEiemcJwD3VGPz/JrX1hecJwRS91pLkREJ4wtPBcDnR1lnOhPEGEARPnKOz04ehHicyYq53fHYUxLy0Z4/3z8eT4urNrdE498BUWp6dnwYzY8kenMzK+SCJO2m8cvfwvV669N2/+vZ3/0KMJplhYmlj+8GD3fl0ZqqiyGZxFABnznnG2N7e3vr6+tnZWQzcA3gARHLGjs7PFtuN8XzUjcOlTptxBS4tcvvd7/zN6ccfXOssDPYeTY/2PnjrLdFsQhSuXVo+ns6sw8PJYHf4xmRiU8k+++zmSrs/O38U8aQeT9TgcO+x1ijW4hYA4Ew8/a7cE+HTP3yT/CLVouaq1gPvpxWLc44Aq8pkWV6naj39be0Ys9YAXaDNEbFWlnN+4RkA8oTWWeFZAOSLykQ6YkEkQ63D7jyzHxxk2Xy2urYyHUly2OxeF8ztPxyRZ41GaEbjd95//KXPr4KaWRo7U3Llz852vZtEISaxulwt7Lz22VbYODt6XJaZSNr0m78+qRjawjgzz6ZcAJFHtGWJ4/GwBrY0GklVVYuLfYIaLwSM13WaOjjc2z/YJyKhVRjG1jkiFEp69HsHj603o/E5QKfRiIqyIEJGjOooGgQiklLd+ejjKE2IqNFoNNMGhoG1xlmjlciy+fr6WpCkSofe5pxza6213hjjvddhqKNwnpd5WT58+DDQqt1sBZIrKSWilmKZSYHI8UJkI6TiKpTWOQAgP0JUaCUjJZkmO3F+EMQTqafPXl2tMlXZQ6m3neXOMwAUihhgq92YTEoh5TzPHu4+KsvKVMBF1O4uoUcupfVeSkb0JLsP2dPX76c1QLVNAf5hKua0lt77OI5ns1mSdDjnQRicnp70u4soaTQaLC8se4+ccyWlQ87ExRPKgehicnOBxQdAIrzg43NaWOjuH52krZb1DkASgARpATiBEIJ7L+sptxB1moUnIGKAxBgxziSrZb8eADx6wYB5JxAZMCJLnhgxyQVjkgulhAwDJYG0kJZYfW0drLkAACAASURBVFsoKYuiOD89K8tya+cKIlZVrphOGvD8Szvz+fzHP37j3oOPet3lpd7KszefvXnzZhAEtVWUc05Q+5qQMcY8MAbIuJKsDv8lAo9YY0N0rKrKoAcpNAckIMYpCNXly5cvwZV5ns+Oz+/dv+eRdNQoLT3YO6ruPej12zs723EcfcQej5foz779N53N9b89OaxW1h80e+vXLmGCVlZXdtZLz68/8/PWNJc769mo3L1/Ozs/X2p07r/9jp2cvH/38TNXLrX6G6vba93Nm6VaGDtOBZycnS6209xnGqzWAisrGYviQBG4ii/Jdi9phgvpte6tvf29R3t7Z+fHQRKSt62l3hwyFQVxM80mdmVhZTrJqpIG5wNAbqlA4IJrxrjFgrNaUV6rTgAR0RPngjGBiMSQiOqdCDrP66kFABPiKTyOCaG1LssyiBK6CDhB4EhEeZWlcRSGcn/v4cHhQyLfbMVRFOwfHVpra49Ov9fLK5cmTeYhkOFybykUgSQupUbBirIM08bZaPzunQ+ff/WVm7ee+w9//IeVq5oLca/Tm5wPP7r9k6/94m+2UuXK8urVK51mS8rQVIbQqbAuhpDQl1U1nU3TOAq1rKri+OjQ+Oq5W8+sLC3k+di6wpMVPCiq8t6D+0urK5NpxoAR1tmMnIApLqI4+KM//IOXXnlxaWkpirSUMiszRFJS11u5524999FHH12IlIVaWllzzl2+cvX09GR6dDyfZvt7h4SY53lZmSIvGOetZufa1RvnZ6Mw1GGkFWcA4BCtd/cfPEDEx3t7KysrYbjCGatLq+Ojoyhtt9I0jPSPf/TDDz96f3tjY2FxsdXpbm1uJ0nabLcKYwVjQHhyfOy941cvV2XpnGNcVMZyJZ3xaZpk2Vwp9e47b7/22msMWA3sGw4nSjMhJQjBuAxUonXUW9hOGwFiZYp8Op0U5Ww0PqmqzNgi0EGWzYRgcRI7X3JoAXoAUhoAIi1aOlp54dbPjMe22WzbvEoCPRief/UXfjEI9PO3nhuNRv/Nv/7vJuOxFGhy+dY7b5VZns3nQohGki4tLm5sbPSXFnd2dtbX15cWFhtxUq+niqKYz2eCs0iwml9nrGFFga7qdzvzPM/y+c3rV1bX1//tv/v3d08OJwu9SmjOVT4ZTGbFV7/6NWftnbv3lj/zqSvXbhw8ugfe1clTtRyqXqfWa9B6NREIpYTiwDljaZJEUfRb3/iNz3761W99+zsf/+T7eemAye5Cr7uwEDebP3nrA+DqV3/tN4jD2z/5JEnjD3vhC7eeb6SpliqJY1NVtQqkKHLvHSEC1XEPQEhlnhMRY9w7Z6rKO6rz+IRUnDHvDQATQiIA54IxbpnIPFjjjwaTx4fHX/mFX07TVtRoMCbef/+DTx4+fu3lpe7qOin4+S98us1MOa3+7Fvf6nY3J6XdvbsfxLiysLqwsPxwd19H6c2dW/fv37/34aPVpc77793Z7sbPbG+PxydlNUXrKmeUDBigUlJphpVBb7z3QkTkiTNhS3ru+vObG4t/9/r/rVQ1HEOV2cXFhTAMhsOhjaJuq+eRti9dbTaXSyOvXnlt2cuikqUruCbwc6Er5Obw6Ph+edTfWKQKT06Oos1lQQJLW0ERBGjzvCzSfMykAkK0zoFnnAuiCyL804XS08DbJ1x6fFp4ee+ZkISolNBSQKizeTaeTDd769V07gk9Oq0jrHgnXthc3Pji5z7L/SCbT3rtzcdHj1aW+9PZNDCGmEVWAZfNTjrORqPJdDo1ZWmLCVqrDgd79x8//OyLP3Prxefu3N4t8tHJYPhofx9IbG9eWl7seWtsVRjy9U7gwqjAgNXMFC4dCSbV6enx2sYl5k070QFHoZkM0k4zlKG68/oPxpylaTo6e3i8fyQaC16E7z86XthYPzw8zGXSWGjvD0ZO8L39cGfjpqyyAAQi1rACrYXWmgi992VZaq1rjsFPf2O1dPupUAHYRcQXYxcBVfX7Uss5nuo6rLWE1nmPT1WLwJyxDv0Tfku9nWJE5NABZ8SABCNGDj0SCADnTZ47S0Aifbx/NwrbB4elMeZocH88GBiTM7SXdzZ7jd7rr3/va7/8yzuL132V3X14dnl7nXmLLpPcINl3b/9FnA46HeqVL60m/aBC7dl4OmnocGdzKcOQccrzKsvmQRR4NErJrCievflMnuf1562qqt1qG1NxUWM0GRFJKc7OTlutRpzE1l88gMAYVxyBdvcfe290GHa6DaV4UWJdyEMNQGWMiLI8v337duXs4eHhtWvXFrodxuDG9avWmLOzUyFVksSFteLJXSOUTIWuzdzGmOlsNs8zANBhkEaBq4pOs8EYybqxQ7J1JgoDSwBEvMg9ovSeCZ5zhgwK78cO8iCYtFr59k5MzLW7J6yTzsYThBmCck4AEDESwLXWw+FBcXpyOjw9PjoWQrVb/eOTkyuXjeBKChnoyGP1NJn6YkjG+cWr+WQ+DYzVDzkhIkPFhWTco+u22/fu3UmTDgDEUbS/v2+d4Vxm2TxOwqIoahUaEnnEulJnAhgQEgJc4AkIEan2hTLnTLfXvvfwAQE557hgFTFnHbOOcy6cqwUcgnHFBTBiwBBRcC4FF4Kk4MQ4Z8QIOGecIxon0AecESMkEpxppoQKGFdSBkLUOGz0zikhyAMRHh4eElEzbSwsLHjvAVBpYKIy5fjRncePD/YePni8uLD5uc+/fOPKrWbSAUBjSqqfFACAWnrN4Mm4kQNDIEQE74FxAGAMCMD4kkmuiBM6az1jJCWTvM5UE1ro1a3V5Y216Tw7PDptTGej0bnIZ+Px9M033hAM5HJw6dOf/tL2M3c+uLOzf8A64fM9XeDY8mFmR7ax+XNf+Be5aZZZ+OG9/GT//slwfp6dT/ZHs8MBm5VXN1dbcfLaC7e+8sXP9TsNJZkpM4YrZDZH2XB4/khi0WnGaSQ0c0Vuk0gK7uNQO2MV8+0ha8ZrV68uyzjYPz3ePz8iz8vhqYxsQ4WtbpD2ilk5uLy1My+OS1uGQdM74V0OTAAH55n3XkkNQNYaxoQ1XkqQktfdeR1kj4jEAHiNHLnoryprec0WViov81iIiyw7QCAkRmkaF0W2f3A0GZ9KRUJwYwvnbRTFSlOj2YriQHJpK+udZchXF5cVcF8ZrUIy1ikOPHi4dzjO5q9+4fPdpf7rb70eNXQriNE7m0/Jz3rdxReevVJO2WJnY6GzKoSw1hhXxkkSBAESOMTxeGKdTZKEMSzLYn9vNwr18sJykY8PjuZAJknDJNWVNbuPH0Zx0FlY3GS8zCpC4uxC9W9sGYEmdFoIW5VJkw/Hg0ajEYYRESFZxtG6Ugfi+Pi0LMtLl7aZ4N75l15+hXPurHXGWGMAaDwaTSaTjY3NIIjG44lzfjAcdjttKSWTwAk440oFzzz73IP797xzxtoaS1T/O46Pj6O0vdjvapXEcWyram//8eHRQVmZbq+fJs1mu/mVr/x8oBMOaE3FhagBec4iEgRBwMGnUeC8bTebRVHeuHqZnJGCOW8RnVCKS7LeBpESQnLQ3klj9PmpA2CCR61mMwyyXnc9TkJEXxRlZQpjCs5xND4XiN5nDivgaB0kcXtr4/lsLoUIKufJ+3t3737t619//vkXjbGmwm/+2z+cDMbdRvrSM9e3t1crFhZ5nmd5keV5lp2fn33yyfittzPnfKPZjJM0TpsrK2sL/YVut7e5vtVqttI0UVoxzsJUQuq1gDASw73d3vJ22Fk+Pjr+tV/7jdOjw7Ojg9PBQWnxB39598u/8LVv/m//6+Ur189Pz073d7/2S79AxNBzAF8/wlJKrYOnYwWlAimlVIJJybXmDGbGjPMMCZvN+F/889/mnJ0PR5PpfPfxo6PT48Hxg/W2NJ5/90//gwrDyWx287kbP7x7tLiwaDoddB49SsEZY1rrGoWLSM55YyvvHXF0RIwxUxryxNCTsyCgdshVxtQFd62Ntt7FUexl8+hwSsQ2Lr30G7/5n+pIv/fBR0fHE8bEwuqloihv372r262333zzf7/9o9/5yueXmgv7j+7Ndo9I6jwbFWSU0mnU0EHa7iyub166srk1GByfg3n/7XfvuJn8yueWl9ucAzLfaMVV6QWTXHIE8gy9r5TSnJF3jkhwAmv86cnJlZ2tuw/eDgJUUdBZUPfv31leXpYCKxrppBvqFIUPk+j0DE9mI5Uk3pXAiySq9o8Pmy7b3L780ftnx0ejTpCE3Ygh96ZCxh1Rqb11RmKUJpGxuVI6ijURA+LOIWPgvQUAyWS97/5pZxh7Muq+mNFCrZ6zWsnMGiHEdDb3niprG2kyzU60CkpQYANWaFnxzeXVc6C9s0OOiAj97qoOy8qQkOFkPj84PHZOTGdVVQqt+lFgJ9Pp3UefJHH63sdvpUF3cXH50tYzKICFTKnAVXhpe+vg4EArKTjzzntCIsiLvNFo2NFAhXHhPZcCkXlCzqmZBg+PTzZXertHZwbxpJzLctZfXuKQ373/Tq+luW5lEzQQPSqOHp+esTjor7cWm4HaXPGOzs5Gf/Qn3756be1qv1knRD5hKOHVq1c+/PB2nETW2Ke1tVIqCIIsy5IkeYJIA+ccgauqqp4XPo20rYtdRCTwAIRPkiwAvNKqPioBOP0UT01KJaWqL23rqpq6wyUJKb3hzjnGkFkQkpND72E+PL9/dp83Fy+vrR2fHk/dqJpPrCn/5i8/WF3q37hx9c6d21/9+tcVd3duv9kYh80olbLhvVtdftbjYP/we+fnj7Lo/cu0HYQ75G1K2rNMhdFC2gKAPDMEjjHtvQcPYaC5FEkaMwZlXjIA5/xFHQ+MCDlnWZYVRQFAtRzR1yNqBozAo79//y6hszZst58tqzmhAyYu9KSEBEwqlc0H3nvBeRiGoh7Sr63EUZST//DDD6QKojjlSjMhtGLgndbaGuucU0qFceQR86Lw6But5nPtpjWmtsdIxmr9KwKz3jsuNAdRlc47LkXImfQVM26GMErTqt/HtXUNkBMednvxeHgYNVcPjw42Vq+0kq06RMljeXp0MpnO3n33dtxqeeZ1EMxmWactprMsr8pGpISQQRBMZ3nUCC7aoBq5JS60jE+XJv/gCwFgjNWlRi2Tnc1mq5w754IgcM6VZRUwyPK8BnPQxQCWQx3sIziRf7I7ACBGRAwkkWdMcAZIGEWJc5bz2umF3oMDT0Sqhtp45IwJzg27ECsIJjkHJUhw9JLVlyEAKs4JUAnBlFCCEXDiHJj0TAgeEhNcCik0A5RcALF54d97771LW+vLS6tKCw6sqiyRj5Mgz/OPPvrw7XdfL6vJq5957Xd/979txovzzAnUpioAuJSSCEAwRER/ATurP6YQ4smXVy/NL34ggNLlgYoY4+idEJwDeW8QiYGUUkgQBg0i01F8+fpNKaU11fD85Ox47+R4r8ozPlB3T84I9MqlFz//pV8awtGf/+iPN5bF7sd3vJnd+sV/2ljbUFZ89PcfySr+0//zu8fnn4h0PJ+NlsPV5fWbl68lX/7iz7787HP5fFxVs8m8CpPEEuaVHUzkwuJznYYCl58OjnwxSLRtYxVKi65M0sCUk0W2RFxUHvyc1oJOf70FobrU357m08FkfDY7Oq/2BA/Px7sn5w+joNPpLxY55plppGmz2ZqNgslkVnfeznkARAQhJOfCe+8IJVy05hfnFGPosQ6ntdZKDrXQsT7RAOpGBoARl6IsZ4PBGaJVWtjKG2uUUmVpudRSKo8OEafZlBMkcbK5tE4VYuGSOIhUVGS5c/LO/YeD2eS3/+U/ffej9374H78dxHplc/nxw/umyjXjn375ud/5rd/LBuVCb225vyZZmOd5aYtevyMUmAqLosjKgnMexTGgL8vy8cP7y0sLzz17A4ThghDNcHh6dLQ3nU0RuPFcqNBYQ8Q45845Brzu+jgw52wYBh9+eLvT7fzszpX9g91v/sG/+8Zv/ON2u50kCYITMphOJ1KytJEWZZWkqSMnhciLPI3jUAcMQHCx1F/iwlelufX88ysrG5PpzDlXFCUAtVqJ4FJpPZ1O9/b2jo5P+t3O0+FHkiRaawDixGazWb/f6XRbURQ2GqkQIjSGA+RFNp2NvbWgSUohgCmtnDPAWJIku3sHH95+/eUXblbWtlrtwdmZJ9Rae1MSZ0Jy8J7r6Hx4/KMf/12zFS0uLoZBO046YdDiEDBgppwW+egnb7w/n08ajcbm5nan022kixRiFOmNVS75XAXm3sM3Hu5/sra2eWXnU1WRAoWI2GzEn9x78Otf/fqt556bTee9Xu8PvvnNb//5nydhdPP65o0rl6IAFnZunJ2eofdRGKLzg8GgfjjPhwPnXGlxNMs/uvvJm++8U+SVFEFZmDRtdLvdhYWF69evd9rLq8u97c2ltZ2bjKPW+sq14me+9HPc2Wo+zee7j/ePPr6/Pzfswb2He48ebm9f+n+5erMYy7L0Om/P+4x3jBtzZGbkXFlZlZXVVdVdPbFb3WSTdDclUzQkWYAEyX6wAcPwDImQYUGCDD/4xX4xoAfDAgVSIyWLs0iqm93s6ondVVlTzpmRMQ93PPMefz+crCTptxuBiIuDE3H3+ffaa33rwvZFD0hpxwhxXrWibIt9/QTLTxljQgjHERPcU+IAKJPEU4lxURecoNn0LEk7acw+/9nXKSOcS4RFrWCW1bv7R1dfun73/r1+8ka328UYy0DWTUMQtKt3Ozq0YzRjNJAhQl41OM/ztq69ZeK2R0/GmLppRNti7X0YhoSQRjX3niwOclHXZRzJp8/GP/7Jn2R5Zj3KynJ1c5NxngTw+9/81vIg9mDAqdOjZ9/55u9++S/9tS/+hS/dv3fnyen40YPH2WQax90yKyghJ+PxcNjtx6Mv/dTnuSkuXDyn1YIQFKdRXSpAnlLa8h+ts4Gk3jvntOCRRwhj5I3Ns2w82zl/YQNLD4yvb62FHY8xHo1Wjg/PeqPwh9/7yc7TZ0nSc/ONL33j544eP0ZQMVmliWbVKZnPMKfrG5cKNWGuFpEEXxLAQkhPUFHkzplhuskI/+M//iPnXCDjbrff7w87aS+O0zRNW36z0c/XLq11a9z8/9G7/HMbgg+kmNeGUd4opY1WSqUpWFc41wtY4EVnqbN2/879d7/9YLAULXR5dLbXXT1nDK5Ke3g87vT7GMvprNAanZxm167cWsyqcj4vtFk9v3RweKgKuLJxa63bzUzukLNEE8rA4dHSYDGfhVJEYQgAPAgY40KK1bW1yR4hQWwwLevKaWooGKuXR8Mf/Mq/fnLa9JY3BktL3SjZu//gCzeupurkw2fvU27m+SkK8DibZbgJgOfzyfLK8s9/5fN/8M33nKPnL73x43e/+8M7H2997taLFmhrTdPU4/G42+tkWYYJquuac9Ge0XU6ndlsJoSglAkhGGNaa+vU8vJyXdetx6A9QWq/VEoRigBs09jW0QgeVc+ZyvS5/5sFLSehlZa8b70iz+OPTFImuELOWWAA4B1yxBllkT949qQs/eLk8b//d3eZlC+/8spKXwIEo94g4PTxw3c7afIr//xfLg1YxIrJ7KOvffkrqrSCS+/N5uY24IPTM6OH0x88+fZdc381HMSMI8aDZC2R3APkWS2lAPBBIBulyqp8vPM0CIJ+b7i8tEQpFQI4562A/QnrAL/11luLLEMYtR0Cg8Eg6aZZnh0eHTS6DoVQukk7sdaq1W+fe0vh+SB3enq6WCy4FIyxxXxe19XGxhsIecbY6enpbLFolD0+HV9/+RVKfFEUGxsbnbQnhEh73XYOVEYDwGKxuLixJvo97xzBiBFGKGfGGowFIbKpDKdMYE+k0+oEvO4kD+IU9/sQJarTweBLxrFDSNvMYhtKu7qSGp2j2BAaHBycTuaTRhcioDhyDltrKZW0ms0M6RsHqsg6vEM9j0RU4UypsnWDUSpaDax1qCDsCMHOeUIoQoAxIIo8ct47xhgQLGXoADdNKaQkJOjGg6ZuRMIKMz+ZH4U8BUMCmeZlRgUGsEZ7xgTFHACD9ZRj5w2QhlCMgHgDGGNkjaAArvYOEHCMwDtPKXfeaOMppRiodqjdYyGEEEEUUWUxowwpKygITiiGulFSMg7gvEcArB1oMSDiHalaK6tHgUPSAfUWCE+lFFvnr4FXWuUEu7QXnCye/fCdO9/97ne63d7n3v7c25/+/OrqJqdhnYEgMQDGnCLcHo4ggpC1RjCGsfXeE4wN8tZ6xhhpEzbGMi5wmw8EHJMucq2lliFAgAlCFGPAGFvnARxyqFWQQRXOEIrxytJwdbR0/frN8Xg8nhzMF4siKyo7+8nTw7KZRiYOULp07uVzHT7bn378zq9Gcbq7v382noA66LJaz93tjaub66tXL1/86tuvJ0mi9bEyNaOynwyzLMuKmbHVpYsrBIsi05z35eqa8VlD5nnUHJ08GCUDhjhxfsrKjkyYwRIc8QpL2riCQDPoJFtpR5tN5e1JPn347CBlkobe0nlvJVnC4mT/ydOnmRwuN6LklMdh6gwYTcAJQE3jGBCKKC9NTTEnhHgPDFHwwCgyThMCCCvEjIGQB6GDstLEeCwi2ajCgc3nC5XtAoBypjbaIcrj7jQvAhlQQgWX1Fpf6cjx5e5gEKW0BkEE73ZqY3NvSuKfHI/7FzYvji79+ONv7e7uapWXc4DChEjU0+yv/tW//fatrzQF6faGSTo0rqn0gjMy6nYZEchQDZNGVanoEGBam6KZ581kuCnXt8nB4o8ezd8TLNS1SSUlOl9MjpbClWsbb56cqVxhRKOCOADswRNK2rwOIYyLcOv8+TRNWF11CM1OZz/6/o+uX3/plZs3puOjP/yt31zb2AyjxGFallUQhJwwiumgO3TeG2cBwBuLMfaGUBpbjS1mhHFVlm28iVPMux1ByNe+/CUA2BgNvfdeK+QcoaRRtfO2rKsoEWkanZ6egieEhkGQInCcCUYpgK/AWw+EMutR2l8aj6eURKrJlCoGCR4ff2Subj579ljp5tKVq43GjHX6g6UgEMYVhDmCH3784bdUdXjWqDxrO4woJWEg0yTud5LNQPZffX3L2+XZrJjPj8uiiaM+FZRyK0IcMRbF0Wy+0k3WNlZfUU0AnkiJca0f3nn4xs1bb95+wzkfx8l3v//Or/2Lf8pCPxr1rry07cApjRntrmwsYR6VVfX+j7/PXD2ImeQ+We21IEPvvLZgPMrz0lk9OTtTSml7drh7+OTxT6jnAF6GYnl1ud9fGi2tLq+sj5aX+4PeYNjrbd6+dfkzN7/gqqr6ub/4i9l8ppTCGOXl1Huna00UGK0JJZgR733d1IxzLhnhFBiKRYOQp5BEydB5ULo0tuBR4JWP43WCMQ18XVuwxuOCMGERjdPOpz71yvJoebmXAEBdluAMBu+tcc5ijD2m1lpAgCmtmoYQEgSB1tqDdZgYcAZZZRXGOBCMEaeUosiBd4QJBFgryzknGD34yR883DnggjHJnoQBIkyKMCAijgWvjs9tna8LFDhnD3c+e/v1y7fe2Hn49C/+J1//5b/3X1y/sT3PPo0yNMuzh8+Of/nv/6O9h08X03mcrkoIT9F81Nv6zFu39exQG0chcAqaqkGIefBhIOpaEUczZEORMkcQWOR9EPQauwB5cu12py4NZ2RlYwDWciSNIk/ujff3Tg529dnZ9HFzLKVcXmaP90695yIgzowP7n3QCZKQJ8hUYaeKpAaDy6o4PJ54C8Mek4yaBqW9Ze/swfRDxJbL3IAVYBn2DGNKBRcyCMKECb4csDAM07QThKGQMgpiGQScScYlo4xRFjWk8kYZNEgHk8kZEdZRCwwr7dTCeYSsByBEc6hSX9qywNURlFHSmU/l3uOdpDOqwFbEg3HdpZW6MLZZMO93H3+ICG5Mtba2MT82akbDC6nBtqEetKcEc4I5BgsAygRcGO1yrzjnxikZ+LIsh4P+WdHQylDKGCYEsc5wnYd8uSf+h//qP/3xj9+7//DDvLkPiK5uWtthq+evPJ7c+LV3fmRqCKMuD0Ijg9WNNS7Yu3few7/6T8aLBlMhu/rxzkNGxSKbDfoDRrDzQFkANDqZVqsry9NJHjDPqKfEawd5nsVxuLq8PDk7EUJShCkLwDGnmiTuFHnlPRDMolAYYwIZNU2ztXn+6OhIKdXrpnVdOweUMspM09SIGMQaBRlr1gCVgIyzCcVdSmLACkjWGO0BB64TaEYAOzAGEbCEOskxlYTcvLz2zjvvHB4dX1wdZHn+8ff+KAxDjFvaSSCF3Ns/zJoHH7vm3NZKHIoE33v7058FY2tdBfEw7d+a5oxWPzAmXxBTuoNYUge2PESvj/z5/lcWuQWgGGFtDQ/I7PT45Ozhwf7e1sYFwVKKg89+7i2AimABQLxDGCPrleBktBRjSppaUOWubN9Eshen2vln/+s/+MeCmKrMKQ+L2mpdgq2sM8+PQAlFmFrrtra2Tk9PV4ZLgkiVlaPOEBrPaVDXkCTLdXOWBlFC0bSsdnZ2AAjl4/2Do8uXrwwGQ4yxVha8Pz09mOwfFUX26q1XABAjCFEP4LnV2CiIgpSyuix3s/LJ6hodrUaDTri5uWTdwpk5YxZ8YK33BiiTXtss03HSPx2fFTk9Pa6sJYQxwpi2tJNuTqdlGCWUcUxCY1GS9mZZtjIiFDAPGGbP0+SUUkpJKzG20hdGxFn/4gjshb36RaUTpXRpaalRDRcCvFtaHlVVNez3G9tMJpOttU4rAOAX8mRr7m5ds5i0cYQ/U5X6nPAcxbExBmOujSaEevAEOQ8eADkHCLl2CmwvylmLmUCIGmOctQBMW88pogQZ7wQhrbaHEaEYE4K8t8QjTAjGyBrtwRFMkPMMY12VdTkLIyokjpPo4aP7/+63/l+M8Te+/os//dNf63e6Te28xUo7SiQAdr595+f3BQCFYWiUX87U2QAAIABJREFUEkJ4bzgXDjTGLcPFfRJx9S+aEQmhn7QKtxTDP+WtviCAvnjRfrMlQQZBsL6+vr61oWtVFsXp6enRwYGs4/WN85gbdyyzxZhZ/4e/+9vzLJ8tcufd6traaDC4dOvlG1cvffFzb8dRYMtKG980VafTMdo/fHgfIbqyuiKDVe805TwMiEfGQnXxxvq41N/849/PZ3sS0CgZrg1WXr1yPvMEN0bnpXMmIQx5GrFQIIEQa3RFeLQ2SrZHqzNXz2w91/WjnV2FnIjjGvsUVNiRjNJsMV5eXlON40wgjOeLghBWLqxACBOuFThPqEw5D62FIEzruom6S1k5ETQCjmpz1uGyLhdQNc6X7935EcZWShNGYa0axpgUtC4zicCVeRjESBvvCfG01+3HQWo1Qog4wXXtgiTR4D949876lUsXLm59fO/OyeQYEALk0k50fLh//fKN//bv/4+jdL1c2MFgY3nlwmyWOeSDKAgCzjlDFuVllpeGYY6QsnhRubNxvf/xgx/m9bH+9nR9vY8CVTb5jZcv759MeeVuLG++tLGMyURZ2u/casiKPditqqr9oxtj0CdkwTaGrJQO4jjupJvntuJOusizOO0WZekBhUmMEC2LRVMXlLP5fM45X1tbk1LGSYIJoZSWdeOdYVww4rNslmULKRiEslZUNFSI4JVXXj0+Pm61ECFEVVVJkjjnojAmmD7dOYjibhjIolSMCy4kwiAlC6Ws64qHESGMMIYJOTo6pJQ5ZzBGXEhAPpARIlRpR7lkIrRVORh2RsvDRTYRDHlkPvzo3TyfyIByEQKyAG1pebPI9GKxmIZnXEjJ5XA4evnmpTReLzJwjnEelE1eq7JYnDggQZh2e31MGfIEY6yUOtjbi+P4Z3/+5633ImAI+V/5J/83xS5Jwldu3kjiuCmyWulf/1e/2l1a7QxGT57u7D1+2Avp7ZtXh/0OwtQ6kAFHoLkgyMFoNKLIrwwGjDNtXFbWIogmp/NFNiuqfDo+3t/dqZUlmFnruGCDpV6/s3z58sXNzc2LF7bPbW1d2LwURkG2WORZnuf5eDzOsnmjNUMYA5iq9t4TTqwF7y332EICCOGQGKsbUydJ3A+62IOu6jzLCYB11mpNABGKkYdAivHZuHuxu//sqdUGc+G9k4JLEVBCpJDOO61dVddFVSNv2wW/qqqWsdCKXvbPMEZaufrFWvRcOXYOIXTp0vn9wwPG0MMHH8edtDsYEsKZCLX21pOffP/bw6WVbidW5WJz9LnVlTXs0X//P/13/+Y3fmv8/4yv37h5cev8pWtXX35r87/5u3/n7/69f2RQlZUH8+xJklz+5h/8yC1e/tynXkMIRVHUanXP06LwnGPNBUGtBxQMQogKmBXzKI4QqQknIhBJnP7ghz85PBxTGmuNGIsmk5nzOIo7TdPE3UFWFuAhhJySBcVwdnKIPEs6LEE6lCQJk7t3nx6dTJeHo/F4srqysrd3dFF2jk4Pok7Pad8JE28YAuEdllICgMdQFbOqrvcBuRbejDBFHgFwwsIgiGSQpmmSJP1Od7S20R2e648ieug9QRYZjz1lmAtGFHXGgDNGaaOsB7y5cZ5Sf3o89R44C43C2AvBkro0DNtiUUme9rtkPl/0Bv1z585XparrQpkijPFkvi9Ztx+dJ5hiTwljnKNGqX6/f3h4FAr53KXqhXdoMc+llKpR3nvjwHvfNMrN7MWL5ymHz33p9a9+/fZv/N6/PJqcxGn39qsXzy9vfPGz//X99x/u75zu7BweHJ1VFocx2dreElH0wQc/4XFfxN3f/b1/v3tw8NJL17q9gXUewDLKMPbYI4wJ5xTAMSG1hsZCY2zS7c5rs7a6Mp7NPKEAQDACBJTSsixHo9Hx8bEQolVbOedlWZ47dy5bZIIx7w2SVGtNsAeGk2E/isLJ9KRpKt0UcUIxwQAleNdoLBHnklMsrSeq8p5VLd7LGIMpa0+ojbUXL168du1aDWCMK8vy+Pg4y7K6rk9Pzsbj8dnRXpZlvdEGZuSP/uB3X3rp2sHTp69ev5HEkcABaJXKURqszCu2sraMEZqOx2GyVNWl9ZpxqnWdlfPGlBwxyYW2+tmznVopLiXhtFFNN42DIGqaGjyAR1o7xsnZeDKbj7kQmJBLly5TSjc2Ng7Oirqu/+7f+TurS+mbt6+fP7d16er1a1evdDupVuV4PJ5Op9PptGqaWtkHj3c551XjEDGdGJJBDNRGaZxVVVZOe8FIuSruhzwktKZxGPV7vUZrzmgcRt5aY0wQBNli4YxWYN97770333oDYcQiGaU8tlhjiWf21JnK2snKqn1to7u6Tsr6ZLGota96/dAbjIAVmXMWCxaVVUOQWMzzQOIoFI06w9xQxjxwwBFCUSg73mlKZa2Vd8RoT0I2m08dGMCOCeoQYMRw65QFwAQ8OA+O0pZFAm2tXDvLtoYVxlj7wnu/trZ2eHzY6XSts0kSHR7OMSWEkP2Dva2NbUyAM0YI8c4R+sJR9En47Dkx7hNrC8IIgTGmk6ZVXUmZYEwALHpeWNtmZp4nytrWIoQQEIQtUMwwooCgMZoSoq0lyDPGDMfWGAQgCAu5CGXQliFh5DGAwEC9ooRwwTHA/skhI9cw0MPjZx99/H5Vl1/58s985tNvD4dLVvumIhgJijEixFrACF6wtRHC4D1CyFqPCdXKUEbanLJzDmNKaevrJX8eue3bkliEcFup+2fjdy/m1xc/bYxpu+9aF7zHhBDW6Q7TpL997nJZF2fjk/H8bLnLY1noxn3jaz99cHiktD534cJotEwwXDx/btDrpFI0ZYE9t9YQTA8PD/OiZJyvrm4IEeZ5prWWQbU0CokgZ/Px733n94/yx/PmKF0Np3l9mM/2cfbsg7NyMr+8fv7K+laYiMIarGxHhKQB6pCMO5p4ALcEsi+EC3oL05zf7u7PJo/3dy93R1RCXTfeIIFdXUyquu4vjQhl57Y7d+/dk7yXdnpc4PEkIzQsyhOtQ0qjQmtAbFEuKA6txgQRb5ytS4n9Yn52cPgowDVlUIKmiImIB1KWRemd6UWdkAfZbOG1T+NBfzBKggi08UBEGFnngOBpnuWqcRhGG+mv/7t/obV31lNue52QU/Klz3/hl/7i3+hEK1VmRitrhAbHZ2MPSEguI0EpaZSqK60aFYkhwU2lDht7OC6eTMqdhf9wUh90uykKeH8wTCz7+L33Oph95urNc4Oems9IgJaWLzVhKmR/MZ8URYERAvSnlcvXr18/PjnJ8xwIBkDzxUJpO55MtWo21lYwZUxwAFSrqiVCIOPOTo4Ojg6vXb36wYcfXrlyZXl5Oc/zjfNbYRDyTs/YZm9/Jw6jJJWYgLYmK8suZU226HQ7jLIXQaWWKrW6uvqNr38d864Hq5USYUxlRLjUuhmkvUBy7ezy0mpZN+X+Ya30+sbq8spqoxvvPQIkRIgwr5TZPHeRMJoVSgRxt981rka4QUTfu/fu7u7dJI3qunbOMkaM023OMgwDzjimOROZdeLoaH64f9DvnttYvyJkp1ZNGMQAaGyQq/X62jlECbSiPuEHu7tBEPytv/k3hRSq0aDd//F//u97zx510ujK9taw13FWh2HoOT+/uYoYn40POjG9eGHd1HmSpgDUGAyIK+XjJK6UZpi2FCZKsdeKUzbsdYx1W+dWL/J1pSprrfeoqrU27uz0FMAV5eLR/fmzJ08YpYTSJEl63W6n293a2Nza2oriaH1tfbi5JjgnhKiysErPpjPVtFRDLHgAmDa6YBHyVB0cPO3pZSnSgEcM0/5oWFdNQiiBnje1c8Y4MB4tD4YhY7kygpKiKTHGzpmyKr0HyjllnFJOuEwHIQXHwAFAW3No7Z+LAlNKMX5e9EoI4Vw8d1ghLIRMkuQv/NTnb16/cnx8/Hjn4ngyOTg6nk2mtdIeYYzw5Y3NvZNHMV+3ynz7W9852Nv91BuvYoo95QYl7/zw4e9/7/tHx2c3Xnntaz/7C3/tb/3tL3zus3vPnv5v//DvffTBQS+VGF1pJ60WRNoO1u2i+txnTAlFCMAg7Amnw1F3eqCVr3WeMRrISJ6cnq5vbAXBcHfvVAjuPOn2htahqlba6OHqJuZcYNfrSO/Y+HCs64aTEKPYGjPOS5eQKOqGgX706GBzfXlPHTe1//D9h73RehQFxBGLPCfMO0ycR8YSAhgD0nUSMBVElFJrDEOIYALGEEDOuVI1WVmqpsHCKgOI9ZjcCJKtFpZZ1aXDtrEF8kg3imABAIGIjJJnJydSojwrozBdWRrd/ejprKyMw0mnH4hEUVfk5WKRnzt/wXlvDNHGF0W+sbl0erYTcjHqncfYYcQQMK29lLKsykuXLs3m2ScgCwSACCFlWYZB1NTN85QYoc5jB44wIiJ4vPNu484OZx9WtjJ18L13jw5WzksXXtm88fZXPvW6fhMBVwpTRgfLo9PJtNH2eFq//Zm3eZQWTcMDKUObzaagakEJZ4wQhrwvstnq+urZ8RFw0V1bG8oQMDs5PqaLKugtVfmcYUBaee8IIUVRrK6uTqczax2lDGPSUgvefffdrfXN+3c/lgFD4DhDxigChHh06cKljdX1qqowgiybTmdnWteAayG41Q5ciBFjVABoT7y11jqDMWKUNk3DOWOMKa2tc5gRjiEJ2I2r2862rjlbVlULJ1EWAbLqP/5pRglBrC4WS71e7RTY0Dl76fzrx/OnmFaUmi7Ei3w+GIwYQw8efbT62TeUyeIoUVo7SzzQ09OFsc4DKqpCK/vyqzc8slpZRuNLl24EQdyoWsh4kTez2eLs5Gxz7UonjcKQN00ThFKphuDk7scf/+SH3w+TlIedfm+4sjLa2Nza2NzcPHcxDEOESZounZ6d5nneNKqsj5MwaKxmhg9GIx5HRPLG2WF36AhSVSO4QABO20gGBGOEUBgEgeRPx6dNU1fGDEdLQgoAYKP+8Ke/+NlFeXB0ejdKTjtdGAyDILJ1fVrkuTd1fyC7XVIUZxgBw7Qo82FvBYBleb26OsyqvGmapOMWi7y3JJq6ITQuc+O9iaJYq0xrxiiEoTg9O5ZcEIOcV4AQIUQGQV1qjD1CyHtHCHhvn49dyCP0p1y9F/yRFyFE7/3KysrO7lNCMHKIc44QADhK8WQ6ddZSyjkXlDLrNHkuQHrnNXhMKMIt5ZZShJC3HiPivcMYJWmyu38kg4gSZp3GBCOEEfKtkNk67gERD88vwzgP2BHMW+6MINy1ZAoMljwnC1hjrQNtraRMcC4wJ4Rg8Ax7jMBrhTHmxL7/3o8ePrpnQb/+5mtf/OLnh73tptF1rqVMtHbOeYKZ4IzT53OpByAYE0wRJQBeay2lbEzDsdBaY4bbJbhdMghBGOM2NYYQvGiaaO/tC6NV+zh5sXy3L1rC+fNgZqugE0DItWUWiEK/14vjeHv70ni2mMyme7uPOyJfHvQZ54BIURQXLmxdv7hd14VpKtvUziOE3ZOnj9JuvLa+ppUxtsHEywCLiLNI+2Tym7/z62VzFA/QjVfWH+4e1z7fvLh2591744PJH+/l+0+ml9eHb7/2+nKnQ4158+bLTBIwJiQUcawRSMxiwMSDrVWMAlE3S52Ntz5z1VJ8b7Ezhtmz/f2sqnHAWcABOaA+r0/iHt4+v9Xpdu/evZv7s7JUmxsX6qqOpJuOC1W74WDZ5xJjJnhIfJGEw/uPnjx+cr8zCI1RYRSbIGicCxkHIoREnMbEMwChG7yyvL7aX5aIOOsx55wy4w0RtDb6LJvuHu595Wd/5u7One6wEwbp08dP+53e9vnNKxcufeNrv/TooxOSoP5gQ4SptUi7KgzitJNg5LRumlppY4QMBOZ5cVqp8e7Znbl+4mR27bX1KL08O1vsPT1c5PXps5PycPKf/+W//MrqdrMoiVhj8rKj6wjFxFetEEUZa10HyuiyLLe3t0fLy3VdjyezuNP92s//POWy0RqXMF1kZVXNFovOYCnPMilYkiSNqrJ87p3BGJq6dE7PF9P33nsvL2acC8b4e+/eWVpa4pxE0QoAIIyMNXXT/O7v/N7GxkYQBKujpZWVFUIwafec4JeXR5nmQghK0MbW5valy3VVaF0bq41S2kEQpgioMtp7v7a+FgRBWZZSSoy5VioMk8a45eXls+nEaD9YGjCGrKtk6B88uPPoyfth4AFqSi3G2HvDP+FDeVdjjjFRGHmrVRwuN5V+8PBPzia7ly/fTNLlWjfWkSQdhlEoo65SDcGccrb/7OD05Ow/+1t/Y3N9raiauJv8q3/+z779rf8w7CdXLmzeuHLZmFpw4ZwLZNBPfWPt0oV1j4m3upcmVVZgxFp7FCCrPbaeXtjens9musywUSIKpRAnZxMA5DFyhHBOZCAxIkkSeoe2z61p02AMi4VDCGVZNp1OlVJPnt6bTCZSyuFwWBQFpZQNBsvDpY31tddv3bq8ffHmq69yyo2xdaWstcdnD77/vd978+2XsDc/ev8P19au/KVf+Ovf+eaPe+mwaZqN0UbhcEAhCkQURsYYEUSj1fXx6Rmj1GhFiQFA3gKlgjBirXbWeOfbLTdBiCDUEunbFalV69olq63MBUCEUEppu4fnXEgZWGsnkykjEEpy/cqlT732apym1to8z5/u7JyNx3fu3BmNRnsHdx58tE9Qcv36KweHh/UPqm9++9uYxtdfemvz3LXl1WEwOD8r4cd3drYv3cyKutsL/+E/+OWzo2fE6u21jXbpaztatdZtYFRr9ZxX7RxngLEniCCKgdraZoSTQjX1orh84TLBGONw5+np6biqG7+YZ1l+NlhadZYsr56LeytGeclB1VkoTDcJz8psPi9k5HqjriprAKq0XV/funHjVV2p/Wf7WoN1UBb2/PnhMF2WIu6nS4tFabWeL6aLbNbokjHGAWMMRtWxDLQ2WivBA0K509Y4JxIR9jkgVRtXVVg7HPMYY0oJcR46vRgZG5DIKISRB+uQo6YhjQWtFHjiECil0zS2GLuidEYrn6mmzIu5kCKKg72DfUrD2Wy2sbUehQ4hI0MqBHFeMxpJITx2xruiqoMosc5RhJ4nTT0CIFWlhsOBcw4TAIQBEUI4QrCzv0Nltnf0wb2n7xZ6nvbTk/EJpVw3BdHcGPdk//Dc5tUk7usKEULCOOAIL/cGd97/ycnB2LGcp52YRD7FncFSyJBXVVMUxjbY08lYXbt+7fBgDwXhd9/9gPHoq1/7uY6Xu/s7W8sjmxUMY4SAIeAyMMbM54t+vz+bzRhjSql2rdDacM6lkJQA51FWLBjlxrv5bDafzq/fuEYI8b6pS+s9mi/G73/wk7quCJZpPCzLyrnGIYuBfwIKA6U15ohz3kJ4KKVOqTYXVWVZa2m9efPm3t7ubD4tszmhIgiEQw5bY13z+MHdJIjTTsJlbzrXBBFvR3X1MEo1phDGUVHW/eHKyWF+PH5cm1OElxjhjIqm1JwGvX53vjiN4wjjemVl0B78YuDdzoiKwEG2sbn9+qfeNFqXeW0NODUJY04ZCzjvdTuv375FvcqzaaPsolBnZycff/whIXTQH1rn1je3VldXb7322ltvfmZra6tpmoOTnaePH6iqlLIjZPfqtdcIZRhHaRobVRXFvnd4Mc+rRlHK54tFFEWBlAQD57yqKgf+/MXzRV1hjFmjpntH36nNvoxnL20YJhX2qigKghAloYi7ChazydxatbIyGp+Mu900CJlSanOz46HZ7HeKoizzI4YBI5HGAQAQxAQXi2yM8WFTLsbzs1k+1o3Jxgcr/a23bt9O06G1TNA4txVlmJCWDwqEYvDIe4sRbXv3KMWAEMCf7pIBeUKoNk0cxwiDx0A59d4CeOcdIOScqZsqFAnnjFL2PODfdtdCS6TF7RG8tRZjAh61Uz9jNAhEUebLq+vmkx4dQC+GbEDgARDGHoAAeO8AY+sxQ2AJppgw5TQhjPPQGO2Nb3uGCIBjwiGkrafGMqoF5YIhTkFwjjFF4CklRus3P/Xm7ddfXVodAnittLOeEmEay6jkbUeo95gApdh7hNGfQ+W1wKkwDK1zmFHvrRACAHvvOaet0ACAMG5bRn372x58+z4eWq33uUD7gs79gg3c3vzn30Gm7XPCFDCAthoRSilfWRqMloYXz21k2WQ6nc3m8ywvLGfz8fSd736XM9Lvd3tpp6oLY/X6xla/31OqkVIiYlhQE6aSDn1y/PA3f/tfd2JelsdRr3v49Nkw6ZeNnu6MX9t++fHDHb4af+7Tny3n+bgpRD8KAv7O7v3Fydn26tZyOhyGSQTEU0owBe2w9x6jTqfLwrCymli0nayvidHFwfbe6enu6fF4sdivj4brA8rxynAt97Wq3dzOWc/3B8wFE85AmWnQBcRMMiRysHZ0dKiBaj7+6NnZ4eTYxW6m86gT5RghBQiwdrYpMqdsJCMPvjL1xrnLoYgIwhwB5xghBNgThmpb33tynwTip7/+1el8ejqdOKe910vDnipVJLpv3f7S3pPJxsrFiC8xHlSlds4TRBkmprEI+TJXxuhABgBQm+O8Ptwf3z9b7Pug9tYenU4++sMf9OL+5Chb76Uvb1770s/c2ghjMwGL1iB9ychtjSLblEQX7efixQ6nHXC5EGnaSZLUmcZY9+abb2qLsjyjBGNw65ubdaOOj4/B+wCLyWS6WCy89Urpum6CIGjqJo6SXqcXRZEQkhB6cnKCMQnDBBNujcak/cj7ui6EIEW5+MHOw5sv37x8+bLzpuVR7O3trV16xYH2DgGmURKnaQrgEXjGGAAUeam1NsZZb8JIHh4fLS+vqFp555VSb336beAhZUwGcbcX9gc96ysm7M7Tj+/e+zFCNYC2FgN4KUOtof2fl1IwzgC8tcg4xlnAGBeBWV4TVX308cNJt7MxGFzqdtbDuM8FU9pyHjrjDo+Oxqfjr37lK6/cfLksyyiJP75393d+7zejOBgt9W68dBWcIYDaC3YOGCJgnFMNkxzAGWMq1XAWhHG6urpZqGqWz7uxrLQ/ncwjhijgepHJMIiTtCirKJBaN4iAalQcp946gghFUBeFEEQK4gHW1rpLS1EUR7P5QmtTV3VeFAj1Z7N56c2zJw+fPXnwvW/9h6ZpVlfW0qT7xZ/68i/+4i+dTWcknOZm51/9xjthSpRR80cn/XfiP/ruT/76X/kvb91+7f69HYYYBlwvcooRISQhfLbIs6pKuj1rFWHIOdco7T0yRjOMkfeAnCAOg/OIAnne79DGJ4wx1joA3yacWqn+xba8zQs2TcMYi+O4LjMgOM/zum7OziYIUJLEW2sbF7a23n7jU9rov/DVz5WlnkzL8xeuPtndzZR69a3PPt45vHDxxmC4FqTB0eE0X9g0Hh7uTSdcjQbs6NnTV65dXOmPpqdHdV23F1aW5SeBOez8cyQTpYFqdAsdjZM4q+bH44Ma9i9cWeOi+fDeR7208+TJcVMThFmapGWl+jIMgnA205e2X240CTDBWFlVWVCdOM6FVNwabQ52j61uGIk21rfG07n3oIxxAGdnc+8pwsnB/vHKS+dXh5tRmH76U194+PBB3eTdbvxk59Hus928KFx5TDAxhAsRCCa00oZ6IBRx0WCyKOuISUylDANTSvC8qJpQ+Kyo+6N+UxWMYoxJEPBQBdp2TiYky7WB+fLqqB9152ez4VJXe01lp248JZAmMpLDqm7uP3hfGZemy1EcOusb7ZeXRrdffztAK6ogjHjjEWGEMKqNKcoySZK6rlXTSCHbp4zRFmNsjMGEISAIMGKACZotTu4//c7jvfcdKKVseXiGKe4N+0rrOq+eHe2NenAxuFabnEBAqcjm07XVLa/Ny1eunx6eaiIzc9QZDi++vY2tV2XBQUtBIyqZlJXSzpmV1dVHxxPCgif7x3cf7Rrjo85yXmlEQ2sbSZC22mGOEBqPx+vr6y8eka3KkyTJIptffenao0cPPEJR2NfaImyCmO8e7lx9ecs4DVjjIOE4XYriN9Jof2/n6aODrMid05Q1xlnsEw+05a9Zay1jyhrtrGAcEUoRFkK2ZvQois6dO5fnWZYvLl682DTNbJrP5hOKMcIEACzYDz54741Pf6ZWlvHIGNtPr4+f7cyLk0Zlve5IaYsYr617/Oy9qEeQGVuLEJZVNbN6ocsoYKHXpB+PGI6dsZwz8BBFkXEMY1FVqihKqzU4jD1++caNpmnh0j4MAozxYNDrxgJRUWsAD20DdlWrLMvm45N8Prnz3o+TJA2CoNfrrW1un9taXz9/brS0xIOQ8WGt9LUrbjYdqyo/t75d5AWmbDyZUMYAIe+dR7iolTKu1x+cnR4NhqO6aTwA83hMwg86vUaZ8dLq8snpmdM2iuPJ2SyNOuubK5MFJgRZ10ynCwdIKUVpGYUyL6YYg5plnEsGJoni6TTr9ULrgHit9LGg9ouf29rdP6v1TEqYz5sqy/eezefTw06UYAuSSEaQ1doTkAF1ThNCMEKEMOeQB//8iP8TT2e7xrXu2HaNi+Oo1RYxxh5cXVehDBFCeZ7JQUgpjaOkKDJPoa0px5+4BlovqXHWO0+eY62wUo0MpLWWMWqsYYy2DodPXLytDRcjjJ23AADWo5YGCA5T6ZzDhHoAq007KGJEG6U551YbTxlyPgxYoRRjTjrCwYcSN1WFkX/tldtvvfmpJImRNwDWequsJR5zSj0hCFw7dxIMhED71h7wc0Yexi3e4c9SDtqN3XNGBMEtX4Qy2tZBWa3be2it4Vy2AnaLqXquwn7SytYmMVtD94u7QTlruZKYAPLegycYMKEIHHIgOF9eWV9d2wSA+Xw+m80ePXqUZfM4Co+Ox/fuPsCcbm9fXF/bBsAeMJckTJyyx5P5o4+f3P1g5+5HTz64cn7TleXZsR/2rk0Oprdee+PHJ+8tTppXrrw20xVGWDcqHfTuHjx1YG69dnPnYP4vKGF+AAAgAElEQVTBnZ1Rd6COZrcvXT+/vnlxcyuORTHPkiBG1gtCEhbUdZ2IZFZna92ltXPLb165XSO3d3b4gzs/kIlEEHrqz2YnnTTFLKpURpgRqbDGqlJxbmdml9FmTmZ5ocWyj2jI+kuLRUEIPTsd60aHBXjvLUIE4yhM+olgRMT9NE1SAMy9k4RoYxGl1sM0XzzeezZcWb796dd39na/96PvO+wG3e58dnq8v/jF/+gbf+Uv/Y29J2cXt66nQZ9gMZ7NCKedtBuIUGvjNWBMGBGdfqduCqX04fjO/Yd39k7uhV0TYIIArEfM8+nhbGOw+ZlLW7eubK/HgZk3jR0GK6/W4XruAPksEYR72rKZEXLWghDCAyCEPv7o3ng6uXnzZicJLCDnnAcspQyDAIP98pe/fDqZTibTsqikDIUI8rzEmH704V2jXdM0UZj3e0sEM+8RoxxjKkSwtXUhiTt1pYUQzgJjzHrb6UYHh7tKKc4Yxh5j1xa3VVX+G//213/pbw9XV1cJZkZphDAg4j1wLp3DlBCEGgDUNFWUxPP5/P333//CF77AGLOAACCKYhyECJMVIRHyCFkm7GS8c+f973e6rMwtZRRjwhm31gsh21Svcx6QwRghEM5SRMnZ2akMMGWuOySYsMXsrFEyDJZFIBlnnGLKyNOne9ki3z5/4Rd+4eucIG+b+WzyP/8vv2ybqt+JX3vtFqUEA3DOvYc07U4nc+sgjToIg220cWZS1VzKrCziNB2t9MImZkkiRPBr/+yfzyZnl8+v37x2BSHoD4fT2YIHkTM+iZK8WIRBhBHhjFgLJ8fjtbXlRpVJwIqi6KbBwfG8qvPhcCmKk7wo+v3BfD4PgqCpoCxz79xkfFYU1f7R4bkL5yujfv/b3zLWE/5hpYqyUQenZw6azc2NP3n3m1mVnc12v3LxZ/6vf/wrm+sXOHG3XrqmVYUQBi6PxtOiKgOhGSFNCZzzKBpShLphYFVDka8X06bMkFWYhwYjD+CcM0Y75xqtnAfGOGXUA7yAMFBKEUJSPp97nHNVVQnOnAPGJEaUc2aMqcrae4cQOG+dc0LIiAUbr2z1lpa7K4MHO8cG2MWXbn3msy9/9/t3v//tPxkO17HFpqyG3c473/mdjz96Z9QPz/Z3v/blrzoL7VQB4F6cVrUT9nNEA5JAPOfMO8yDcLx4Vpvi3bvvzqpxHCQffvCoqapXbr4UJ70802GUWOTKUiPgw35/Y/3SSY0oKMJsEtCmrIpiEcWR81grRSmNo7TTSU/H4yxrpIx2nu52O/3NjfV79w/6AOPxeKm/ur52brS0FsXJ++9/dPv2rdFoKQziWzdez/OiWuzvHxzevX//yaOHmLONC9sOYxZIYIggJAVQwjwyUsrFoqLYB1I665yCQKalKzmllCBnleBMijCJBo3tnb904dGze/cePtlc2bq6fXlR1tlk1jQqDiXBRFknZRhFToC3TnU7fQ/YWuxcMJtapBexjATDGiw2wGXIpdzb3wuk9KVnhFBCqOBV1SDkGMHDfj/L5lwKAAzIEeEmR4en072yGcedfuJZGImmqeu8rsrZ0dG4WtHe+Dt38NXLL3XCFecbZLng5vzW0jw7OLe19fRkdraYPTw7+o3ZgwsbK2/cvF7Pc+0NRggh0ji7yBYbW5tGq62NrcOTxb/5t7+d5dVo0B9G8htf+ULMDKgCjK7qGgCklEVRtI0krbe7tVbnVbFxbk3GcVU2CHHCsaRO2wKx5uOHP2ICLMnSeDNN1rXWPEaf/qmXeUTuf7zLBRdC1nPl6hohFMdxy7VtH7hRFFlrMSEEs6qqpOSAvHX+0ZMn/X7//IWLeZ5fvXqVseNOt7uyvPTk6cP9/T0hRd00T3Ye3rp9ezqf8iBEZo2h1ePTZ2Eis7wsylKEQa2ae49/lMbrqXSI0KLyq2tLP/ezt5RG1tCy0FKm1IIHRaiSUcoFtg1ujLMehWEY9Tpeg1VOSC4laR2kmJDZbBbStJuETIQe20AwbznGHcoZAC6rqqyayWTSaFWX8/n0ZPfZ8a89etTrJIGU57YvXrl+4+VXb71y89VAiHw+PlucPXnytCwrESaUsVYaPzw8mM1m48lca22aPEk6CBFrLfN4UdqPBGXW66fP5mEQKwPe10lHygDm5X6jFOc0jkMuiFY2kNF8Oq/KOgikFGw2m4lOnEb9pjax7HEULubzplFALGbQ68lud3DlWmo9ahpnG7r3ZDydPD6/tRGGySIzHhTjGMBb25YdEO89YNd6pwDDi/IwQghCmHP2yfG3wRiJQNRNyXhACO10O5PJeHN9kxBUlPnKaN15YExQSjF2gHxbDdWqUO15Jn5etPDne0EwPK+O+mSY/tMCs0/mvBeeVATgnfH/H1lvFiRZep7n/ftZc98qM2vv6r17lp6eFdsQIGiAFESRDNKkQ4qwSYkO68K+sMJhXdgOO2TTdvjCjjAthsOWQgwGzZBliotAAFwAAhjMDGZ6eqb3tbqra8uq3Jez/bsvTnUTsusiLzIzMs85eeqc73+/93sfC62xyliECEYEIgwhtBrnmrBQihASpRklJI1iRpmQOsukEbxWpa9cef3S2bPVUolAKLg00hBMrYEEA4AgsAZBYKzFGFmQBxQDCzQAGOTIiJMq9m+AFBDl7zzxDefOAuYQpTWEAGMIgKE0h+JaCKG1WmsLIQIAIJR7msGL/f23+G0wV7iRFBAAbKHFuWYMrbFGiBPED0RISK2NJIQUSpWgUFrqdHmW9fv9Xu8gE5rz+YMHD54+3a9U60tLzXqzMBoN+pP7w+mdw/6dUsX/+te+0D84KHfq6ysrWaaPRpG8ff9oOrn+6WcXLpx2fM93gyhK+juPaq16p7uyUGn71Oqpc6cHB0fAY9cWB7e2j4Pd20XqvrRxuglkyy9TIakGRUCtFJ0wFIKXvSBTOjUmLNTXP/9VBfVoOu4LbqaKAyGRxAgS37EWpqnEOFQwTeMsW2xTzMo+E1bzaBwyutWtrHZXotmiWAibqJQn5mQZTzOeZVIYIIRK0gFEhGFPpNBAqC0YLRZPD3sXX3pteWP91r07Dx7dL4R1ziOVqUa5/uW3vvxT73xtdJS0KptWuPMsoSxzHey4PoZA8tQoIIWWShEKoijOxPyof7A/vZ6Y46ACEcNcZhRhnsStcrHa9C+sbb27tpKJbDydM381KF+WuGUJdaAQKs0MVpDlETNK6zzKQ0rpe4Ex5uDgYGVlJfSoBXZ3d3dtY4sQIngKrXEdZrXO4eYFP9ja2up0l7XWb7z51mw2m81mWZZFcZxx/ujxk0a91e0uzxfpdLooFqpZJiDEEAKMAcEUYoQRKrmF+Xy+u7ezsbGGEbJGU4wIxYPBQSF0w6BAKQIWEoQxpsAgJRUl1HOdvb3tNOPMYUopa4znunGUUEKVlIxRzlOIkDXA9SiC2XDw7MbNHwkx9Y0bBEwbmfNy81SpHL+OMRRSYIwNgBhRaxUmmjJcrpZmiySKZLV6eqV7FcOaARAYCAkeHPWjxQIa+yu/9EsuZVIkpVLxt/+H3wJalorh2tpqWCgYrYTgWkpCCBdzyhgFNI99gABS4jCPRUnqBkF/1L/5B7/rBOVSrTMYjW/evLnc6TDmLuLYc+hwPMWUhZ6fTGZSWdcNMEFxnFHmKaNdv8AVMJBqCV1WTCJVKbaU0ZT6nlu2wBUCGOtmEtdCxqwWIiuudOMku3T54uaZC/3JrNc/VgBiYJe7b0TRfc2xVLPJyIyG+5T4P/jBX96+sf3oydGzg/6p1e67X/rCaNCXSmlEZzwq15euX/9kqdVsLJ8fTyZP9mYEIYKjchhQKx3ouUW35LNEcAVgkiRpmkKICPkb6GhOFcrLhfwvF65yB1ShUDgZGLMwjiIAbJTGFOF8rgBBTAmlFGgONBQi43v7z4azdHPr8rXP7j/Z+/R//2f/26fXP9jqXqpVW6Vi89LFl6PpsFHzfAq67frprQ1MrJEgX8MLIfMLYL5tL6Y4BLfPMaeQOc58MGl1K2+UX3/8+FGWyV/51a/V6xUlyEcf3ooH41k0NgZEcQpNqdtaF5llAAGZWb7ATFgl04xDgjEjxipoEcFYKaG1xoT+9fffB5oJbouFypkzGxY6QqRPnu202isHvd7Ozl6UcL9Q5AJgEmJMi4WwUKDN7sbmmfPbT7d3954pk6XZgidpUHTDgosJnAsueKJVaI3Ls5rRgUPpdDIJvUt9dYQ9lvLUCRyprLXIGsdhhf3DHqbo0dM+w/79O98pVmtSoH5/4VDl0RBZSh3PZURZw/VsMDwaj2JtdLXcP9zLlluXPLrYWF3rLteSNPURYwSPplOXEsGzwPW0UUBBSrGUajIZIYQwJlmWOR4DSAs97w2fTKMhwGixWGhOkOtAbRjCwHebrUqajZ48W5SLaDgC+9Gj9bU1RtgicYJCWiyJ3Wefck3evnpxOJ2Njw4Pe8cfJYuXzm3mVBRtc3u0AtbMR4N5YquF8JNP78eZGfRGIYMOUK9f3GqUXNd1me9aCyilCKFOpz0cjhCCSul8rFwq/mxvt1SpRPGQEA9Zoq2gWKdycTw5vHvvE1Q6rtdWR8O4WAoLRRdDvLp0IaiKaCqzCAPArDVC8PxsN8YIKTHGUimlNOSCIkwo84MQQIAQstZIIceTmbX2sxu3slQrpQ4PjyzQFhBtFMDg6Pigul8tlEpccKrDje7VKBlDNuF6TB13Pl9oAx2PZqJX8AygCGIzXRxD7GGKXc9vtSuLyTATcalcSDPVKHWDwM240lqPRkMMs7NbaxhawpA1kCCgtaauB6x1HMf3A6WVyDIIGZfcd5AxVvAUQlgIHIJsudjNMq61hgBO5qpWPJ8lUZLGs9HBd/9y+/vf/3Op9Wq3s9rtNFfX251Od3klDAtREnPODw4OEML1etP3A4yREYlS1nGIVJowBzeXis1WbTyZcC4hJM1mQwh+dLjPPAsgCQsEEZSJKAgCwrDioFxtxPPFbBJ5nhN4VUa84XBY8Es+8+ezdDZazON5uRZWCn606CdZUqxUC8UQAA4IvXi5Mx8tMJ2Np6MoiTBRjDnWIiklADmezmAEMcY5nRT8hJX2REq04Lmh0xaK4d7eYbPVzkRKGTnsHXTabUzgeDw6u4UybghhCGFjhM1Dqk58sTAPN36OhrUGmhwniDByHEcqbqzRSj8fk7IvSIzPsdgnAieEAAKIADRWWmOMVVrncAOMsWesIRQJKRGFWhmphO8Gi/lCSem77te+8jOvv/4aRRgpLaTQwAJtgEUQIq0xxRZBorXGGCrzN7EPxp5AgU9chsBaCK3V+SyLsTZXFBB8IW/bPI1IKZUL1XnbIn/MLQa5Rfj5EQYvbLX5GvRFRfuivrfGQwgACzTQ0AAMLQQWInCSKQEARBgBaC0QQiqlPM8FAGxsbp6/cIFzvru3/fjxdu9wkKb84cPtz25MF+nhnQff7645p893Cg2/XC/P+wdHve2dnXuxMJY4IsBBp/zu6pf29p9lGZhEMYVsbW1TA5nEcTyYI2CXm0vnzp27fvNm/dSKEOlsttg+ePT4eNeVqE6Dz128eqqz4jPHM9aqzPf9NJkGjkuVdI2uukwB26i2tgKW1FaGi/HNxw/GXEiSuaVSxSnO52k6jFyvxA+PG/XWcrNZagYewM1StVEsE22rYei7nlQwF5MgIUZbZcF4tuiPJ0fHw6Pj/vFETlKwSLInu0+39w4uXnmtvbL8zT/7Vio4dTzJ+eR4Fvjs8tbF1196ZzHg650zHq1g7CbJHAAdhgEhDsYkiZJoERPquh6xKBvPDvrjJ5/e+shfmrU369O5fvps2/HIYDD5qbffWBz17Gz++YvrwSQR0meFLVI/K7xmGmcESKIAxYUU6LmWz7MGEYQgDw21FhQKhX6/f3BwsFQrOl44HgzbnRXP8w3GMuOWEgTssD/gPMt7o4RQxhxKWalccT03z7jVWqdSTMcTpcwrr16pVeu+HxhjIUTAWqtN3hmoVKuFINTabm5s5ScvhpgSBgH6+MMPevt73/hbP3+43/uTP/nTzlK33e5sbp5aaiwxYh7v7/R6+6ur68CCOEqV0Ahgaw1EVqlsOJiF5RrFjLqMEKNNevPG+4v5UaXkasUZYwDS/FR3nByjaOI4thY7zMl74p5HhZQexULJfn8hJS0WN9ZWXyOwQWjVGO4w0uvtTUYjl9Df+Ae/vtztQmBKxcLv//7vfvjBe1bKzsb65cuXIYRaA4tse6U77PfTJCoVnTTlLmQIAKW0RcQYC7CTSNWoVqVIKfUXs4lV4vUrr0Jgt05tPtt+eOrUxmw2czCdTKZYWwsswkBJYwDyw6K1aDAcWcQsADzlECFCXam0MTDw681mJ8m4Mra74iqlFsfbPE0gsiKTvufxNLPW1urNQFvHC4vOpfk86i69cfnymYPegxs339M2unPn9o3Pbj2+881iY+v0mVfW3/3C4+0nvuuePnt2Hovx7ODHn94OwnDz/Ms3Hx7dvXs3KBSMMZQQmeydXutsrS6NB4dRJjHSGJ8smHMrbd5uyn+C/HKXC7T5r+P7PgAgSZI4jimlxkDfD93ACwMXgAqlWHI+m84Xi8QaiyBGBqY826xt3X58n3rlrdNrKxtrQsm//Qtf/dH73/0X/+vvKRHvPnvUbPqT8XCpUf0//4/fmY2PZ6M+T2Ywz8J5jkLNDQ9KqZyuQilVAhOKCQFGwzRLh6N9t7648tqF5ZXWUqP95NmD9/7Nd2vV7rlzLy116p7nbT/eyVL4/g/uv/5yt1FqwcgWAq/AksnxnjSL8XjiFL3ZfH5mfQ1q2T8+UEowVtjZO2w02jzm40mURAoh7IXozNaZWTzd2X8aJfz73/9Rt7Pye3/wL13H/cI7X6yWa4FXkEgqJVnQfPXq0tU33pR8cXT09NHDTx2mrRFKZshH0E5H4947V//22saV4yPJU80wBEYTSBDCmOCMxxYY1wkwcvywUqgzt2S7mxtP7/cePjx4/Gz0+luvJwnIYgEtSWLBJxMNrAIGuanWptGq+L6vlH389InnLmOLFnG202NplAR+kSDLMFxfWW7UqnG8sNZQyiAmWpvxeIAQgYAghCwQbgB/fP2D49HT4fgIM7OI5qFb/OTa9csXz82jyGJrjHJD2mnU2u2wf/zozJlXhT6WGm4/GxbDJmPR/t797Wf9e/c/mUUJoZXzW6du7u2cWu2GLoXQWqWABVorkSYrS/VEkNZSO8ng8TQdDKdWRLOEf++993/6868HLs6yBCGU59+vrq5mWVooFHzfzw1aykipeL3WGo4W1kAppNYqSSNAjDF2c/N07E8P9j+9+PKlIAS9o0d7B4Od/ZtvvfJ3ogVnrK2BACA9wVLmfWOElDZaW6W0MVxCBCHMRJZfpcMwBAAYAxlzCAWVSgAA4GkKgF1qtbWRmeSz+SRJFo1mXUqhhMFOvVm5fP/pd5Gnlcn2D44r5Rq0kDk4E641FjPMoGZMMIaFnEuxxwoWQxKlntX1apUl2UwbN0uFFOK4t7/erXQbDZGKp0+ftrotQojjOEobKXSt0Rgc9Qy0xKUyU1IZIQSlNP9PFyKjlAb+SUDv2lrZqqLkGaVkukiENtN5PJ5M+kfPHtz5qLl8djqfRVHUanfPX7zw5htvvXz5pZ/9+tfGw9F4PHr8+NHguLe3t5cEvjWAIIgoItE8TuPI870ointR5FDmuo7kKkvSYqlEECYUc5lxrozCoVey0LQ7La00j00mJUSWejBNZpZYJ6BLpVZQcC0SJb9SKJaElvP51FrrBQiazBFqe+/jyURrSymrKWMgyKtXTDBD0CAEAdTGagDRSSrv8wIrL+xyBwKE0HXd6XTcWmrnZHAphVKKIjaP5nnRSSmllHGR5CkF+br+RUWbI8lOkhag0doYZYPA7/f75UodApRPfQMLrQHmxMr7gggCMCQnyiiw1miMcsqRgQACo2IjgQWUMgWUyaTiElskZouN1bXXXn3t4sWLhbCgheA8pRgCa5UxeRyXNBZgpIUBOP84A6EBRp9UrxCDk8OV0xIAxDnlF9ocGp3ruMb+jc4KLEIAQGCteQ5Z0NpogmnuKs5HHSDM7RzQQvDCw/Ai2OtFXWuthSADFlqErAEAAJVX1kYDaBGCGD0/bsYQjJnr5PcqY0ycxAjj9bUzmxtnDw973/rWt1dWV6v1ipD1Trczme/F42Q6mu7RPSAKF0+vJTIinscKhe39HkVOvJh/4e2vbN/bVkJjS7YfPPIDd21zZam9niYLrOHg4Khdrg/7A9fzNldWlmp1LVXg+lmUXksOPrq7u5gv3lo53W0uLTs+o44VinkIKosIRAYQgHmUUgAKYX3ltVZs9H7/qDccSm5OlbtuY5MxZ+nCG4HrFf3AShVQarkg1lKAGKImEwADYC3IOBdKCAEg8iG50G2eW+5wIeaQbA8n3/3hjxLo/cwv/t3t/d4nN34QpSMNFDIORMByHqV2ub4FedgoL5fCmhJAqQxiW2nUIEBS6sVsqqRiLgXIZnrRHz6ZxE+e7H6a2P3pZHLj4QeeG1Sr9Xql3KoU7n5y40Kn+86bX6JTzmHLKS3T4rkFqCgJNTBQa4ZcqbBFgDFMfKCUhAhpYxDCRmmjBSY4z9ARnBeK5UH/+P/+g/9rfXPz1ZcvO5Qe7O0KZRC0tWoVY6i1JJRKxY21CCOlhFRKG80YQwTXW00E8fLKyoP7D6zSSilo83kgw7l1WHDUG868SHA9nSyWWgADjBAkBCLINlZONVsNZGEx8KP5dCeJdp8+/OBH3y0XCoVikQvZaLYdhxoLfM9nlCVxggCMF3Nj5P0HtwtBqd3tDoaDV1+98PDxZ1JOPR9Yy63RgnNCKYbQWC0Ft1YiBAOfUca0MtZgoaQBUhvp+AUoQ57RSml1c/MKpTUhqIXapbR/3JsMh8Can/7pr549fdpIxRj78MMP/vUf/T8EwdZS4/SpzW53ZT5fAAiV4H6hQqazqufKLJVQMAyN0q7rbmxdyCxOpQbQqGzO44hCXPSJVAaudDnPkvlkbbnNk0graZQkBFutlFGMUkKohbizsooQq7W7cRzt7D5t+J5QihBsISoEwWDYPx4OHM8vV6sWwsl0+uff/nalVOy227VKJRPy9Tffqi+tDKdRiBgXOuNYKfqXf/GDw4PDjY32269/rdms/tLPGa1t7/BoZ3+yvXM8H0+/9Ud/9PZbb66tn374+CnErkGOMPS//a3/6Yff+XbYaDTby0GhVKlUm426R5SLZTlweBb7LtV/A1gCeVs/J17mfgNKHEopgghBAiFM4sxxHIIZzcdeEcyyBEszn/cZgxYYRpjjeb5fA4BAiGUSVWiJUG88Sle3Vu7cvtnqdAql4nqnsfwLv9Iqbv7Tf/rbh8dP3v/x91e7nV4v+73f/f0zm2vtZtmlNErn1uC83/KiN6WeD1copRgrWJAZqx0n0Jo7HghCePvOdYycUuivrLQq9S/0j2bj2VEQBIQJgKKtrbM6czut9ngwQYwSm6h0xIi02jQ7jUikm6dWewf7K81mMQyjKBFaUBK4jn98uKu45ZBnItkqlntHB61uaJi8/tG1aqvanw6uX7sOATaArnQ2ArdYrHqVcrlYLCOMgBWUBuvrtU7rlFJR/2hPyDQSCQMACeZAvdysVAJXW+RgjLRyXRAnqZJZoehajYRAYVg6GG1HqieHE4idKJsvb7TCGb959xMpUK1UlyJBBEKleJbFGfchrFTqmGBlBYQm07NFOmvVOpkw2XCBoM34hGFUK4cZz+bzKYY24ykhRBmLEHYoNBpT4iOKKJCRHPdHTybzAyGl5/iNVpkg0mrxKBL943mpVnU9L4lmGVc7z56Ww2A6HRKMjTZagUKhOh4dTQc9KMVyrYylHCZ8PBqVA3/voHd2awMAaxGA0AbUW8wmrUrp4dNDbtBLl84fzaQCGFnZLLK7n/zoxr17ly5sYSMBxFwYa20UzxEG09n4BfVJa4MQwpB127VBf+g5BJOwpDAiNannQcA+6//46ptX5ovho+0jxmil6vu0OJo+qlQ34iFX1uTVRG7iz+/fSukkSaRWCCKCrOM4SueilZ7P57k2jDHudpd7vV2rTZbKHCChjEDIGq2PD4585tebTa4iaAvd5sXJfFfSp1wRjII0MeVyOBzuxXPfcR2tdbNZR9gkchaGZDGfYYgoZgw5WcwLRaIlB8BzXd+hrjVJ6DvVis/qxd5gYgywxkipECEA49fffGs0OJ7H2SKRgmfz6UDaNCyV42RhtA6LFcE5JgxbQIhjgfE8V4pESlGrlQ0khZJcW1/jacyTdamJ7yBZLWFCdx7eu/HxR0FY8FynXC6tr603G82XXrry7pe+orWqVmtEKUkJjBYzRlgprIz7EYREAYsRqdXLiiezSEkpMQNSZUKIWrUxnwwLxZCLhZZSWqaF8Et0tNgnhFjGWitFRgOppQVkPo9c11dal8pVAHUQuOPBCDFRbdaCqjePJI9tmkTAEkJ8gpxctslRyxAaTBj6t4F+PzmknzcHlVJpmkBMEEKE4DRLDAFc6Tx1JV/xJ6nBJE8Be+ExgPkDggic5NWCXDAqlUv37j9utjppwl94DPJ3IIgRxnnVCMDzoCttLNBGa2jzhKwTrVIjgCDSVltgo0WqMrlUbvxHv/kfnt3cFKlaRAs+nWKMKARAKcdxOBcKPI9NAghpAgBACButADSYYGiBOdn+3DuRa7IWWgQgMFZbACEEWqu8Z/H/Qa8Zo3M3grHa2hfQ3Dx24gQO/iJcIjeu5S22F5k1LxYVmHJrgAUIQGwsBAgihKwxAGiAoTUEA0QIttYqraRUlFKKUSYkxthlDiXurVt3fvzR+34QlEqlSqWWJHHG27XyqSidTSaHw8FTx83qwQrxVKlR/F9++3f8sNLvD7M4ufv9JwLMzmye2to4femr3zge9CqN0g2DruEAACAASURBVM3b1zOeBH5w9bXXDFTUp7VabbFYKCUBBIfD41kUlSv1sFL607/+q14s2d3bnbDw5SuvrZWrRYSYQzkXBgJMnbrragCE1hoiz6pGe/315U1kjRYZRRgh6Lkh5zyZx+VyWUoJILYAztI0wDSOM+QhJaSU0mhNEcaIQoJFmgGIsjjZnfU+2b7VXin/x//4H//Jd/7y2Y8/DSvF84UGRJgSYoz53OUrn3/rq9mcLJW3Cn6VQZerudC8XCkbA5M0VVIlSZrrVpmIh7OD0WLXOmMczoAaVpul8y+fYtTbf3pw7+7d29cGv/FLX/qZd77uLkSLBgfOOUu9DGNpMqOI6xYMj4WJMaPUYCWghZBQrJQFzx3aAFiCidam1WoFnmeUKgZhFCXQWJ5mpcC7c+vW4dHxhYuX/cDVRo8mwzAMfd9nebocghpoaLHSEhEKANRGaQ2zLJUZt8b4HiMYO8yVSr780lVrTZomEIBqqWw0BAQbbZW0wKBqsVZwS/1e/2Bvz2O0VCowArlIMBbRoqcMxqSNEESAUEKtgdZYY4zSIgw9owUCJvTdm3s7ly6v37zxcVDkiAiEMKIEA5YvHSEExkqtAUIYQCiExogFQSAXM6k1IsxonCWkUtpYX3+doLIU0EJFXHG0Oxz0jz2XNarVL37+80oKz3WFkP/8n/8zrTVB4PyZrVazWa83CPWUNoTgD9//IdRZrVwsBh4EseMRI6ASajJdhPVu0Xcdh37nz/5QxONmKQhdl0uFqQuMbtSr08nI8xxSCLQFiyT2mQsQBshigqUF33/vh0FYOXX69F+/915/eFyB2ZfefTdNU0yI0uk8HiUpPx4MM65mi3mapoJH8zStLy1JAJNUfPPPvvOVr/7s6bOXHz3dY8xzfGZAeuPWBw8ff5wliUMDqHGtVrt04czG5vKZCy9/4xu/XPDIP/yN34jj+LA/KhYrjc5qqd5+8PhxpdG5eKr64PGjEZ+gpeWDx7eYw/7Br/8H83Gv6i5Zy0UmCaVSSiGEyPNcjKUU5SZCa23eN3oODj1RSXOl5/m8rzTWMMcAqJHRQqSCJ0oiazAhDk8GZ8+/Ygx66+0v7R4d/cLP/4KejzsXLr391udOb53rjexv/sN/9M1/869q9eKf/Kt/3Wl299nRw5sPPvfWq2dPtRllWaastbmq9GJcEiKIEYEQUoqVsRBqhO10NioU3EXydDjYv3D+ladPH2gk683G1pkNken+cS+KJ+fOr/UPxu+8dfWVs19UosDlNJk90Zl8+mT7uDdAIfGL3ng2qlQLo2GvEBaSSdbqbHLFp9NsOIiKgXtqa0OoLIqi+WK+fObcLB1JyINCaXQwGkxGZ89cOOgN1tcvTBbJoD8m+NhlTrFY3Dy1USzWlOLUbUOdLK2d5TzZALPBZGcb7Yx7U6wRRcBKmaTTouvU68E8QWkCMMZJlkAIqeMmWQYgP31+0wD0ybU/+frXfrZ/PEkzlSzUjU9ur69u+k44my0QY3fu3ff8kuCCIpTwySJOa80CYtINXElIlnHGEAFqudPeXFvGRkkeUUqMUVJqC5FSQkuDoJcmGmBLsmQUPxjPDzDVmCApUTJOtBQIOVmK5nNtkGgtV5XmT58cy4b01vx4IXzfnc8Xccwr5cnn3vniuTNvfu+7H/34o8+yVM6gX/Dc0+uXlLbGQJ6vCa1GCBnJSwHDhg8HxwVWhiicLxJoZJZMseteu/bR5pm1CiUvWHfT6XR1dfXJkyf5PdFxHJ5KaMB0NOwuNxezXpYJwlwpc22SRK65+PI7/eFOGsPJUDx9+vDypYthFUVRb6N9ano8ct2q1lQpxXmmtaGMUUqV0gnPcgQ0tgparKSEhkkpHcdRykAI33jj6vb2drnkV0rVRw93EMAYY52qLE24SDPOd7Z3GtUmhAKBMoLw4oWr20eTVqG8sX7hYHcymw2DgIxmU8/zOOfD2ajTWcIMaKNLpc7Bbm9jdRlDZIT0fSK4gQBRxDwvNDKlBAKg0ih2XQcAgAmhhGKE9w8OP/jgxy+/dLHc6Lh+eREvBM+uffwxIFTqRHARBoHjMUqxUUprnaTpeDgpF8NWo7XX662ur8WZGI1GlcqS8GIjsqVGpVgsNZc6k9l8Z+fZ9U+uW+HJOBr1ek+ePCFBmXN+7tzZ//G//s8Ixng4HkEACWVWw2ajqZSGCGAMkiQWIhMScKGYJvV6TUghuLDWzOcTYA2lxAk9Y3ChGAAsa7W6yDTnhototlgABB3fs9AIruL+kDJcKVWyVBCK4vkQIFIOgxiklChjNM8yY1MLmTFYa4AJAxYCgI1WEAIIjbHaaAMQgggihCDA2ljXI+VSyLMkCAtK68D3sixhgQMRGk2H5VKdAOQwBsFJtKo1CiKUe+YwxtYYA/WLVxFC1oDA8+eTMVACYQRypyqwJxwCawCE9iSvE0Bj9AlnF2JKrTXAWAgtMBYAgAG21hqlecqbldqbV65++Z0vecSdDMfIAmyhJRhYq42BAGRSaGsQwgACCKwyykBkAchXbQhAYIC14MQgYfN62iJrLbAIaAhgnuiXmyhOYrpgHhNhTnIkENDGWAghgiC/WSBkjbUAYIzyivZkfu55bhpC0ORPwheOAovxiTQLbL6pGtrczGEhwtYApSRB5HmxDAlxNbCQUJdQ5joPHz769NpdbWSjs6yk2D/oeV4BWuKykusWPb/WrC53autCzo52egoIujNz1KqNVQDLQVDIeHr1c68iALef3X+698B1KHS6S+3mg4ePk2Ty/vvXw4o7nvddx9Fap1m8sbW+stHOnjx79PTpbJY6XvGTZ7tnN1ZdCj7ceXAtzcrM69aap1dOOYRhiIlRAACCKTQGAUwAYphYrQFxALBWyojPpNac8+l0Sh03zbIkTY2xqTUIIz6JfN8FEFKKrdaO4yNEtQUagETwg4OjS+deap5a/tGtH9w7vrX+6tLeztGznb31lVMYeu2l1s+9/vd6vVmj2iZuUSN6NBlRAh3fR8yN4lQpI4QoFCoYwkU8myRHz45vzsWzsMJLDSaQO1lMmR8SDCDzz2ye+torb/zU5auUG2PDCahnpI2osVAzDOPYakApC4wW/fFupdwN3JKUcLm9JDjPeJZlQkqDIAmY41N6+OxZyWfrGxuUEa1ltVwMAi/NeKFUXnE81w8JIlaL2WQym0yUlB999OGVK1eKxYK1pt5oeK5rMEU5gdMoj+FkljDG0ixmhFkEAIDGWgRBGAYAmChduNqhFFNEMWIvv/RalqqxnQmpDESQUOo4xkq/UKxVK0kcY+a7YZELa4FJMl6pFhExSkitNHMD32sYoLlIyjXvO9/5Q0I5sEJmGSAUQmaswhADYCBWGBlKCMaIcwUtmscRpcoik6aJ65Q1d2qVrdOnXueCaYuUkY5H+72jUX/EKAbWvPvuuw71IIBpEv33/91v7e0+CUL26qXza62Wihd//sd/FBYq5XpjOp3+1Xf+orvU6rSbly5d9ImTRAnFVEj12WfXZskHFiJCyf27t0OPkrXl9uklR2uplLb48PiwWChIYwGAiODlTjvKMLAmTmZe6Fu+IAhMR70f7T9JZ1MHyFIjFHqRpHPCPJHh9vomdEubEKdJPB4cIWugTBkyBYcClZZC13GDzdNnpnGys7dfKlfL5QLPUoIAkOnlsxtZwrVE8/n4s2sf/vi92FJGnKC91CoExfZSp9Zo1pc6hOlyUPzKF978ypfeKfz9v/V0Z/eP//Rbw/HUoWg+X9z+7JrHWKNWbVTrWZwoIQSXCEKrrZEKYYwsNFIBbSjCiCKIIEGEYcaoY7Txg8BxHEyx0lqpRKk0ixdZGg2nu9SBQVBgpEiZrzJBobFF5JbIw8fPhtMsEfK/+K/+m2e7z3rH/UcPdg6PFhl3CCHlVvc/+Ue/+eWv/vTv/s6/qHtBgOHGyrK2UiqjtFH6xOSGMTLaAAi0ttoYQgiXCwQZgkUvcPvJQ6+uMW0YRIB119c2DEz2eofTQSIEqJT8UrFYcIvOUr1TXSHGYMt9j3RK9fnk2Gcb49muRoAgbBmejYc+cgQ3QVjaPzw6PE7SFDaWGsPj4UGvv7TULJac0Xj02Y07u/uDYrG+f3R85+Ejr1Ct15dPbZ5VmcTWWIwhglxkR0fJeDImzC2US61mIwgd3w0cJ8SwUFuqNVffjjKjDQJWWpMxZjXQO73dprdRL1QRMVZrayVj2GPuwXB6/85482znl3/153ae9JQVSbaYLhYAJakccZFYQFUGlhqtpZVWv99PsoQh1m2VrHasFXE6BLri0BLBmiBpLE0zi41WUislITAIYkI8axGkxEILsTVAKiOe7uymiRpMJ6kU5XKYpTKZ8fksKpfqFy6+fPvu3cn4UaNecXCwiGScgaU6i+YJtMxjnuSUZ7BWaf/yL//qL/zir2YpzyDTUnbaTaDVeDz0mEspVkJApZFlSuNaq3nv2q0ffnytUO8a5Lie6znUyAw54TBS1TIFAGCECMJKKoJx4AVSCoRPngcGpEk8mcyazdbx8TEAgDrMISxJ+CJLC8cujl0xjJacemm15mT+o+tPp9MpfqVSa50bHIwYLhCEAcGO4wJg8zEfrZUxVlkEATcaWIAtBcCSLOEIW23NoycPNQAqmUAIL168pJTqHe6WKuVoQQYDTSmLkum9+9e2zp3nIiXaQFSo0NNHu/cGO9cr1WYxrIzGx1rPHOY2ap2jw+H4eOF51FhNCanVN/cO0yya1itdz6nLxMMWWy0QgspgITAlfqrmpUqoDbDaWA0YY+Vi8NmNTz784HsI0kKx3llZj1L+4QcfVCvFly5fKoSFNI4wBgS7ykiCUTEMQ8+VUsyimDG3tdRud1ee7e0rKUejsdXZUe+IeeGZc+elEJVKxWXEKKEEz9IkdDcmiQXAJvPx/t4uEVIh5BqtBdf379+vVquOw6TUyTQulkvKYgMFZY7ruYP+lPOs015yqJulqcMYz7JMpqVCURvouMWj47FDHUIZRKZcLUitldLa6mLJN8ZPFtHe0wPfKSwWc0i57wMC4nIZIUiB1VGsEGRplkWRMRwBq42lQGmtOSEUIQwsNBZpA6wxGiiMEYTWKLO6svZs98BhHnVYvVafzebVcsNq9GT36dVXGloaiokxkEBkjMo779oYAKDVlmKilLIWYEwQxsZaCKHvuIHrJIuJoX6uUJ5EXkFgn2dd5SUtAtBaDSzSxiCCjQGUEGCs0hJaIGJRKpVeefmVd954u91uKy41V7FMEMiDNqHRJywcm8+kAWhMjvgCEEIJBDAAPjddMITtyasGIQSs0cKcQG2BBQijE5OxBQBYbWxuxAHWWK2VVFobo7TWud01n99CGBOKAYDA5rTlE4RE3mLLNRIjpdI6V3lfSLYIYQgAQhhCSCEywL4wOVgLCCJGa4AgJVQDkClFGItS/umNG48eb5dKJdcPqFMSWkJICPM458gCLgTAgLoONqxcWIKoXauckoYLlfzsl8/0x7txOt7d2z7o7c/HtlDw681V1yecx7M4og5zPH8wGCkzC0qlemmjUq0USsHjnXuOFwymI8dzqrXqaNSbjuzKGRcycXf/4Kjktir1vYd3lxvd4uNHRNrVVvu8G2yurVerVWRMJrPFIvoJnR4ihAy2xhhEidTGcJ5bohFCnPM0Vi4r8EQKJUrlACJtjDIaWAgtgZVm+MXq1dSAWzce7c2HWW9c69bOvv3qcOMUMZULZz4Xz8Ho0JbDVS8sYcaiJMIIBoWC73lRnKRx6jikEDhaJqmMp4uDu7vvPz643lkPWqudZzt7WZY4jn/4ZK/m1Wgs/u7Xf66JMeJaGQhLy3NvDeJyKhbKGEIwIRgijR312WcfPn12b7mzXgwb7epGp11O4jkCgVIAAWYtjuL4v/zP/9PJdBxJBaE9t7XB4/l8dBTVisvLKxDYNImlyMIwQG6QJAlBiFE0nSy2H21bY7Is6XS7/aMjr9RoNZv1WnU2ncwmkyAIC2EAIEYYC66KheLx0WEcR6trK5ynhTAgFBotpdbAgLfffmPO00IhTHjKJX/NvhnHkZKSUkIwNTEQwtZYEGWSYOS43rkL57QRSgvXcyGg5VJjFu1CrI4GzwBcICKU4p7rgZxVQqhUGYTWcxxCECaQc8loyLn0/ZBnKkmlH5ZE5p85/UazcTbjBGGCMcTa7O/sJEnKKNZa//q//xunNrcswA7F/+Sf/M8/eO+9WtU/d/bs2vpqFE8pdYuhw7Npb2ektHn76kue726d3krTxKd0HEWkSDFBy536kjaYEITpmbWWNoYg1J/PMUaEIsqoCwPsOIILjCmhbH3j1Cx1lRbQqmsff8AoLBUKgUNYs0xQx3PdzJAoToEJjXKYV+2uvyFpyWLmEoRVXHDJtR/9sU4WASPK2gWXV9/+PAtL925fsxQPJgOIsJUm9IpnNjtntlaBVcx1kzjFAMXzBddqsojm87h/ND/uHSySKMtSbTVzA8fxS6VqpVqs1qqXXnl5qdVqt5q+X4QIJUl80Os97fVX221rYyN0mmXWEqElw5grY7UGAAGLlBKWWMYYwhACSzBM4vkiMgCd5LcwTEuluiPV8TiejAaiZ8+duVKtlEbZsD8Ylrrt+w8/mUf200/uZhzFQndX15eaK++8HQKARGw2zpxeO7++ezD2ipVf+/d+ebNWgzwZHB8oa6Ux2lgLoM3jkADggkslAECUUoiQBhGBdZGyIESp6hVCcv3Tx1FkNlZckYqwCDqNbqnQTSI5nw+yONl98IjppatfX0dCaMEda9PFocxGvf3t0HM4NLPFzHWx12yADCiNTCZL5UqqnYJig+NJpdaYR8ns4fZSp1UsVVmpmiQZpfzOnXsEsVdfe7vsVRuVJuCcApMCjY1FwDgeQUhxsUiPF0e9PWBV4NBSMQzCpVq3TKmHPT/hIdRgNuz5oWMZrdbXjvZH84Mj1zdKaWBcmeF29fTqWpmUo29/93tpKtvterHsVavl1dXO5qmVNNLjYZxGYm93LwzD0XA6ncQ8kQCQxThBKAMoMUJUa5uc913gAi11fzYe7y01q81aAUIJrLHGcAEZ9eIkwwRLyTEBMlpA4x7txWF1ydpEZujo2Qgo7YdBuVxO0iSNeSksJvO0Nx5uba24YTnWMbdSS1Qrd0eTOUZzii2EJG9YOiygLp0ODhEhhEIDtQAWEKA1tJAMJ7P1dktciOse/uzmncePn2iAIWb1xtJLr7xa9wKEtDEGYWSsRQg/vP9wZWW11+vl/katNCQQIG8+i5vN+vHRyHXdNOXWAsaIlEA8Jl945x250jY6MsoDgKXnLsRibm3QqNU/Gh8l3AghmROmSYYxIgS7DkvSFCGMMcKQIkwzYZI0CTwn8BkXM0DFw/3r2CFQSi+eH/SHURQzqhlDBAcaOb4XAoqGs0lw3K+Um0YTK0vdytunupczdXTz/vtOwSwtt9bJuuCGEt9d7sbJXOlImbmFQmgubAwdxw86lNSA9iFAmACluDTAWDaZRsl80Vo9hxCAFkAAKCIW2NWVZS3LgVsAhmZpZDl//dWLxmholRbKcynBiGepMcZiJKVmjGljhBTG6O999y8Jc5qtdnOpc/bCeSOzvf3enXsPPvzo4263+2znSbSYbaytNmuVIHArleI5v5S3eirlIjHGSmnmszmE1ig9my7CMPQCX6lYcIOx02xVx+Px9pMdx2GdpbYGwKGOtWA0GpZKpVa1zNPs4cOH6yur1Uo9jpMs42EYIkT6w6Hv+3Ecp2nsOG4Q+L4fZFnGGFtdXfF9f3dvx0MyiiYEO67rEiwpxb5HokQn0UxKawAl1M3tz0ZjhChCmKuMK8GYJhRByFaW15/tHgFEjYHFYmU0mlLH4YkaDIdKa855TprJ++aUYZvLohCdOP1POu3gJ8o1VK/X4zj2yv4LAMH/P/fgxF9goTHGWGOUdQijmCZJzJMs8Pyf/5mvfeXLX6aMTSYTlcqcmAcxMgBqaxGweWpYjpP4yY/Nv0uDF3NfEAGgntstgM3tvQZYCwFEEAFjETB5DZq7ZQEAGEFjFDhJHdP51yFkLUAAQYwIABChk+AIa/KBLvRiH38SGPbi4LyY4bDWwPz8fX4Ynm8sQBAqrRilFgCAMbKgXCp8fP3TH/zwR41Gc211g3MOLTEGMOYYY7J0WiyUtBQIY4issEYIjS3RQgNAXS8sF9vzaOo5TQvEeuf1weh4NLlz95NbpUoAsag2i4Wq31nplMtLw3F/vpiP5lmWovc+vPvWO1fu3NlxvAtcqHKxNBsmv/J3vnGw3y/VDCRwZw9NovkEiNf+na+MDka93WOHm0++82fs0pW15ZUsTRFEOQP2xY7nJ4oTuhhjjGmO66SUYoyV0g7zGLVZAjFxAbaDcRR6jkOxzxDzmQJaQ6NFDDL5uZWNK3KDXPnSrWcPPrj1aSLx1776i/duTQKy3Dm9rpS2EAnOoTGF0GcY8iSaDgcA4mqxlmTT0Xh/Fh8+3L+ByxyHaSRFlBYtMIRQRPxOqxbO+d//1b9HEq6FVW4xwvWE1jNYAtYYgh3qcy4Q0yzQi+ygN7q/P7q3138YBJWf++K/G4+OQj/MMuN7BS2VVsr3sQFmebnmBxWMkFxpv3R+azwez+ZzqLILW2uPto2DJCUoEcD1wtyqjqk7niW+784i7k7jTEEbR7MpbdXrt2/eFpyHQfjKq1cQQgggCCw0Op4vjgeDcrl059bttdXl1dUVp0wgBBiiKJ6GlYbFGlNY9MIrV64w5mqtfdeXQvePj/cPDoJCEEWpsYYSrDXk3EBIM566LszUBKDkr773Z4RKRIwf+FrDvBlBMTRGBwUSx5lURimUL/w8XwGgCMXzxdxzavGcXLnybqm4Ljly3UAIgRA4OuoJzn3PjcfRlSuvvv3mGzs7uxAQ7Qa/8mu/9rnPvz0c9UrlYDI4gNSJsnSpszQeDpk2rkOtLZSL4Wi0H4a+0tT13MViXi6XXdcbDAYhDRGQjOE0FRCgQtEVQnieY4w2RjPGBFdSqslscfv2H9KwcfrU5nQ6/va3v7m+vnJqY6PVqlFCRMaP+iNEl1walsqhNuDq2z91MOHaIDfwC57HjL/94PbjJ7tLtbLWAiEyzRR0S/NEZFLnZINe/7jgU4BpZ2UNICalBQomXFGEg2KRyLTWqBLsuG44m8611nEazebT6Ww+n0eT/t50Qm98Ov/wvR9Ei4gQ4vv+8vLKysrq2XPn1tfXa/V6afMUACCOYynlYrGYjsZJkiRJgjFGhBAkEERxmqIwNz5phABlFCBrrQHW1QZlIp1Hw9H4gMtFxsFoeASVjrN+ucmSeICg7+DyyxfPfvbZw+/+4K8NhK2lVre72uq0l2rr3/yjf4n+wl3bWs+ixe2PPrp67tyVi+cR0BbZ55wwDaAFwGgNIIRaW4xBbqglDGJkNOIaCurihEevvvLKzrNhHGeVQg1B9OjRw6UWmE7nq8vt8ShGxn/lpXeMxv8vVe/1JFme3fed83PXpa80ZbpM+542YzFrsSvsgiuIIAIQBICMUFCkgABfFFTov9CL9KAHKvSmCLlQSARFEgQXEIyAXexid3Z2ZnZcT9vqrurylf7an9fDre5dvlRUVEZk5s3MunnuOd/z+RBwjENMTbOdPJqmx2fHLAmsdZVTnfZAFZWqlFJaiPDR0924vXp6elrmuhG2CKMrK4O0WHYHK7JYBkEjnc8TEa6trOpSXbl9GYzx3jhnhQjBKk5YwIUDLxC0BWMUowQQpdSnx58/PaQSortvfEfw1p/+6R93O/6//uf/BTr4wd88V/FOf2QInc1OTufH872nTyr9cOXSjCxyoxFJeHo2f7r79Fvf/tprt69LWU2ni+fPDs7PppeCFkWynLhev/1897jd7uo0RYT5YpIVi0IvnaGU8k6rAXRFWe7PTwF716/veOOdtc7qLE05Z4Qyhh7RUwLZIr13583DkxcG2MHeUa8zpNS22t3xZJLl1dUrN+aTmSyzMIgacasqlelS54CLYJLOu82NQlaMUK/Re2CMlL4QQrBAOPDKKh4GjHPKqKfgwPo0n+iqG4RvXLv2zV/6kvWkqKrJbEkYu3L5mvXuZHxonKXInHeEEGTEgq35bkWR1mnBmqertd3ZuXJ8fFwj57SW1lq9pPsPT3auhkxYGrBsMVfVJHYVQSpPX1xZv/TRoylBXkcEOaeI3lpNKXUOpJSOgzeVJ4QEqKDaHG0+ePjsdLF7uthL1fyXv/pujnOjmKEWIoGMSyuCXkvbCoUKY1dMn2/01p0PgPGqLDxgqk73Tw9EWR1PTyN+lRBcXR014mBtZz0MqDEFeP306ZMg0HFzMOhvysoqrbVBj9BsNUiuKWOcCSHienHG+ouViVar5QGDIFbazafTIOKjQcc5r7UOAq61TdM0jhqMRVRQpRRlFrHOc4IxZnNjfb5MHz188P3vf09pU8zPpJSXtnbeevvt2Xyxvb1TlqUQojAkEIlxklpb22SFEMwaW5Zlv99fLBY8YIikqnRezBrNhpLWgS/VbLFY9leGcRKdjydRGERxKChLkmaz2crTUmsteLhYpIh0sVhGUXR2Pg7CKEkSwZlRVAN4Y7SxNRKICXZ0ctxsNo11zmVxhPN0EkJ8fLJvNDaaK2XlCONRwI0NvPdV6ShGABEhgXFOCAGIzitrlQdkQUCoF4JqoxyCR61NacEVZV5WqeCB85wx5r0BQGfrfB0gOsQLs209CX21+EQIDoeD8/PzBq2zU67ufb7kHti64COEOA++hgUAgPdaGePM+mDtS++8e/fOvVGjp5SWsoxo6KylSKx3po4OgKcv4wu1mNdaUwfFCMFanGNfAXQ9WgD9kqGAiNYYgkAJwkv0Afy8IL4IClNw4E0tj+CEWOcoQQ/kZeyAAIB3DpB4W9PK6EX96uHVBUC96lvvqte3vpIsvGT0vkwj1F1M78ED+IlbngAAIABJREFUIhrvkRBjzIMHj754+Nhav719mTKeF5IyxlmgjXbGIUKtWuWcCy6kqbyzHglo5wCNdUVeaeUQwkYQCc5KViRseH1958bGl9J8nsn5wenTfJETWHqqPAnWVrf+5nv/drlUjUayt79nrZ1OJhuXhlmaOS33nj3udvrL4wMWBivJyvbmzdPxfO/RkZzlHct6DH/j9/7hL63v1GZtKSujTZIkrwjwhFJAUFYhXqB56xWWqqqchfo/yjqildfOOO+NR2J9IZVxTltFBQ2At+Mwm6UtYGWp7o5eazduPD2Te0/0qH+n31zXhHlCrTHE+167SZE4Y8u8CMOQMaasWpTLs+zwxfizDx7/cHSty1qicvb9n92/fnlzFLdDzQY++Ma918hUA8QQ9sqgl2KnIm3nBOfKaIMOKCeEwO7e/fc/+qvnB58WaqkUdBx58PSDdJl2W73NtStBEFhHjLWUkGYjKMrUVlxbyzkHU456rY1RL8uLjdFrWxurAPhiku1+scu5iKJICMF4kBeS8ZCwSBmwns7n80AIj9BqtbMsa7aaAJZxSohx3llXJI1A7qdFmlPCEYS3REndSAJC/J/+2b8bbF359re/7TxRSnmtlbLeYZFr8NjprnqgZ+dH4E3Nu/3xjz+6efOWECwIrIFy9VLz/Z++B7QQkSCEWmcY55QSY4wFw8PAk4oHNOCRc8xorZ3WRjJBpC5b7Y5S3S9/6VeDsGNt4JF5T5zzhy8OiyzttNvpYrkxGP6nv/Ebz548jpKEMFHKcufa1Ss3rnuvta6Uyo0p82ValWV7ZSKLfDY5J2CWWek8KUsl4kB7DJKmMtbkRRRFCKCqKgiDOAiWReoNUEq5oItF1u12p9NpFDakLIf9AToYL/OnT79YzKe3bl2P47DbbdVnJ0JpHMc0JOhcUU6Usv/r//IvmsPN3JD+aHWw0m1y+O6f/Kvv/NqvemudNcss73fiZWVefP5QKv3k0cOA0/7q6sPHu0EYjieLlJNGEudlGcdNip4x9GAiQZeL5Xw8bTTbzWYUh7g6aANg/SIqxMViqZVaLhZG2zRNjw+eP/risx/93fe890jY+sZmo9EcjEYb6+vD4Wq329ta3+BBYK3zzqtsqWTFKKmqPAx4GAhjVCUrqRUAErSMmtIsPKt2rgw+/ngvz9xP3/9bzoPty4NUkZj3s8xtrN6+ffPWzau3f+e3fns6n5+Pz46Ojw4PD3/yxZPuqF9kxR//Xz9Ml4ud1bWToxf03m3vwFnvrLPWGmsIQcaIc67WtNYtD8YEQ6ONYmFksGSBd97qquh0OkeL408/ebB5efjG21+djCd5kT57Xl1a3Vm53N/Zvs1MBM4aWxHUs+lhmk+lrdYubcvzcyp5qaqiyAMeMcuM9kY770EIUWS6qMpeb4Uy1u0PCykJAWv0+elM8EYj6mytX4mDBIxhjBllvbGIwDkXglvrAL1H5FwwStBqY23UUiXpDodvjsvu+UG+xPC3/7Ovvv/o6WcfnixOosNs2oijRigiHPTi5jtfaohw7XT2ftAtWRh1eoPFYjlfnislf/SjH+VZ0Wh0lHKXr9wAoKenp96fzmfZjdvD5VwyEUVhGDdZGEWEeMqpNjKIyIujQ1Vp4n23nRycrfW6rVazNRqu3Xrryv6zo9l00e8PF4u0221fv73xbO/ZYKUzmS9Wel0Aw0Oxv79XSMlZnGVZGEbZcrl9aVPwoMyK0xeZc9DrrK6v7ahSOKAeBTAK3juCzBtrtcolEqKtMVJfUIwcIqKg5DCraob/Uo7DOFbGxK2m8/58ds4452GIWiOj3lhjLWdsuVyuro8O9l8gImFUKoMIFvzZZHzr5msHR6eIoJ2yoHiExjeeL/Znz6dZ9oyhB9C9XrS3t7s2ukG8b/W2vPeA3hhNCNFa2UzFcRTFUVVqrUFKjQwZYx68tu749HS4vmrj863Xb0k/CdtnVXmy//SQUdYjLeKxyBW4SElz7erOfHbW51eS0GaVtt5Yz0rpk9YoTIJLVzvNYXJ8nrVascQXp8eTnz0oraK95qVG1GY0vnTpsi34pY1bgCJOkmVunfciCgltBiFvdzqC2tPz8WitQShqKwFgPJltbQzyMgtFlLTanDlrKikV5WI2m92798Z0sgBAqcxisQDAMAmLPEeoNYJQFHkzicjqcHtzw3nIp8eEUuPAGd1pt1f6o0rKLC8B0DpXGcWYq6SMoggJYUEUbO9sLmZzzlkoQsaY1rYRhqurq/cffIGEDFdHrUanLHNvkBLWbrSTJN7f3+uvrJydjBfzgnO+vX0lnS/yrBI8Mto3knar05wt5uUy55QqVXmPQRBO5pOVlT7nYrFYpEVOGeusxHlWNnxgnOkPEuPIYjEhjG9u7hwdnnjLmq3QuIIAGKWNU0ACa8E6SygwzhwobXIRUMq8BW9MwTgU1TwMG8TaZTod9dZBAee8korSel/qou1KKX1p1XWEUPKyYYqInU7n8PCw1ti84sj8vG57KTJ4tTFQbzt666pc/vYf/u7VrctWOQTinbfaUMYJoDLavSLgXtBu3ctZNnpfb/uaVy1S6x1CLQZ7qagFJHVSFsADeo/gPblgykLNEyCE1J1/8EABPFiEOnbsPaPEUeMcEuosINZhg58juuqjc7ZOF7u6M621rslKL2Fedcv4P2gnv+xk2wvjLufA2P6Lgz/6o/+n2+mtDEaCB1JqxnjAWX2fDoESiuCtc4QQTqmzFhE55zwChqiURqRFLsuystYKEFVZxHFMYxpCi7W7K20pdbG1eVu6xbIYP9j9qNUNe63el9/60vOD5/1BdzBoxZH2znz4wQeM0eFwdTjs7j59kqVlGMZr65unz2dPH+3JrNruDL7x+p2v3bpB8qzGXtaN6LpIrTmUzjkLnlIKQC7cdd5rrReLBSUX7CdrLaWGMGa1U0rnhcMoZoyjp06hrRwL0EIpoqAodNJbf3Zq3vvZkehe29i+MxhsFGmRZhmCb0VxuxE7a8GTrCiLSjebDUJxns/GxfTzvc+CVvHFi/3Pz56+8da95Wwx7LSXEwW2+ubmjf/ojV/iqXMFrUi3FGsTbBYQUQyYqajgFJhVLoqFdeXhwf6L/d3xbNLoJCJkvd7gw4/fK/Py0vp2v7uqjeE0Qk8ZI2WVEQQCTnDmnKXoGPWyzALKZJlvjAZnZ2ePH96fjpecc1npMAy3t7eVUpyLxWyeLtIa5zmdzay1Dr00pUhWjM+iICmrjFI0Gjr92FM1np1VWn7+4GGr1Y6iMM3LlZWm9baq1HKZ1Vd9jaThPZaltNZwFiotlVQESZYtm82md2J//8W9u28jcYWcIcs/+Pj7hRx74pCCdVawsKrKOI6cd977gPog4ATBKOOc5wH3VJTlIqKxcUxJduvWuwBdo4TWrtttAPjdp/tGVe1GW1ey1Wj8s9//J8Ne8+HTB2G8tjLq5aXnnGlNCEmOj49bnVG2zOJOR8TyyrU3OKPodJmnZZ4u5rNnz55O5xPPqAFggajyIkkaVVkoqSupOeNxo5EVOeVcSYOOGKlUWbUbLSdYkS6SKAibYaPRILBBKZFSFkVhVJUvdbfbneV5r6OsqgCtMuXOTutsflim5UfP32vG4f7uw4DiaPifG+OA0gEJcqlPp0vv/Pn47N/+638FumoOVppxtD7oPXz40MkqiiJpdKfbunPzqo9YFIpKViIIGs220W6ZLaNQWKMYoWA0Ax/EjXZj5KwFv260TaL4+Ox0NpsZZ4uiyCs1nZ2enR89efogTTPwVFnTafd2di5fvnxla2v71tXbG+tXRUARXVUVRVEkrWAohLXOaKvMcpEen55Oi2LS6ohud6VIT9I0jeLWIi9JkEzOnzkTDvs747OTUPSK3FBwVy6t3b1xudFoIESprD558Pk7r98ihICxN3YuU+eLXHn0ztbYcqCUEoI1w6v2MiplENEZpAxGq5290/2/ff/7t95af/DkiSxZtpRbG+vt7vDF/snq+srDJ/eH3dFibG9uDQjExnpKzJNn99du7zSEePR3jyzD50cHjZV+pDJtK2fdeDZVuaVEvP7mG3uHU86DJEF0dLlMe4P+bJERhmFAAy4Qw69/7VcP9qc7l29obalDbT1BSnjN9qXeOWsteKSEMs4pIZRTwVlqPaG9D5/sv/W1L3uL17/8H/+3/+O/jIXfWbv++tt3n37/322O3j56nhKtznAs00//8A++c/feG7N0by07u//4/TyX6bQMSFAufBj2/vy7Hy7T6utfe3swGM3GMkka5+eztdWm9waAVlU6WgtESE5Pj5/vlmUJgz5fX9uwBpUswqYmYfbZ409a7eR42n123F7prj0/23+4b7wn8/n8O9/5zpvDnR/84IedXmeeVUEYlWXJOLaCJqPhaLT24tkLVqcHrUNEkkKW5uut8GzvTIiVgiyDgDARAgHvfcg9Y6woC0EFYwwsOuPAAkEkHnIKJBJFXjjnwjC0WcoYQ0qEEKHXwglZVtZaSimjlBFKiJtOp5RSykQgRCU1IYRSQmhU5OX5+WQwGBwdHRLqrdelXEKjra1iMT1eqPHZQbsRHmmqCBw8f3r84n43mWyvfwWASm0ppVIqQbi1RmvtvQPwCJQRcM4Yaxjhs+niysq6m7q//cFf9taZJmUQhMprK1WCetDvnC9fzKeL0WDkIzE5fHi1MTC2st4Z1CJKrAFE4pw6PTlxnndbEZKi149brQbB0d7uspOsU4y90Q8f748P8msb3w6p8+ARIYwj5rxSQDlBgnHSfPKzTzc2r1ZlXlT29//gv3z25D5F7ZzNsso5mjR4KSV4Igj3IPvDtc3tq2WlpFST8SzLMmUKpa0si7JYRFHICDFKNaJAaYUAIuCdXr+S2gPRzt2+fZvx4Oj4ZG//xXQyGawM8vSsDn5455h3djo9R8BGI/bWOW8IgTSbn316GkaRCAJv7HQ6RcA4CokjTrvlNG3GTQZMWbW2tlGW5f7+YbvR5DyUstLGyTQ7n03b7VYQhEWWJkljc2s7y/MgivK8sNZwwY2xcZJkhSKMAzPEewBitI6aAQE2S89IYJJQSD0OInBOiTA0pjKGURp6TYyliNSBdp5EcZLnORLiwSGli2UWRU1EXKSLtf4G51QIUVZZXfYBQE2n8t47byhltdahJrTUZVwUhc4bxlgdFXjlg/3FMu7iJwJQUtekUqmrV6/uP9v74Ecf9Dv9S2urg8Gw3W4ba5xzlBB8WQF76713+NJJxhhDhFcp2Is7R/QAiMR5Ry4gY1gvitX6B2sMvrIeAHjn66rcO4eA/FWBDojEo/N1hNjbi6WyOijg68BAjfvy9YKOdd5ZpeujrgvlV7L1unSrT+7eO+cubkVKrAHGmbX2yfPdjz77bDab71y9LETImJBKE8G0NojOeeCU1jgLgoBIpJTAGHgvRGDAaV1opxCJ4GGc8DCi4KHIChGiUakHqCBkIhQ0YiIJfdvRQSdZW+vtzNJzV8pbm8HNyzems3PtikFnVMosDltS6UrK4/NjR03n6naxyB48edpk0Wz/jJTR17505xv33mbZrJ3EGTKtFKVUvsxL1odsvKvLXCmlEOIVSK6RtOoQbQ0eAis9eOIhFgEiBWdkKdEYIcIkbhpSAhXzgtrO4LP9/ONH573128ONa5QnWVlK6zilrUYSca6kpITP05TwgIQxCJFly5Pz/T/5y/+DBrlI5dfeuXU8nh49PAGF9LwaaPhP/t43v712xWXSAoN2o3JxShgN4kBjSCriM5k1BBXWoSvdspidnb5wTlpTEYhm04ngoSBehEGr3f67H7/37hvs6uXbCL6qJEEuOILHC/RdLY4mNAgCICRNl7u7u+jMqNfK84KHROsCnGPee21bSdBKIgCvnDVGL9J5b9ByJD+f7UVtSXSj1EtTVs1GZ5me0VB3BsnJ2flobRN5KK1X1rY8DeL20YvTP//Tv/z2r347iqOPPvhoZ2fHOuc8kASco1yw5WJBSb3LqAVnxiiKJorpTz96H7DoDxJjrLWOUDRGBVFAOWFBJARXSlaVJChESI3xHiWgSVpNgjEjrdH6zW5rR5mQMy6Ez7LZ4eGht4ZR6owts/I3fufvb2/2T06PFrPTlWFLCOoJKA1EoHdufWvNaR8GCSWolfXOFkVJiTCsGXbbcW9zZfPW+PxASZllKSUIRi+XCyoKHlZlUWRlWeqKUm4JK7MiCIOyNHGcTCbjXq/nuSuLIhKRkYX3LgxCWeYUQfAgEgF602s3TSkRfJWXrUZiANf73e2N9aIonNXv3rrMOW2EUWUsFfGy0nmZoYcoCh59/unm+oARoCFHZ5OA3Xj9bsRFWZZIyWwxoRQ4wTxLCeWNZpKmheBh1GjJMq9HpXESV0VpjaqU8s4JLlSlvFUrnVYzibgQUilCSVmVxtqyqCqp0iyvSpnn5dHekydffAKIBKN2px3F0Wg06vdX+v3B2urGoDfodnqCiUbSjZKo29k6On6Upk8Fm2p1dGnj0mJZFjnkZc4xXem1SylD4ewFU5zkWV7k6fj8jNOQcH5ja5OGARJKkWTzZZEtHXjw4LwlFJhnAM4Yf5EZqzcQkDDGItGWSoo4yGQaNqO8yje31o1isrJnJ6d/8t3vxo3k+vW127dvoeHFXKwOt6wBIchnn/3sz/7sX7fYt3rr4VznFagWbedlBc6bUsc85knkQ16Uan/v+PB0oTRhLAIgIkyWWWHBe+1FGJ+OszhcffT42Grxo598gs4Oe51LayNKGEUCBAjlTisAiMIQeeA8IPiQB96ZTuu106PFjZt3Pr3/OQZDQqJvfOMfm6oq0+P/6X/+FxttUfWORoPhfAaMDLcvf+ujz4/feX3EfXerO1x992pajpHbNJuenh89evzol3/pG+Px+Pmj45/88MMwEiwUnXYzicObX3+zKNKqSkXAkcBrt9eX6dIYcXqyoIQMBmuNRqS1HI1W3nz3WiVza9V8NjFiceXOaprmRVFdu3fz6eFHeZ5vXu9TCJLupfff+zjLFCEsCMKqqqbTcVUViF4p2eo0+v0eLopmlASEckEZRyEogPLGOO+cN1NDGGOUsELmTDFOOQHkhFMg3oOzWi8zITiCs6ZkjMkqRUQjqSwoeE9o8goeyilBBEbo3vODMAyk1M55QDTGIwFCyfHxMecBIdTYArAKY7BiHAvIs5SROI6HlVKn0xmhNODNtctXRs0bgedGQ8yF1kYIYa0qChMCCh4iGnDOaEs5cKTEU07Ds8P52uDK/Sftpw8ePHx23ltprG0MNrdGSkXPnk1brdVBb5MS8vTxgVEiGK4rmwDhxs+J1wh+Mj5Xedbu8EqRRtB1WKL0/eZAG3HvtRsvntlZqqTMjo6PYhiu9DYn52kcN61HbZwy2mhdB9yRsCePnvzKr/xaGHJl8d6923duXdUys1ou5svlsqiqQlbZycmJdhg2uv/mj/+k0Wqtr2+s9AfDS2s3Ou1Pf/bR+fkkCKN2u+20pATT5TJzJggCEQSbV25OZ3MRB0VReQ9Pd3fX1tb7vc7lrU1VyYcPHxTF2CpdF4GshqjXzUpTu56siqIgDAMuBBBczubZYtntdq2x6Ww56K5wQSeTIgnJ2mj9bDbf33sRRZHRLgy40RUTQRiFlSxLqSXYbnelLMunu7utVosQDKOgrKQ1rt8fEELOxhNE7A16deI2LaqiKglhWhvnvKxmhPDBYOCsaXXiMtfLrJyNJ0HQI5BIVcZx6D3GYbK3fzgYDgllAW8eHB22G0NrcbnICAEkQChYa+tNpjpIgOi9tzXB6qVH119IBxC4CDjntYaOXuC64BcZLi9ztNSDo5TWVCzO+fHxcfvrnUbU8sb/4IOfWGNXR6O7d+5srK0zJM4YrbRgFCmWVamUrjlZUl4IxF8RZF82i+uOLrkgbF0Uu845X/d5X6ZXPRAC6N1FItf9nN5Vl7QEETxFYAieeCRAPACA9QDeATgAiujReee8M6buPv6iZ+FiQ+5lO7bRiIuiqDOQ1nsRMGW0iIOzyflf/dVfnownqxuX1i6tZ2lOODPaO+etcwAEgQKA9wQRkRFE0FZP5rN+q80Z8/XjW9DSCk7BmzoGzRlLGmEtiVgsZtIa8IRSHgRhyCLGKCGeoOmGCynLWX5Y6skg7C7y80Ithu3VJBhqX/KYeNS9QX/hVTtp9TlJ98dfv33ln/2jfyoMoK7a3TYa6SrDOSeAYRiCvWjDW+e893VCKCZY48ysqRV39hfT1bZCKihB6i+cd9aa3DMfxonnoKQ1ls1N671PTp+fune/+ush5wEjSuqq1AhCcGZk5dAjYFaUyENLaNyMsuU4TcdffPq3w0bRHyZSmTDuDUjzh1/82BT4lW+9/Y9/6x9srnZbMysJwQarqI6psdUCvbcOuNfOpQQTRprKMmvgow9/cHDwqJIza9TZ8TkAW45nDMlXvvS1/efHk6Ps2u/c9IY45ykJnZcEqbGWUwqUsFrIDCiVAUKTRuOrX//aV2m4yMuzs7Pz8/Hx6Um6zLXWWmsptZSV914p32hGh4fPV0bN4XoCSEFkD3a/QNTWVBvrO84GDrPTyQuDSntrvFMGCaF5aSyIkBMKnHqKDh4/eBAwNplPzs7P79y5A4Qa5RhjHKk1hjHHOSmqWSsIHj36+Px0r7USOluIgDtHjDaUMkqJ954S4pzVWoaBCMMoL0pCCDL0FvLcoic3rtxdW72XZShCqnRBKX1x8LQqVUB5GMXZfPn63bvf/ta30tnz8fkLrTOjM0BVnzbruDtBoAI5BaWhoug8G653zscqYW1jPQASrbfb7eVy2SqyKIwCTuMwdEZrKefz2fj8bDGZyCxfLGcOMC8MeE0oiDDx3lNG40ayzDPGGCXUW8cInUwmrWar1WxmWdrtdefTMgpiFJx4jloTBKtlU0SVwQZPKKWqzNc3L1sUy8PTeuq1v/vo6MVuEnECAOgZw6tb6+0kiYIQoKe1vnF9J1uOy2LZbrelBWlcGLe8w7wsCGGBoAGnspJAuFKVoIwFASWkmTSMMUVRlFWZZcvhcAjEo1eIbLXfUdIkScNaW5ZSKTWfLY0xeydHeTmfnRyejV8ss3w2WzbjJqe8Fbe2NjcvX730+r132p2taze+ieT64ydM63lV5h998tm9t7+kDfRX+2VlFmlGIKWdjvcEvWdMIAFrtZIl9xbA51mmjKkv17UxhBBrnbdOWwvgKa1liuTlEIwSQijhxAdcYKWrypbvfvUry+KFsdXx0TlSduP2zsnJYmVl5GGZJGE+N9ev3bl8+QY6v8gnxmcnk73Pnn/RqcKKgGh0MmnUIg8pBCRohW1L2WScp3npgDMeK22XizyJ2wyxUsozkEqVknofD4Zry8wLHiynWRQKdTaeLPNOqzUcdCg4b13ECAAaZ71SgQjjJAJrvSNJGK+2u0dH5fJsfJ49bjeHU2wkUdxqAIL68//tL/4i+f7w0rU7b3yFC/HTn97/0lut1ZGNcdlr9IwNE36lyrMO72++9vo7r/29eTpzqP+/v/6Lh48+5QEt/PyN128v05PJeG99Y7XVupwuq6LUrVb/8lZD6fKdd+Dzzz+ztjw4PphMJ0V1eXV1tdVqVEoXld374rMrV65FcXxlc/v4+Kjy2fU7l7Wys8lyvJi+/e7dIjVS6YODcymNsVIb1Wu3pCrOxmdb2+sy1EncMKzQCrqdTsydUYWW0mlFwAk6UFVBKQ2ZcM4oKQmhyhHrPQAJOaLTxhoAoJwrKbkI6necYA0cQgB02lZ5CeiEEBSJ1lpK6b2nlAWB8N4CWgSmtXeWAIKUBbDlMjtdHXqdlfl8gpS2Rf/w/DgOVoMgDqKeNRGnCbGMUu+AMMYAvHOUEDDGEDSMMVlKAh4IQSQUuTe0qKqNrY03b33zZL7+5tsoQuABHB3voWXog/ufPlGybDfaw/7G5LRQmyvKxw6J99QYG7MANe9GW9VkrFVw+OKUBlZjrqzpDy/vbN/NZssk3gxZuf7Wax3RO9o/D+MOEo+UyspIY4yunDXeOwaoSlVV0juTJAmhVETC28BZ0271lDbWeEKo1EpqeXx8rN1n48n4wz/97vHxcX803Nramp5OTo8Pb1y//uV33zlfLBgFQrC/MpRSVlU12NguDCilDShP/N7e3hef3wfvqzx/5523Pnj//VJXo9GorqCYMTrL8igMwzDKlK6qsr7UkFJ2gi7ngnHaW+lxxhihSZKEYTSfzcMgBk/vf/5w58a19fX1xWzZaLRarfaLg5O8yNc2Vkslszztr3TH04XgnInAI3qEIAzqZfrFYg6AK4NV772z/vx8xgWnjAPIsizb7a73vtlAQlCqRSVLGkgHtNJl2IwDLovchEFkpCNUtJvxdHq+uraqtGKUWeWM8VGUVFXJOBINQnDyalSOF+MkREByQequYwPGGMZYLVwQgi0WCyHEqyblqwn7qxk9AnHgvbd1DAEQF/N5VmQBDZ3zr927a7UpiuKnH3344UcfDfv9m1eudtsdSom3jlIiuKh7xnWt9oterlcUxro89d7XQ/mf69PqQAL6V+UU1sUugEcHBKxzlNELqa33gI4g0Au6l/WmtiLUqQZwYGtITb0LdfHiYD1Gp947zhmlBBEpJYSQqqoQkVAKBBC9I6Cd+eSTz372yceU0fXtS8b7XGbASGWk90AJQ6QIxHvjPYQkMM6ZysRBwBhZLhftOHbWWuWIYJQIoBSBOIsIHjzVxjPKAChlNI7bnqOzTiujjDTGcMIpIYwx5juENsJ2L6tSZVLmjpgfyzSjvlmpaTqfhQnLZ1kUFdvrmzYwa3fvvHHlNl9OAxQB52UpvVXGOACgSJxznNDa7U4ZY4RbZ6uqAgAppdYaPCHkovR/aaBAQlrgGSKjCBQ1pS5qtbgILIVFkWcZmRf0w8e7Ktm4+/brlLcRmEwLb3wcIAucF020BrzTWkltPEcuaFmzziYrAAAgAElEQVTMisXx0dNPv/329r2bryF1ZZ7lpVIS/qtf/01q7NaoF6CkWhEWc640SusyAUWbxk7PKAsro01gGRyUVSDYEMLGcMjUgzkVLBBNWaDgjWxSDdeSB188Wi7yN+68++zZE8Gaq6NNaxznsTGV9Zb4egbgvXeEECaoc94Yp5REqgOCOxvDq1trSr2mtNLaeI+L+fz5/v58Np9VNs0WJGDOLpfZKbKKah9GriwL49TB0W4jXlkZNKz2GxuDbJnPZpMkjonHopRRlEyP9iLBwBriaLfZ4AR6zeaL/ecE/WRyKiu7vrZpnb1wphAVBm5v/7NPPv1xrx+oMiPEeasZY4EQSJAy5pwhBKqqAADG40pK6zRSZg2xVsRh79LGG73u9SwFzkPwhlHc339qtWwkEQU+O5/cvH79D37/n5T58ux4z5rSyNxoySnRznNKXo5cLCMkCpj3OgjROq8NJA2gAqvKASIaQkzQC4fermilwPvKGGMAKGv0R53Rute6prAaq5eLxXRyUsk8W86LMtOyQgQLXFeWEiiqglPe7g68cxYI52GWFeggywtKKePowKNzcRIbbVpJXFVyMV+w5mjr6q2j8fzJkyf9QV+V+Q+//9fgjOAJgLemHPRXBv2eqcoyX1jrrfMetJbSSC2lChqdMGo1m70sr5wzZZlaLaXSlTRJmEQCnbacizIvqlJ676MoanU6WZZVUjOKrUYryzJnvTV6Np3EcWxUJSgdrLQJwd56rJRhQbzISmvIYpEu5gtZlKoonj//9PHjn/zL//uPNrbf/u//h/+u0RLzbHY232NEbl4OiJisrY+WZ0UoOlWld16/yknTGnTGeXDO2bIsGGXOgdYGAQUX3oN1nnJujNbSel83OIBzVi8V1OdqzjlByjlHhyxgWTk/nhydqvNL221X6rt3X9PGjqezy1e3j4/OLl1q9zrtkzKNRSNO4vOTyY9+9FfWLVsr8Qf3f9Y6j0nsV3qj2WRJgYz63ZiT86PJYpZN59Xh8Xxr50oUCaXzqizS5fmljQ3viNbWOpQlbm1d5kGXYKi1Ry6I4ItsucjkIpMnZycr3fbW6iDotuI48h6B0CAICSHeWsb5bPxw1H0DAM+ODz++/70npdZluL5+dbjauXezv/qbX947mM8ni08/+bukLVa67v4XL3R29Ma1jbE4andWqJBJEgguqoVFylti3Tjzu//gD+Wv5YvFrCSH09np+SS8//mHs/PHzWb36GhqDJPysXNkbSt585e2r167ZKy6dnPr7HTy5OmLD/79/UbSuHXrRhi0kaSPn7wYra7OlxWA5WF8dHyap0UStwGQUVLmi05vaPSBdTqbzXq9ntEyCIM8L97/6U98VBIg7XZ32Bu1sXVptb/S6AQAMl94o2QaOueLspSqKJT2hHjCKmuldYQxcMIBQyDOeecZE1FRVjW5khBEREpSSimjjAsEz5yxDmyNXbfWEuuM0R60c4YxAV4Y7ZBYyoAG3ufF08cPkNCk0dbSB0HQ7a6enI6rCkRhu50WeF7XQtY7REIJs8S8tHtQaz0X3IMDD+hrKScSJs6Plpuje+NxQchBv9N4+vzz0bAdxWFR4LVrV4ssFTRCFzJo0ihyVAEyTgPQxmuy0tz52pv/SJncukSrg/H0+HR6lJaFzTomG6Di7d7mYnma8CgW7R//6L1v/sp3AJ13nvNwPD0zJtdKKlUVWdntdOeTaSAYgFNSI+POaATHBBdhgCiMhdBZ52y7071566bScj6fzhbT8Xj8Yv8F83x7a0vLqihLynkY8HQ5twCeoENgTNy+fe/g4DAKk6qq0uUyCIJms7G3XPzkvffKPK+cXi6Xa2trzloWBFG71aWE7O7uthrNQMR1xplSGoXRdD5rd7ppml67flVrc3x2enh8zBi32hAqWp3eeHxev90AeHR4yllAqc5zuczT1fXR2ekxeAgjwRhtO1/kmXNGa51EjSAIEImuVLPZnC6m3vmyKEbDwdpobTweB0EkpaQUla4oC0RAJ5Nzaz1SISLu7ITHAaWV94G2GMbC2KnSY+9hvpwSWh2dPFnpDWzVkrIAsJRe2LwA65mSRUQPjlHqnAMEQsDVLCwC3jutpRBiMhuvra1dLP57790rDRcAuvqr3YEjBBHBI3gwnkBW5rwZUE4XWZYkSbvb6XbbFMliNv/un/9Zt9N+/c7dtbW1IAqct9oYIYR1GtAh8XUL81VF+/OgKoD7hXqaEFJHYOv6tvaVeO8JubCKove178FhvRWAhKADTz06Z633FF9yCoB4gsR76zxBQI+O1S8DrR+oDozWv9R/qZ8bD4TSGhEAyd7esx/8+O8W6XLr8nZZVaWRnHNtlXeISNCj85ZceHHRe19VlnBGKdYg/LIsnXXG6kJJZJSzgCILQ04oAWuNdZSSZrtXY9iDuKVNFsUxSai36Jyv8kprXUlJALXWgWgEJOKiFfQ6ncYyqzLjqnl29vzFF892d3u9xnzyrL0Z/v2vf/lSu8OkEoBhwB2g9ySXWlkbcMEFV7Vyul7FcxYcKHMRKa43CQi54MBbazkXAA4AgFEHCOAJkjAQQcQbrSgtdQVRgezJSf6zT06uv3mvMViLOyvOcpOD92EUh40WapNViEhIvkzLsvQsaMaRMoUtx9PDz2ix95WbX9bF85AHoTHr7TYLImtcM4lsWTBKqlkOzGkpHdMeDboF9wwMY7wB2kStJvIxdU2Nyfk8//zhx9LKZZE5DFrtlX5rlKXF3Tcv/fAHP+g0e81W0GiJlW6/SJdhGGujjTGE0jpv4MHWHwYppXOeBwKRGKMQPEFBCQjikAEFpJS2ksHVK5e898YHi2z6ZO+zveOHyywX3C+Wk1arqcrKOSDMnR4dCtGh2B72V5pxS3ByfnrU7XQYi3rt9jxiRhXgZBw0dJWni2mj0YyDMOSCUVH5EgklwOpipdWOnr/47Pn+/UaTeq8JgmChx5pkgojIGEESALg4jhFRK0soQ0RASiAEG2/vfGmleyXPfBI3vHPo8cnurrWSU6pLZbxFgH/4e7/rnJ5OTvIsdd7JqrLGUqDW1+4/8N4Q4mWVPXx6uLm9RQmPQ+GQaleLsy1jVClXAQ0CAp6UJWGMZlkuInExsfFEVaWSpXTWInTW1vuXNimFMGBGq+n0PMuy2XiyWCzm01mWpvO0aLfbccjH0zljlKD3RhFGWUAzlRHwgWBKpwjEWOcpZKq4fPlKnlVPd/ekUlabZ0+fTM/P+oMe4cI671W1tbVdlhUHGwZcKh0GYVEUBLHb7S+LnHAVhRAEQRg1six78vTxaNgDJACUcO6s5mGQpuloNJqOZ1prLsI8L8pKRnHskCwKHTe6VisWJNxbpQ0hxIEnALKSNPYIvt/rI2aNVo8QShGrbF4VyypPs8V4d3/xq7/+nbgdGLKcZ/l4OlsdRCsrzTAwe3ufYnmp24lHK8nZ6SnBtN3sx3GMSLz3jWZba2WNMVorqZTSFsE6q7VxztYjO0rJS9GMeXXqI4QwyoUQ5TJvrySHi9OoFSYrA0DnLPz4Rz/W1vSHq9vb/bffuZvOT41U/d7qvXtvLpbzs+ne88P7WXYetoQuq/2Dg/aoY/eOyqUcdVceP9ilXue5loqdnRW7z2el3rPAp+MlZwFB6z1lTHhwWtsk6YeiVeb1R0gKQSslkZK40fIWFSgDVANRDpjxnLMwDCmh9eGAd41W8lu/+RZwUP6NVP7e3/z1T//P//3Pf/CjH2q1QcPBu9/+5fYX55QNDg5333//36jCxEga9s4g7K+uB7ODp5TQTrfd7rQRSRAmBEkct7XzVtOV5krcu2U3pDaTr77xGw8effazjz+OaHA4Pn785HmvHzls7O5+ev21y1eub4aRWN9YIyzq9dZ/+L0ff37/4eXLO2/dfefg6HByPu102o1OwiwGIU8X+e6TZ42kM5vMkjgq0mw+X3DWVFLyXpTnufc+DJlxaJB2Ou1plh2Pzz/89OPA0cvrl965e+vK5lozCa73R0IEDFcoZaU0RaGKQqVFuciyopKZsZrEZVVY44zJGQ8J0DqUh/WXqy2VcgrAe89YAIQ65wjlzjqtNecASAj1dSem5sEjAaTekcqTcqmKsrI77YGy2jvNkiBoJI14wFkvjla0QgCLyLwD5ywhyBgjhDAecC4AjMUaBI8AxHnjneOcZctqsLa6vnL3z977f3eujprdxvh0nJVHn336YDBcWRsNVwfd/b1zdI2oEZV6gj6MBCOAnIKqdNIchjGfzWQSNOO1G1cuExYGlSFlifv0E5CGGNUSzYix5XwpBCPgKKLRUOTKqDxLl0WDV/P061/++mI2RyKc04IxuGCMeq0UoBMCGAucQyQ8YaEQHMAN+71Klk4b82VjLFumy+V8Mh2fnZ5Y7w0TQV4UnHMk9OTFwe27d+6+dpMxYYyZTCZFUUzGZ1IqBE8I6XYataYFAOg//2/+6aeP/rKWoQz6Q+e8MSZpNJQyWV4kSfNscoIEeRB8fv++R9Lu9ryHtCitBw/YaieBEFEQKaWrUhrnpdKdXq/eDEUkSplKSoKIBKMoBO/jKArDCAAYpUj8fD4r83x9bWS1UlISAEYIZ0xLCeiNNUIE3hPvMI6bSCgQI83Sk5yKshnTIDJAZSWn8+zkdPx8OjtiQi+WZ4v0VOby8tb1JImlUsvl0oMnBAEcINaJ03qyX7MFXvY9616st9Y+e3E4Go3qOOmrKG3drL3YwQLqwSN6IADgCFJj7GgwWllZMcYwShHAKGW0NsZwTludlifw7MXeo93H5+NzAiCE+A/G+uhf+cx+jkF9KfF6leX1zqO/KFXh5zIbQiiSuonKGCGA9UIYAKPEOYsAFydrAHJxoBe0hpfyCF+vnhHwnrBXBFZKaW1Xf2WDrCv6IBTPnj//q+/9zRePH4g4bHZblZaeeusdUlL7eo01geDWGe+t9xbAgXdIqPPGOuOsZYhFng37wygIKWdICHoHaJUsKll4bzmnnDOllVLKgQMA4ggBWj8RQtCBpZxoq4CCsto6Y6w0vvLeAlCOca99adTb3Nm4eWX95qiz0wu3VnvXVtrruvKI1ABIo4NQIIEgFEnSvPgaM4a+3JlDSpDgK+88QVb3bF7KD219aUEpxUB5YoKQJ80ojARjLCv/f67eJMay9DzT+75/OvM5d445IiMjx5qyqlhVLA5FkWJTEqSGYBtSA+02bLT3NmDAXthowAtveufunXeG0IYNt5pqy5RaUIukZrPIYs1TzpkxT3c8957pH724mdW0d3GBCMSN4Rx85/vf93l0qcOjS/v5/dlZEV29887q6tXYbzvpisWC+s5LBQmoRQroVcrWZalkIzgnjGqr5rPz/OwhzvffeXkz9WqfOtuYOEiIBakqqQtlZKOMVqSWREKlwBqNRhOnSFMbKWXdlFo32jSyiiisELIlMTu8HH7w5YelKXu9blUuppPTN9968fjkSKnm5RdvX9nZvnPnjpKKMmatceiQAlnK/LQiiJQQSnB5uLHsE9LlXtpZrZc9BqAEHThjtLVGyoaB9QVcDveVnpXl2NqaEPC9QFa2qXSWdIjDutB1ZQORcuLVRSmbmqIlYAQjL93afenFG77HKTolZZEvppPZeDwhRMhG100jvJBQYbT1PT4vLh8+/si6eRAQgs4YzVlAkSLCEkpNKCBaQonneYiIwJWSlFGlgLP29ubXsvgq2JTxAKk2Wh7vn2gpOWNLxSBx5L/8p//0xvW92fT85OSpj2oynTVKb25dWVvfdo4QJAyRoAs9+unHn/yzf/Y/Hu4fffThh19+cXcyHOXj6WKah5yh0h6lhFMCDtFRREIgiAT3GDK0AMgIcsJCwcMgyloiiByl2hHtqEGOPIjSzmB1c3Nnb2t778rVm1s7e1mrw4WPjDMupNacQ6MNMkYYcwSUUVqpsqo1kLJRb33jnVsvvDaazr988FgZmybxX//VjykCZQy5p4Bkob+xthZ4XNYVEjBLTgxhTS39IOKcW6MfPX7ywfsfHx4dP3j48JNPPhmPLzutduD7jFBjNQIJw2g6mVLGoiiWUiPSMI6jKC5qY4hQFoUfMeFri9o6QpkQgnLuBwEloe9le1df7vevxHEvDtvz+bxczAPBAo+00uTK7s3f/o/+UW3AEL3IZ9PhfD5U48taa286bnyadLIeBW82LbK0rbVWUpdlWZRN3ShlNSARXAR+EEYJEqKftSuMc1Y2DSAsbwVKyeUFTggjZEm/B2cbL4az/OBk9HiUnxJ0KyuDRZ57YRjFaZKkUcClLC7PRx7NKMT3791/+OizRXk+nJwKX6ChwMBYGF5MApEWk3kU+n7gzRa1pUEQ9aqqOTufjacL56iRFh0SQqu6Rkpneb66el1JBOPJ2nHOCBpETQiCI5R4hFGjTRR6/W47CgJGKKNi+cdK42hne4t3OicX+enljFAaCHH7xpXf/offv/f45ONPH9Quqt3VMNtKs/b6WvDGq+sbXfrStZ1XXridtiIeIxeMM69umtlsNl8Ueb6oqqaqKm0kEKtN3ZSebSiDMPQ6O5svvXT7m9f3XsuS3sbm+ptvvhEF2f27J+tr65Pp1DpbyjpNs4uLs2s3tq9cWQtCSqxyRmkljZHj0cVofKGljIOo02qXi4oTrmqT54WStqqsMbQsG0/4SsswDoXgrWzQlBpQhHGrVnY8X5zNRvsXRw9OHx/PLp6O7360/8HDi3tTNSSBFpGNUjIYxFe2e1c2O3vb3avr8UpGdlbD1Tbtp9SnVSKUTxvmFtTmS+k7pUgJaC2dM4hgwRijpZLL7Yax0lqttFHKOoeEgra5NGdSz/JClqUpK+X5fj4fleW0m7WLWR2yVrMwTqO1CI4AUsY4pYQyJoRwAIiUMaacQkIcYQ4sohEClC4po+Np2ett1uby7pd3kQDjImv1Vtc2d65sttrxdDKS0l3bu3l76ztOM6tRIPWYBTf9xQc/+eXHf3OZH1t/QQknPls0qlZgjLCaT4Z5XRbba6u9dqvM66PD0+/+2nfmRYMYT2bNbDZxrlwbRP0sMo3qDrbGk4lFsmy7L5mMnFJAhwSXwy0hljMkaI2UxDmP81bSCoWfREmr2+73O2EQ7V658sEH71NKtVLaaGOtHwRPHz547913v/j889OT07pugijyg9ALo3/zb/94vij7q+umKRaLhdb6pRdusbpp8rzwRLBYlOjGvX5vNBpPZjMpm+WzSZBEQoiT85N2t900Wmm1f3iUpVm+mG9t7XAOpyen3VaPUTKfD7V1ZVUfHhyFcSB8sbm9c3l+PhxdtjvdNAn7/e4in01Go6apwThLadZKKjv3GNbFYnd7+/j4+PTo0FpI4pRSJoQPBBj1ADjLgtF4LAKhbBWnnnEVZQY1GEO0td/53ssXw6nww8k4z2fFxeW4KmQ5np2cHLfbreVYZqwihDrnLBhCnpldOedaKwCklAIuN6GOEBrHcVmWv4o1WN7dvkKTUkq1xeVhPYC1RoMDynA6myyl9hTJMmxKCAGwxgEyGsRhlMbOucVk+qMf/Whvb+8HP/hB0zRLne+v1s6Wrayl2OyrvIFzDh08H2yfgWANABJccsQsLOlcdBkQNtbiklrCqNVmyaa14KijAA6XEz2iI4gGLAIhdEkTI88b/Uvj3zO5wPO0aBiGw8n4R3/646eHh4O1frvTtgSMs8pqSihQBHRNIwPPJxQbWQMAWAdAnr1zy5xzhFKlG0rEZDKZz3OMEuoJZFTJEp0GYp21UlltKs8PrANrHSIlhITgGW2dcYQ6bZSxyg8D4xhSaommBBfzWSOrMAiNtJwkqd+1xoYi6wwGUhXz9kuXp4/e/ehpQKZXN5PtzcxjAKryKXBC0zCrqgoABGVLfMEzp62zlFLP86wBrfWSSUmec5IIIZ7nCSE0nyhpPB8Cnyip8mnRGH42VZ8+mLJoe+PmqyIbSCWqsfQ4CwRliTNepTQzOqYmmC8OidGcMiF4pdR0ND46uOvby19/+dpaVAlnnKWMenWlqro0XAdpUKgqCrujsUQnnBp6IjKagGWeEJpIY0upKk/QcjpRerXV257NU7/Tvn79rVfmh4cXX4zy88ATRk6eHv9iOuL5bPL5F59cvbIrdbkop+1sLY5aUqqyrMFCVVXOIILTSgEs/y2RcyGVMkYTRp8h4cizC2n5n9o0ted5aJRWFXHy+OBxlgbK0fmiSMJ0DKWq0SnsZj3TzFc2rn7v137DD9rDi9nlxaXPBRJrfPrKS9e63W5d1YywjfW1RpqylrNFfXp+eXB4NJ+PuDfe3e3VVT2ZXD55+ghAhjEXgtSF9LlvLTDGrVPWWMaRUrTWIKHLqh+4QHBRqYoSf2N9r9vaMU3LGCF8ol15cX5mDfFEkGbBZDIxxn73nV97551vHx08Ojh44qyc5BNrASwgEM6fn6BYsBoIgi98Z1hVqMuLYf35vUd3H06n0+Pj4729a7dv3v793/89mmVSScZFlDKloag1OEIZRUKQorQIFD1Eo0BJ5wmPa7DWMYKeNYQQXRUAACgok1HSWlvbYAyjwMvn46Ys5pPzy9FoNp9P85lRzlptlPNEeHoxXN/cfftb35vn+su794wDJryjo6PZbJYEAgmrlUIeKC1/8d4vX33xhlMVJqG1Lp/NoyQLosQYMEZzQbc3N1cHZLYoATFLY6urJEnA2nmeB6k/nU7TpBWFyWQyMdq22+3Zogi4l7U7m3u3p0VNEMHZn/7kx3Hox5EfeoJTPp/PKUFiAkfYh+/fY17c7a+kafrpR3frcry5lmURtVqvbfWisLXIS06j27e+89r116vp8Ox0/+j0SSHzk6d3Iz/UUvkeMoqCs7qpGPM8z1fKlEoiIBpA6yhjyJBSapxtGuW0XvplfkUh7p7hcaxDxKZpVFOkhJ6dHTIBH392//1fLr759gvffecdLwy1w88++fjjD9/d293yPC/P5++fvj8aTsr6slajKPH9yKsrHYdpZeqqWpxVF6nvh4IgYNJul1KAiTgPHM6ttb4fmMZwwowyl6NR0k52d/eiIHHGB8saZVVdi1hYZxjjTjtCUTnHCBFeiJQBIOMiSRJrLTqKhHz4wQff+L3f/emff/SLn31KnA2C5pvfeaXV6/U3Ooq0D4/i8/nFrRv8d37z6tGDR93E+09+/Z/cuXXt008+e3JyvmhqwX3hCCGNlJUQDABG00vMEYkSHmZZyHAtScIoDgI/dNrnmG2vbb3y8jvSzWo1OTh4/NbXvnf/8Qez6pCAHV6OxuNxf5C2O1mnnVblIuWp1hYpyTpta9XT/UcP7z8si1knG/TaWT3Xs0X+9MmhwxBRcE7n86rb7XIaGttUdTO5dyaNbK90tIZaUudHLOQjW85n02h70N7G2Sgf63w4nnx58SVWLiHBendtc7Ae8LAb+ZtZup0xiyyfgyPCQmaAKUOkdlqbC9kfjsfz+UKqpbXIUe5ZBw6QCgKGaqW0NpQ5Z9FZLRvDeKCdlKYm1PosdaE/m008Tq0tjaohaslcck+1/b4ftxzzjAa5pPVxbt2zfjYhxBoIokAqI6WWRlmnndWMIVKOjtSVeeWFN1bWOpoOi2bcXVm5HF0EIZT1dOtq//jp5Mpen9kO86DStVWaclPJy8n8/kd339UP1dbeOlSdmzdfFCJltN3r7HLSzpKe063bV1/g1KZi1vrNgbE6CILZXBOkQRDn+alzzvf9xeVEK+15XuOAcLbk84O1jAjGKCAITo1R1qplFIszISh11qqqIYhxFBlBghBOj85ZIJZJ16rGRmoOWNXNzb3dWZ7Py3r/yeP3P/jAEeaFYV2r04tLA0QjZcZmWVYUBWOMcUaTOJSyimKfcnd+eZRkvlI0CNpN0whBs15nMp7KSvHQt9o2Rq6vrhFEcG48PDtagOf5s4Wt6xo5Z84KTX2fU2J67TgSdgTl9asr7XYLCRSLsbXGOOuQaOccsNPhKI5ja+20qL15aZnnpRkX3GhNOC2bIgqCsq6kUoDE94jSte97DoBT7pyrtTZOWZT54rDfTwip25mwlk2nAA4XM8yrD0S8ZecOLAPjLGikmjiwyiFQ57iUy7y/c9AALluuxFrKmR8FQVWVjHHjAAm1sBximCBUKWUBlMsBKQKzjmpwhFGk9Gw0zrLu+GxcwQwZAQTrjLMWAdA6RrgqpTFmpbP66n/8queJppKIaJRedr4IYdZagsw5xwhx9lkUYQmuJ2RpuwVY2sScIUuukjOELJtv6JzTqvaEWCY7AdFaIADGggXUgNY6Zd2zL7QaAenyqcoBWMMAHDoBChl1zjqCxDqDDhCYoISzB48efnF4cHZ2prXuX1kHgrXV4MA6RwlxxgKABcs51dYsuVeUsuUZDAGChCi0AJpgYx1KBEkXv3zw47W1VhJ2yjlJRD8J2oSg4MxaBVbX+RSBVrX0g5CLAFno+cwSpa0C1AC6KQuikUrXoqlCY2NI6KCpVBTTumkKnVNGrLNB4LEg9SDfvnrbmBuz6WS/nD/5fB6wKuZ5vy1WBhEIaZ3lDLQuPcGYA+ERrQhYz1oqazPX0llwlhIqPEGXOz/KKGXUORPULZ+AavRlky8MLJR/eEHKKuvuvtlq7xIkUNQSpi4k1GsJOhAWXLVQpm7kvJKKQ+0FMQCRTTO5eDq7+PJaS72wnQyiRYAGCGssFEVOgVhrfOTVcB5EMUDlg5nNJzzi1lgOCkzhKssIoYxr51fGU6Q93VwrWCDRZ7IJnb3V60Y226/z9c2tkzP/YljwwBWjw42O+ODuH4+r9z7/9PNOZ9Dvbm1v3SwXhoetbrsnIq+VdGShKQrieLFQdWWUBM5TZTTlNTLjrGAuNFp6TGtdxIGQtTVcFFLygHcGHWnqp09OGAuyLOpkK6aGRVnWylDG3/7a69c3VkIRXWsnenddKQvAACklhZ7lAjVBiNAKZqOEr7S7a/2Wqt7/btMAACAASURBVBalzBXTR+Mzyr2Flb3NzSRey/NTpSriwsZiQJUBiwhhICh3lCpNjHPQGLRUcLZQMqBka2Pt9Va2pyxzpBaecgYmZ7OqsMiI5/mMB2Ant65f/a3f+u54eDLPc6u9unaNC7XRWb/X76+ZSlprwRhE9BhlmnnoQOXEFCEFZBBwwtppVeSUukcH95WrAwgpJ//yX/zPadpeWVn93ve+zzg12lJwSumWHzptkKFjpNIGkQAHYxxn1FhHwCjmOQc2FsuQK4Kta6UdGD8TYXuQ7vS2dF2V1kitpKyr+Sw32g7W8hvXb5ja+3z/IG90Vc5/+d67AC4MQ+OMs4YRA00jnWtlqbLQ7685LTnY9X6otZJ13iBSTpRGoD73vaurV5CKuqnBmbrKrVVeQp00aRRrWSvn/ECEYdDIGoxuyuqiPjs5Hflpxw+jyXT88SefxgG/trN558VbUiohPOuQMCeYOTp6oox5+kQHcXJ8/sgX4nxo2tmuBrt17Wa+GILDwG99+P5n1FRp4PnJrVdX3ybI4R3hTHl6eK/Xjj3OtUHG0Cotixk6zSk45yjhlDNEba1VShHZMDC1qbVRBBilVGtlrV0Gx31faK2Lcs45b6U7dTMiXr212+KdV7746MtOK7l7/7OD86Pu+rpwVDhvcmasUYMef3D8yXg0iqMwCGJroMp16WRMEl2YVHS11ifnIyJEhMxBtbG5Upbl3stJawX2H4zKvDaGOc/Uchp0YxGuJa0XmtwD54THKJfWwaKsPCG0tp5w2pVOk1K5B4fneW04JRTtxqA/6LYFBUd4q7/+4x+9e+XK1dXfHcxmiy/u3v+//+TDk9OzTq/zn//e15VVv/8bb/3BH/yf//s//5dAnBdQaxYmYOfz6fbmhqvNvF5UthHa95vQaWO1TLzIoXMkUsadnmqBh+MhF9wLgrBppBAiiAL/MBCCJUlytfPCtd7N169+uzHNtBgfHD+YLk7jNo4mZ5/cfdLIRsv9pJ36qaCnh71B7FjVXQ1n4/nJcD+JBzU0yOytF64C8vff/1I2tNtq7z9+tLmx6ZzLsqwy+fnl9OBsmLQD5tEwiWajBRPAiff4wdn+o+nGxtqt29dl01TCNSAn1hzOjv/+4tHKoJtR7IRBEEQR9QcijQ33/YAKEXq+LxiVbi8qbctp63Lj/vbB0/uTiWahBWKrqhN49QKplwZB6ByhVDRNwcE15sT3NTaADac4pVimMchmDsiMyc4uXGdlr6EhYcQYJRw3hqFTlFWOamu4gcgaZogME45SGFsJREKYtUQbDsiIQwK6mJyuZa/kGu49fBT3qs9Pf15JyjwvyWwa6s3etYzsKlKYxjHmO0sd9Tsbu1dfvr51p9cobZ13cnpwcHnfC8jJ2elLN39np//rDSjPpw8OznzPJKFrxZ18YpzHpbPIS+7pJMxifwDWcwQWSKwImXPWWsGWFXyC6IyxjDJt3EcffR7H8fraWhxFjBBEB84ySkJfgJMZBS09x3wIej//5Gk7YVc2OpHPpWyY703LSlrnh8GVK5tbW2vGmPl8jojXN9+y1oZ2oVTRGnSbsjDGMuvcoip7va5zpqoL3/cYZ14YzGazdrtd1/XF2ZAx0W51i0WFjjSNlLLKsiyf52CsVJYLMpuNCSV1U4ZhkCRRmkaez4xRk2ltjBHCk1Iaq51znudbaxn1PMEJob4lnPG6ruezvNvpgLVpFPm+X1aVcXZeltPZ1Fpot9tV3Qjfs41bnj5TSrSz3U63KAov8BFRKuX7flmWk8nEOed5XtZu01br4OjebMQb7QihgBasBSAEhdFAWQPO4VepVEecA3TMGhQi7HRbZTGPk9SBI2QZlLTOoQFnjJGqtsAokCU1LAkD7bRVyuiqLKeIMhRhXdfaKkapc85oIyi/PL/wPO9rr762ubEZBt7l5XhRzH3fk7J5vs0FSqk1dpk9eBZvIM4Y8wxiC19xc5cvCSFICIelvMwt2SLMPBeMwfO1s7XWWKOWmTAg1loH1jnHGFmOm0vEwnImNkZZrRjjlLIlJTcI43ye/8Wf/uR8eBn0e1HgWfCWdTrAZxMxEgRAZ6x79v6fOXyJW+6y0TrtHCIjANaBBQSH0ovJ/YdfXk5tp93zaWtGO6BZlnZ77VVGPQqCc89aFyds2Z239kRgSKkAENoxazzGEalRINEV1lp0jjjjCUIIowQE51LJpqmdNoholSKcpHFrdbAxn04JWlXPisnR5w8PHu1PV7PqxrWrKytZVV00dQW2CX3qJQIdai3rPE+QSVUvl+QEjPDF8rHB90MAmLp6tqiAhcCzg6Pp0fm8vXL7+u1b2grjGmeo1or7XtrOAINiJpfJba1MXWspXZpmqpGoyvHJo3q6/87XrqZemQSyEwrdlHk+l9pRSuMgKstCG80YJYQopRBpEAToakE844xGwkAFjGprOWWlpDRdS6LVqrCEN9IuXnhlU/Fu4bzWyrXBynbcjn/27nvXbr4Exgz63TAiF8Oz1792xxOxNuTk4snwcspC/94Tt76y7qyjgFEQ3Xnpdc3dysaO1eHocqqUqmpJKXWWNVIJTwAV6GglndGIBNO4P81nERvWxYVtvMBPemn36MnTrY2Voqhnk+I3vv8Pzg6PB0m3k3UD4SFFxgii1UaBYUgcANXWaCN9LzZADbB3f/b3n31530u7jCQyZ5Qzj7RfvvFNhPk0WFtbW7XIJtP5rHzSVPVkPCzKnDYyjBGJ1UqV5cwToVQRpdmLL34LXAccN9b6QjinT06O55MiCBM/Do1qynJR1uWNmzeePH3kCS9L0ms3r3meVyzGVVX1+93VtY3FvGCccMqssYSglIYgcEpC31topWWD1lKEQHC0miETDP3Abxp7dHyKJ+ePn+x/81vfCSLfaWOdzrLkh3/4w3bW2tjc6g8GTHhBECyKupX5ZWHSmOXzyvd9ALQWHAFjoK7rXi+VtaI0ctZKQwg6JoWzpq7L0GXZxoozwBmXjbp/enhyctDtpr/8+d9NRuedTlsQC2i7nTZjRNYNWrm+2um1Uy2rNInns4lUzvM85gdSG0rooix830uyYPfq3niWd3mPUnJyuD8anVEkTjXLW4rWstVqF0XBKNdaI9LJ5PLxwbFjngGyKBaMgC/EyqCnmlpwnk9mhAqglHlibW2l1WoVdSO1XVtbTcJwcnm+mM+CMNva2VPIHThtlKoXqpnohWaEnYGXZd3u+u7a6srPf/aTahElcTxYWeeeD84J3gKnq6Yqy+W2RAPgMkGklFo2wBhjjAtCiFJojLP2GXScEGqMdc5l7eDJcNTtZcpObly/Ak1T1+VLL78SZkFljSqa7Z01JbGYm0cPHx4fn6ZRkqXdRw+fUuoRQks5SdOMca6N6nUHnU7r9Gz/7Lx47Wsvrqz2zs6mfN7cuHUFgRw+GSklV1ZWp4vFxeX85t62LGXAQ601OM0IGAuEUs4IZ9znzFpbFBVjTBXTC1VGgc8JEFnJxWS11yVGPrh/L7f87heffOtb30awb7z+4j/8nR/MF4v9g4Mki99448VWP/pvr/zX//x/+hdVkbfT+O033xwNJ9Oi+PZ3v1cXzWKeT/PJ6HwUpVkrTorZpCxnZVHUdZ0FQcStBaOUUkrP5xeM8dks1xdaKUUIRlGYJnG71e4PVpJsJU0H21vXpJ6Xalw1i62V/Y8++fjpkwfvv/9Z1g2++d3XyhkML0e9TiSDOYIW3lTFCy+m8zw30nfUAoF8XspGP3m8v7d35dGjR7XCMIq0U7qxaZpa6ZqFpaGYNVUxq4LUxqk5OBpWxeTK7hYL6Gw0c9bVRdWoanNtIKUbnR23wpQUxmsAHE27nc21jc3OSot6rrjw/ZAg0015ZbP9Zz/7i3hzc/vqVZaIajIaLiZhlI0mOoraRPNr127VRTEdT4FJcDnigpZGmyqMQqlNp7Nyfj6zzlhihtNLhHx7fYdTWleSMT6fKUqBCc6oYJQbvZBFQyD4DwxRgCVdVHBOGTPG7D+5v7u3mxc3uxtqDS8v85kGZ2wxvJhjzV59IWSEGyeNMQjIOfMDcXS8v7odrW/0udd65dUbRrPzy9PV4xNdkqaRw8uRYG5GZr1uoGo3MtPNKzd8So0usyQmTlVMB4Eft9qcwUluKRLyrD5O67rmy6NdQATMF/m//sP/gyBpZcntW7f+s//0nxBcKuEsoVYIAWA9D5dtWudcnudkq8cI08YgkjzPKaVKqU6no7UOgsDzvOUJqhCirmsmgldee/3f/OG/tYCMEIIEy7pqmkqpxjiLtYuiiHseYdzziZ5XRtlFPgNHEYm1kGUdT3icy0qXnW5alGWjmlbUojwiiO1OzxhJGdVKEiRZmi3mC2N0q5VKJREwSSLOPOeIbCRjPPCD87OzzbV16jD0Pa11WZRKSc/z4iiezmdJGjuAqql8BKQIBqIwpJxOptPpbLZYLIQQTdPEcdzIZlEUlDHOuQPnhQRMfXR21+lWGHS0spQLa8BowqhAwhw2gEsmK1qLBKlzCIDGGC5gZaVzenaetmKjHaCxDo0xAMY5BgTQEgYBgkUAQZ02lbVqOp2OymOrF5SYorCMUorEGuuMscoQ5n39rbc21taFENa4omgIoUvv1FecV+ccIgG0S5kWPmuhwfNumFsiuxDJ81Dvs+3sc0ztV2MswnM+g7POumexXAeglCKwpDM6cM7YZ8JdAoQ+bz8gWuBLB4MJA38yyz/+fz58vP/UOLu20ikALTinNSJQQqwzgBYRrLPPi3Nf6cTwmYh3+f0dECTWSEKds9YhGNBBglkPh5PHrri4c+fNJ/c/3tt+YTS8X1xeMEhDrxt4qc/jSAgRBoxSacaNNWCU0xaQKaW5YEwAE8w4Z6WmSMAZSohz0hfc94XHWCA8Z6GqqsgLtHFG6aqUImhxxqNkJW1fWdlq5vlUFg//9sMLhNN2Qlf7waDb1Y0kqiZOWiupQGwUo45RzhgHRxBZI1WjnFLGOHemsTZRVYiLi0LhYPvqN9L+BjAsFlNHDEMRRgn30VqnrXIIjVRlmWvdCBGlcWDsQlbT6ckjqE7fvNnue9N2RiixjSkVWPQ8QZ496gjBHSClSCixBihjDihTCoE47lGqqatlM1fK1i4wvG/8tWrOHWjKytBv/u4Xf+HY8MaLV2eL2aeffVQ3LIzCQX/z62++dn75xPf10eGBRfeL99/r9gbtdmtnr/Xw+DEX/HB8MRkPt3c2jk7nF8WXPg721r+ThVeLKg98DIOkkdYLgt4gdqgXi5xQbglYNAQa58TO5u1Bf/fg+LFHW2eXByf7x5EIf/Br/+CnP/6b3vra5cHwjde+vtJbRQAH2lHHGFGmQYIOGC6Du8CpE8oYh65W1fVbe51Br2rgYtg4FEVdgzXzy9n+ky+Hw7NHraPtKzeu7F4frK85gGKxADB1NZNyWBbDyfBUBKGSTaX6N269TqHjIGoa5/meMfLs9Hg+n/tBEARCMFSOnJ4choGfFzNyYZumtsYKIQI/CIWIoojgbDr9zBOeECIKfQCIo4hS2khdVdV0MqWEIGASx2VZgrGhF/S7/YPHB7PHF5ubW9rA8fFxp9NttDbOKaUJA9+He19+6XH++WefvvX1r7/+xhtGK7Dyhz/8s9s3b/gerq1vgmWU8yViWlrTin1EIB7xBJW11QLBOSDEFx42yBhrKumAABAaiOlx3tSL0+PhvXufZUkAtjJKBj6/tbedpdFsOo08Ya3xqNWA+XTMGDPWVlIFUdzIBUPaba2UdX1+fvl4/98h5SurK8aYv/vrvw4Df3NzfWvQqqqKc2otmc9zzjllxCeetW5tbbXdG2hHSikdAAGj6kUceEo2CC70fSk1Z1zpxjlTVUWxWFgARrkmlqH1GGm12kA8DRw4NrLJImpBcdTCExjEIgpRiMeHB9z3HUHGaDFfSL1w4LignCMBDIKglXWsddPprKqqZzVQY7TWy66Ec7Ccdz3P11pb674CUYsYiuNxTYumzN24euON14YnR59+9JEi5urNW9Kr5xfTs9Mzp735okqjlCAbDXNrKRKhpI3j+Pj4xPei+bxIkuTo5DhOgs3+atJKzofnhHlh5Amfru+0t/f6R4cnWkkWZNd2XxW0XZdI0VJOGKdlpXxPaGOz0FtbWxWcKaVC/qwE5vteu9USlCZRmMVRHIjA91tJ8OR8+KM/+dPJ8DTLWoOV1dloM2u393b6gA3R9f5Fc3l2+Y1vv7GzsrrS6hDm3n14f+fm9YPRsDtY6fZbWT0YbMpyPn9074FTdRiG7YCHwpNFqRo9Xz6/AhHCs9Ypa7i1QiilZFmWddmcn44fPzoJ48TzvawT+SFvdQaDdDu7tvfy9e/nRX50enB4+jCvLogq1weRbIZba0mrHczzcXtld5gPZ2P16ccnuzdb+ZgQnYRBVMwLStBjpKrtbJZvbq8nWTIeTxZlFccpGJskyebGqmJNEqeeFwZhMC+rpi6kUfPpfG2wqqW6f3QQd2MLJOqkw8WZLMum1uX5AXz8gRkvvv+1b/z261ctYFU2AffWo+TV27t/9Jd/+fnd99dW+9986w3Rii4mRzQUEouLi8n484dxEA66rcViZCEvmulkujDGVdI6Rw+PD1qtlTjuIYG1rAPAPF/X5YT4qdOC88RZ0xTWEMm5RWYYQ2UNIlLGlsUeKeUSzbT8AJyZjqud9dfe+/RP3vv8J3fevrq2tSalm+SSamSMG20JZc6h0Ropk01RVtPL0bQx86qEIPIICVqt9qC/rot17rgQop0F82neSGu0PXh8vLa1e3ayP5qWjtAw8NPUl1pdDse+T8tyYa1FZIhEKS0EW15KQjDG2Mnp1Jqm2+/XVRnHPmOAzhIk6BDRMoYUqX022kDWymbDOaPc954RhIQQWutlMnOZ91tGIjnnywFaWbOyvvnaW18PgoD+V//Nf3E+/6QoCkTwPCEbqaSmlHW7vbIopZROgVYaLFrtiqryRLBYFHXdCM/zPCE8oIy02mkQ+pwLpZUfCKU1PiP4W2dc4AeDQb/TbXc67cvLSyUVIlRlGcchWJBSKqlaWTafzwgli8WCMZbnOQCIwNPWGGPnReF53myRa2Na7RQJTmczY9Qsz8MwcgCe73MhqrpinMVJAgiUsZW1/sXw9PT8pFFNGDMqnIHaOmOcM8bCsnuP1DniLHGOEsIcOIcGiQVUzGPn52fdbme5VFjKtJbNCERCkCiNnFNrGy4c5e7x4y+HF8ejy/Ov3Xkl9H2Px03dxFG0mObzfLGztf32m291Ox1nLQKVzbPDLKWkEGIpvvv/CmaX4+wzBi3Ar46ziASQuCVt91moFhwhSJ6/dIhLeYID5567ErQxUitjrbHOgnPP/0QOHQI6cMaCs26ZClm6sgLf/+WH7//VX/10Optk7SxrpQhAPQHWILjl8QF5zjdZSpgIIML/72f5ynoGgIAUCQEH2jkHxFhSRpms1NEXDz8JEj3NL+KW+PSLn1d6Sng1yU9ni0vk1qJCYh2xzCUeDThlVjbopNOVbAolG0RCUDgLnDLnABGsNYBAwC3FOeios+gz5vsRpWy+KLSzPAwaZTTQ2gANkiQbWJ5xrzecNB989PDkfD4v3eWochgGSb+oSaNdbVhjWG1EqfikBImxpdm0pIfnxcmCPzoqap21V1/srdyK2lvKMQtY1KXweRynlFALxjlEYErZ2WxqrPYDPw5jim6Rn+zf+7Alitdv9NpevtGluh5zgcbhojYI6LQBAGec5wnGCCHoEBAZAjXWUSW1BeXAgtFGLfK8UShJG7Pdyt+0MkGq2336y4//8od//K+Q20k+Wd1YG03z8/N53RBZS4fy8PBuUQ4Pjw6DMGtlPULJaHJqsGK+6Paz8exsbaflWA3UTmbzLFmN/Z3DJ+NOu+WsqUrjh+m1W1uf3P+7o4vPVrbjqC1660nYxjQkizKvSgXEGwwGr75658rOVuB7VSEXU7k+2H39xTffeO2b3WwVHSMoAJBQRiitpdbGUQQHS5+nAyBSSiYYoZCkwfb26o3ruy/c2L2yM9jaSFcG/tH+Z4/ufRB4ZJ6PT09OL85OiZ+mcd+aUPB2p7t5dffG1e1rs0l+8OSw3+7tXvt+4PWbmnk8RSCM04P9J/N57vuCAAYerxazfDqiBGRT3rp5vd/vISJllAu+WMyllIdHRxdn54eHR6enp+fn52fnF8PhOJ/P8nzOBU+SMEkS2TRN0+TTaVVVTV23W623336bU/a373+WZe3NzZ2dnatJq/XyK3eEENY6JBiG9Mf//i/BmDiKrly5srG+6qxllPwP//1/15SLP/rhHx3u7z96st/rdjrtDCkKTrRUjBLQilEiOLXEeZwKhoHHOSWcMXA2jmMLGITh+cXlxfHxT378F3k+y+JQUDSy2tpc31jtE6etVh5DSkDJut1qlWVprU1bLa2NBYjC2PeCuiiNMUmSEAZVUezvP3744EFVllLq3StXW4lPKWGMLpmdURRZa3zf11oRJCurq4TyIPAnk9Ha6orVyhfMF3yaz62FoqmFJ4w1SpuqqXzhaSWtVpxR4qBumms3X+5uXM9rRzyfUxPSar1NfWqsM0Gr/+mDx5Ui0/FlVcx8StABI9wB8TxhrNZaaqXLolosirqurX1mj1wqmrTWSIjWtizL5RS7jE55nr+8oXHO/dQ+PPrUz9TKRiabigCiM51WkqZpni9GZ5ODx6fTcYXgq8o6S/J84ftBWTUnp8MoDIyRQRAVi5oglVIqI4ty3l/p7l3brmV5en5ycnL88p0XmWeH04O4xZVUkb+y3r3BXSRAAFhOkSDW5YKAoxRbSbS1sZ5GQRpHa+2032mt9rsrvU47jZMo8D0GVldlsZhNwZr1jdVf/7V3Xrx9A4y+d+/zv/rpjx8/vPvu3//NfJa/9/OfJf3e3/30J//+j/84Iezt118fnl+mWeeV117/3d//x//qX//hk/2jJO10BxsS6KJuikYaq/P5zGkjKAsYT3rdVta2dtloIsuCh9bGWoNIKCFCcIKkKOvZbFYV1dHB8dnJ+eh86rOMknA8lkncf/ut7wU8e/H2G2kwiMPu+GK+//g49tNKah54cdza3dnZu3qtKkrOmTE6jsOqLhflPEoTQK1N0zSV1jIMwlaWGq2fPHpyeX42K5vZLN/ff3pycsQ45dyjlJVlYw0mWXs8G1e6mhQFFd54Mo3b7ZpgQzFr92RR76xu7XSSclGZWslaNdpde+Gly+n4yrW9je31y+HZ+eQAREM8RO4G6z3mIRIpQmtMOcvPpa4iLz47O7fOHRycZu3u+eWolvWiyks5L+U0iDDJAsppLXUUJohkuQ4Dp8EahqieV2iWDISvrKUEiTEmjPxiofeu3C7KHNhiZ3dNg6KMZGkHTHj71ltmEVLKCBCtVdoS2l0Opw/C2OaLkTVWqkIrORxNjBKXZzaLt8ajcRhSRt3KoG2Nfvxk/62vf/3y4sI5Y7UEq+uqPDk+ePT00eXlSDZacBaFge+Jpq5kU/ue4IwShDgKP/vs4w8/ej+Kgrouv/2Nt6/sbDlnKEXGCKHIGGUElSWjuUQqPv7oo6ODxxtrPUagkVJpC85RStM0nc/nlNJln365qJZS+r4/L2s/iO/cubPS6zLn3MX5OSImSai19ITgQgjO53k+neZBEBhpnjf7kSBqI+M0RIKCi+lsyhjr9XqHh4e+7wd+hEiKRU0p1kqWVRkIgQBN03DOgiAwRvX7Aymb2WzGBbXOFE3tnAVG51XRaNnMZKMUcsoDTztT5rMoifM8Z4wtysI5xzkdDoeUEallFIe+H1FKy7IEdItiQQklhEwmoyAI0zRlHIyreishQR7Fqmka0xgqwjBMmlpZUxGTOgfglgUvAABC0IFlHI1pOKdLggaC0lojMMI42mVRwFprHVUa0NjyaP9wODljzAFikoaPnjzsvT4oJgut1aQeb21sXbu6F8cRWFCNJmTJgaeUMmNonucAagm+XVbBllf+V4PsM5nC8vkFn1lzf0Wf6557ev/DQvRXG2bWWgdOymb5acporTQjwhqNdmlxQGqf1VmIc0sjoEcIMnZ2evbzn79XlFWnt8I519ZUZc0Yg0ZSYzhjxlq0Dih1ABYBnNHGEiTOwfPfKAAsFQ/PJmxAYAQoA63JUnTh+/7ocs4C9sY3X9jZXaMQ/vm/+/PZtGivwsxMOp3Ban9nNvx0dimSZJDGnVBtBb4nGAMtl1eR1KpWypSVgsoBJX5srOWCGmspRWSUEqKlphzTIGGIhBKpZRByA2o0PgBE50A2MgojItIwW1VNNQjaRHTRytLCbJ6fz8rwqAIA7hNOhXOAhCOwqtFVVQuPUu5TtuPHqy9sZpR5FrhxJK9z45xzNoqyJI2t0ZSCtUCQWgdNUwnfp9TzBVrdlPP5xcOfb/f8vY0WNaM4hrqaEHRlXjSOMRKgc8pq3w/Z0pkB9pkbmRCjHQBoJMYqqQqplQOQzkfeEa2r2l+R2gsDQT3+y49/+r/+b/9Lpebts14P279478tayvmiPj2bHD7Z//Ie7fblnTvXf+M3f+vu54eIEMVJ2kbuYztZD2N263Z8dPpYeOH52WS1fevlF37wk//r02+9+QMEbBrb7Q22d9f/7K/+4N7+X4qoGalfnp3NrOE7O9st1rmyfTNsrzDqc04nk5OnB1+MJuPFvNndXn/z9a8HXlCXSiPRhhJAQHTaSWUj3gGCSk+e6VAAnLNRFCqtBGfaSmdqXSmCNBKutx19/vkDXR6+cGNwcTGMAm+aL6bj8r2/zc+2T67svZi1B/nUqUYGAhcL3/fW+v2rHsmMJKEInNWCkYOnj7WsAo8TC+BcOZtxaq5tb0Zx6IfBSr8LTnuCRoGw1voicxbTNJFNA87VdW2dnuXj6cydXyAieh5b29z2Pe/2i0iAFIuF1mo0GmVZ1un2Hz9+XCzqi4vR6ur68FIK8wAAIABJREFUxtYOY2w+LxDRD4RWqmlgbWXtyYMHpyenN67fmIxmaRojYBrFnNBACOLcdHypm4pTWzcW0TF0DK0f+vfufp7GXtzupXHMBDfGOEGswTgKpXJBILRDaOT9h4/nVbOytmFNM5pMu+1sfWO7rrVgSKmo6gYRm1oSMvf8oK7q2WgaJ2lV14xbJxsj6ySN5+VMcNbOvLXVq3WtOBVGO8ZFXdd1Xfm+5/u+EJxzppSqqgIAGSf9QT9VoJ3d3Nq+d+8L66CWqjaGUEqF346SJV0hjJK6KsumjoJAycZZawENsp29G0VTWRo7xLqRu1tbbUjQrdfOezrSJxefrW35T/aH9XjSXu36nFulpVVNXTFBAQ1FvjzpWiZol2GD53dORCCE4PKsEwApYcsnc6UkIci5dzo+mFfjx3fvixPdamepnzpLjHOcC+rsbFznU6Ub6ifpQk3yaV5VNSULT7B+PxlOLjbWVwWPjqeXSZa14zSMo9Ozp9Pp7Pj4tDdId6/SXr/1eP/hYLV352svWY3Nlh+zm5dPbZi0y6Lgvl/VTdM0WRzUTWOtBavOj/elbELfpyv9/5es946xLMvPw04+N7z78qtc1RU6ToeZnrAzG2Z3mald5qClKdCUSHAF2HQQJIqwIcGWAVuQCP8h2YJN06RlGtaulqIomqQ2zHJnlhtnZ7qne3p6pqe7OlUOL998wu/4j1s9WsMXhYeHwvvjhYtzvvP9vtBsNolkDowD7Aix2iHnGKUGrMNk3O9TSrkQT51df/rShThNd3Z29g/2hZSvvfbd6+/cGezv15g0eb79cGs0iVPr/uprr3/m5//G69ff/M6r3/uTf/OVU0srvcXFM2dO/+AnP3Lzze/86Msv7W7exRoybUCNpJSUMkItgqr/hzLGHAJrLWDrKELOYac5JUanUiBk1aB/POwPm6325s7xxz/2sc13H736tesvf/Kjd96PT5+7VEwmV848G4XkaLKTj6eEAcYlNlYyEE3ZP87iWHletLyyaKiKTAhgHDZFoRFBx8Nxq9mYmQ84JyWoPDFBRNNYb97ZW99YW5ibX1te0Lp8eP/h/ELLr9HBJN7ZfLg4u5hM4+PByA8jleftMJpvtAAkGIyNE0z6ojUticlQPzvUe9ZAsXpmvj1T7x+P93YH/aNNSkmzHnRbUacRUSqJ5M7QzszszvbRqdUNDVj4nsVmPN2bj+ZY5O1P3/ebUGoRzMyWxYEQEgrHGCUgQbssAxQ4qzVGWHBurQUw5IRRwgihIi0QyPfefX9xdr10R4IWlE8xK7VSznHkKm0SOOswdp4n4lILibhw81E7zwFh0AbVo6Yv5qhuSeGBsbs7O71uhFBzPI2dc84agJIiTBlxTnkcSx5ZMEmh0uz46OiQMVav1ymlYRhijIIgoJRqre7dvess6LLkhJxaWSEYI4yfnG0wds4CYEwJJsaYer2eZbkQAsAILgj3yjyjlCqlwjAsiqIKzUQI5Xnu+z4A+J744z/+ghT+b/7tX2OqVJEfcM6FZDkApQS0MYAwJqEXpHEaRj5jQisD2PqhqDcax8fHmODRpGg06qo0e3v7vlezFpwjCNHxOAnDIEnidrs9GQ8a9ZoQMknzON3inAaBX5YFFzJNU23MYDJFCDea9VEyieoRIdTkWZzFSinpeVmRh1GNEJKVuR/4CLmiLKQUxqh6VCMEVUNnhJBS5RPQV6VX0SxLp/GoN9OW0k/inJLColQGkiBX5HFQD+I4R3jGOooQQ4QTLC0Q56pVDCgVghNKKBjHKCeYAOBSqWp0TzBGGKblwcHujspTRJwxBSLcE7V4lL957e1L515oN2ZPrZ6am5klhFpjwcBJzxcARrjimTDGnucpXaAnpOYTJGoJIQAnWBYAnnCxJ5+SEHwCVk8g7wfqGgQOAKxD7MQlZozS2iFUNbVWYWGlLiozLyUEAAjBBFPKOEZYCA4OffuNt9597w7nstFo1TsNDaA1EEwo5RYQx5YzijB2zHmIW+fAAcJIUFR5D7XDAGCddc4hUqlsEWfiZMOwGgHBDiPEHFAAU5T47Pmnh+Pth4/3n376uasvXi3zpNNu7O9sX3z+6eOj/dZyMBkXx5PNnZG1Sb3XWuw1FwVuCt3wRRM5TKi0oKwuOY+K3GowqCipoFRSxLiUEueFENJZS0loQRNBJWUWoNls5VkK1llOHOgkGYZhDRFUAvJbC4zSwPfCwDNGZekUYYeJcYR40nMOaWMjLmaCGiCsLYBFSPNMG6c0Ikr43I8oI9wYEEwSIBac44Q4ThFJkphRBJgxxpwt8unw/t23X1xxrQYmeBA1iHbGGqqLEoAwSgi2QKwQghBcyY0wQVVasDGKYCkEjzVFtkQ6xsZY2py6hqyd18EK4hEqNYp2v/XGl9+88eUrHzo9HMdHo2k/iVdWZ7nnnzm/ev/h/UsXzp1/asG6cbNVoyzYP0yODo/ysqg15NrGvCn2xvFBrcFm57tWNz508UcvbvzAv/qDP/2Rl3/M47xUqtNbEQH7T//er3WX4wvP+QpNgwizdGo1T+zeaHy4uf/+t75+PfCjFz/0bFjjfoc/e371wpWzl85/GCFsnfJAqsxAZspcIcDUEYKpLQ1ChEoPY2KU4Yxb5zjmjMlSKUFDsIYSzBmlEn/7G3/16qtf8iVVyXRtaTEvrC9ywGx792jvQWKzdO3sVUdkHshaTdZqpy5fWfMkwwhXhVXDYf/Ro4dcMEkIsohgQgmt+WJ5tjU3P1+r18fTic0z7vvOAQZLnBOMWuoAbBgwAKjV6g4hB2Cs1cZYAAA0nGRGT8FaWqV1YFJrdJmUdx9s3b33EIkGoWw0Hs/OzTPhIQTaGMgMQah/pH7pM7+cjibG2t293ft374/H4+eeu2oKk05TpEFgCtjVPMGwlbRKPgGBSeihP/7854aDvpAyz7KN9fVOp+NJeWptrdvttmYWhNcQ1K2fWvnpX/ilT/7wjzOCO80onU58wZxRyXQyHY/yPMumU2M1D91wOjVah74kyDltqDU6mVLGCXWjcb/X6+RlDlYzxOoBwwgjSYu8cBRJ6XHOEEJK2TzPGaPWAsYIAL7whS8wEfq1iHny2ptvcIJWFufOnjktpFdvtEtj0yzudWfuP3woOBc+T/Np5PtZVmhHNp66WuvNjgqkVD4+GrlycrS5s1AnURC059bu3r/faq4aZbIk7bXbjXrEKBPcC7lPGcUUiiJV+iSAryzLaohZLY/WWkKqIxUCAFVqShnzOMaoLEuMIcuKTrf1aPB4eW1uxQvev/92/2Ds0zp2+uGD92u1aHnxtMfCmQ6djot0nGaTHBs615l/8PiRHwZpXva680bb4XBMsJyO0lajrUy+trauTTKN09G0PzMXnL6w/OD+URDUBfe2Hh8sdc+GeNZfkByIiTzEPa21cYgSSqr1DTkAywm2AJJSKQXnAmNCKW+1WoQQo3RZFhZQaTQFwJiUaaaL0jlkAea63ZXFJc75S8+9YCzPs8RaO7+4cPfBlt/o7R0MvvXqNxut1ic+/ANzP7s8GKdHw8mDre2dg/TaO48vXPnIzPqZenvmzls3CIWacFobwJgLD1xZqfiq8SIXiFHskFWFQQhhBARhhjEVlDMCmMbT4d177335i3++MLdw9erz79x8BLT92qsP//gLX/3tv/+bH7ry0tJ0jIhFJB2Ot9K8719ZPu4Pat7S5v3Hu/uH9Vb7zKVlIdjR8YHwvXiaCu57npck03o0xzl5sLlLKI2ixngydY7evbV/49uPMDGNunj2uUvtUHJmu8szDuHh8TAdTz3OA8lhktUwn/cDox1FDIxGhBJCt7d2dnZ3uqdXCFb9/cMv/fn7Qnrd7ly3O3vh9IrR2bu33+LWCAdOWzA2ncJkrJMEkuygNDZq1IGa+aU2C5RC6c7hdoaO02lhtei2Fpphu9eYk7hRTjyMmtgGSk+NMQRja4zv+57nFUVhLSDGKKXUVfZrrXO8PHPhrbvfHRVbhu75vrfS/VjA2wXFCBBgDM4KSdPRZDLudwNMsJMcN9qNsnSTsfV4IyWhoGx+fh5scOXKaUFFq9mrhc3+4BiMooQSQi04MAhRAghRJmTFwSGUZ6kDiKcTawxCiHEe+P7qymqn1T46OgKwc715ZxCjnGLqLGJSVPlHpQYuWBoXrVaryIs0TeuBtAAIUNUzX8Ebz/MqxDwejz3Pq0SboMuluVnGOMGO/hd/929tH71er9eN1ZTSosgRIkEQTKfTIlfNZiush0rpXBUI42azmed5nMaEYt/3EHJgsLVOSp8QqhUgdMJ3+n7Y6bSn00m9WS+1ppxJz8/yfDgaAXKMC2NNXhTtXq/T6wgpSlVSSoGg48FRoZQBqPYTRllZlmmSIIw454wxjEB4AiMgGPkyzNJ0Mh4ThGtheP7cuSxNKcFalcghQslkMmGMUYobjRomFkBThrJiFCfHzZaoRVx4ZS1i0kOlTq01QkiCBUYCI8Elnk6mSivOhdIGY8QFK8us3giyfLqz96g/eYiRcWAXZmcIZg5okZg8tj/xYz/zU5/++bNrp6vhiyo12JNw2aqJoUqPrUxdVWBnxbZWGtYnJQvuA7YVE/ck3xs/yfo+AbLV/z/Q4FYEA0K46sYxxmittTFFWVYkRDWqKIrcD/wqnFZImRcFYgQw6s3O3bx163d/7/dG07Te6TjCqZBZoY1D2joLzoAzxmCMARCAq4oGKu2Dc8AwkYwjhB1y5CRH7Il04oM3hzF1gLEDi8EQYxyXdGv77u7Bg9dfv0EJSxM1jdNuZ96T4cryxu137mw93k3zaXemtrTajtqkNiO/+u0/R546nO5nJj0cHSgwo/GYC49x3ygtOBWCAHKMM4fQZDrJ87xQZVFkhGGtrZDcggEDxhhJpaBeI+wGokGR53mYUZwkSZLGSZ5YZ7HABkNpFTBEpAhEr17rcR4wFoRhExwzgJV2xiBlbJHnjBNCcRRFnu8zQh1YghHBDoFGxBHKbGmLNC+LAhGMKRXCy+LxpL+D7fjZFQs2kRL5gSwKrS0Gxzj1BBOCESYo5YxSRhAGsFVRCCYYHCKYMcYnWoPKEWhKZYmb4exlqK06v5tk05qnvnnzX75+48uXn10/ff7U/UcPxtOhDHinV3+89b70SL0pkdWLSzO92dbu7mHgd+/d27/1zkOMZW9u0Vpy9/1H1uJm1EbWP7387NNnf+Cf/9M/bHizzz5zeTTe6c3NrZ0994/+h7//1nuvza5QGmRZmRQFxLE5PIoJ8R0gJsS1G99bPtUVgYmaBFC8vfdga+fh3fvvfuf6X27u3FQQMwkLK70Ll88IH1FmLZRFmQQ1CZgbjTBhpdJC+Fx4pbIEMYolIz5FNAy9mzevv/raVyWnpihWV1aPD46a7U4QhTvbjzdWlowur1y60u8PtFJFXlBKut0eo0J60dNPbXzo+WeWFnrT8fHp9RVfsEAIirHVihM812meWpgRnPV63UePH3HGwjBAAIIxsMYaQ5ijmGCKHQKlS60VxkgIJoRknHEhPD/0fN/3fMY4ZQwTYqyNk2Q0nZZKM7/W6baVMsYavxZUqacYIUoIBosBNeuNw8NDo83xcf/46Ehy8cpXvrKyuHR0dLQwtxDUgo2N9Xazg8BRQhhBnFHJ8NdffQ1ZywI+no6t0f3+0Y2bb7333p233r5Fubhw8WxuXK0eBlFzbn5xbnY28EO/FgrpMy79MJqZX14/fe7y1auLK2ud7lxnZo4wbgElWZbGqQOglClrEGV+4GdZLj1PCokc0lqBhXoUIWT3946EFAihosijKGq3O4PBMAiCyi4spS+8gHE+nUzDIOi0W40oCsMAYXJq/bSUQafXPR6O/+KLXx4MR1kWz7TbRZYJz1OO/dCP/7TGzDHxxrXrZZ7393dv3bwxGo7fu7v9/oOj3cP0qcvPH+1vmjL1BVJlrrUajqbD0WQ0nZR5Yayp11thGPq+b4wxVlkwxmqtTFmWFaeodHnSIomrOHVMKLLWGKu63fZ28t7O/n3CVFgLpAgOD46VUp4vT6+fn04LbFGRZabQ2TSfjhOrgVMphR/Hebs7D5Y7m2ZJNjs/yyiVUiDiiiKRHvnkD7yMMPTmmoXJwJDvvf7O8e50uXdxvn0+7ltsCAYQHBlwQsoqlNuXgmJEMCLIMUY9yaNGgwtJKSWUGWOU0lmeW+c8z2u22vNz805DXpTgEKXcGCuE1MYabTGiaZKp0iCCTj91BgfiuEhjRBSTwOVnP/vrge8d7B1Yhdqd3urqxvrG2fmFxY311TjOtrZ2MKazcwvFdIgJQZVDBWPGOCBwDlFKpPQ49yjxHBDiOGfyicUHEOGUSofY57/wbx5s3t28c+eNa997vLvTmZn7yMc/8XO/+IuHBwc/+iM/9Md/9P/ceuvu4sypuc5KKHtrS1eWFs5feuqFC+evcO6tr6+Di/MiW1tdO3/+7PLScqfdqkc16dE0GxtTzPa6lKBGVPOk9/DB9uBolKV5LQzm52YoQXE2abQbDlFCeCOsp1kxSWLP92bq9TPd2fNzSw5ywXAgea5zCMSXv/uNO7sPWgttDfmF8+tpHKfT8nBvMOwPJuNRGPCXP3rV2iweHbcaDUZ4MmUAtNdb2tk95jLIipJLFtVD7pGz59dm5nqTdMw8t7w2V6vzB4/eIUI5pJeXV8dDDeALCYRga7RWCiHn+55zYK1xziLkBJPGKM5dUSS93oJzZP3MihfCwvxMK1jtNs66ArsT7gnmF1t7B3fSctuhpFbzrMFB4E0m03ZzuRmemQyIA0ow9QNSFpPRMA79uufJLE0BoGonrcpEKy6NYowBMEIEoSrjQDAG1kohkHOqLEPfb0T1XrfbrDeKvJBCCC49X/q+V6GaPM+Mo6WB8bQYj0ff+ebXz51ZrQV+nueltlXMKGOsyjJTSnHOnXNV0XqWZTO9TpUhffXKZeaQY4IfD45932OMSS/gnFsAKQMRCaV1ESuCWa3esAaSLEvTbGZmRqmSEFqWRamUFN54MhFcaG2dc1qrCh8fHh1E9SgvCoIx4yLL8jQtwDnPqyVJipALwrrgfNAfWGuCIIiTBJANfJ9SOplOAYAScnBwQCkNgqAqbM2yFGHXkDXp+c6BM9Zq3W21fd+nlO7v7DTCKHG4HtYAYJok9bCeThPGqDPWOUSQc1YxYj3poog4NIq8CLs8nsR+neqCWwO68ASrGYt0nPu+2NrZO7W6jpCxoBFllOsHj24nyUTr0qGCIM+n3mSQZEnRavV+9mc/9akf/qn15XPUUKOhmpExSgkhxljnnKum7/hED8AYoZQSTCvEV5WMVHNVAEQIcQgQggrCPvFaIYRO7EH//+sDEYI2AA4qTZi11gBUULh6gR/4pVGEYItcrq0XeZSJO+/f/Zef+1dFXiyurwgRKocIJeM8J5RhbZFDjNJqrzUIIQfVZI4jSjCiGBFHWEXGEsQoMcZaAO2sqUIuABAhmGBCiEMOuRPBLgKUJ3m72YnaPoKyNzP73devnT6zNjrOw8X2nXd3GQ4RKi2Q48EQCADo5mz0k3/9B4x2ZWYE7mMVJsOxz7qHB2Ni/FYUkpBLP+RUcs4xIVj6SpXOgXZgjY6iNiZICGkxDfwaxdRqMJoSzDhjniRccC54vRkpq7ngFiwm2DmSZ5mUjGhUljmAQeAA2RMHNKZCcIw5iQSljGDKmEAIg8PIOc6wswrAIMLKsnTKga2iKgynXkWyHu4/PrvWKItjwpDkXCtlAYx2gnqUS0Ispq6KkUAI0xPVAQZnrMEA2ILKC6WVdQb5slmUlEXLTs4Y5OV5TEW+e3j7KHnvxY9ffOf27cQsdOZCHrhmq+kgn51rcmlKPWxHs4SiLFWD4+S73/mzyThfWl4ylk4mxeFxwf2w359MRjs/9dd+/qWrn/o/fvcL9967N/PSzJ27N88/tebXxT/+H//h/d3rP/OZT0QdBTguTRjHuttduHXzWzuPRh/72IsW1FOXTy8vzXDuBsNDykipTFymWGjg6TDR128fTsclARl40fPPvpjHZRQ0V0+dxjSv8R5ltCwKpVwaj4yRQJwzWBCfUcYZuXXn2te/+YrSiSeoH8jNzbud7sxwcOwYPXN21WPRb3z2N40Vk9gMp+lRf8ikpJSWVMzPL60tzkz7++++e7sV8iIvVudnhPDLQsdJQggJPRHWvCwvHYbzF845TMA5jLEx2vd9MEY7jZA12mKMPSGqk6i14JxFCGHMHILKBMwocQDVwTKqR5PpdDgaujJFCCglaZamaRJFdWutNRZRSrFDFCldTKcTIYXvyW6ns7e3xwh99OiR1WYymWQqS6eJKXVeFIILsJpKyaRE1jqjLThCHeVYMB7W/CDw/DCgFCGKnLPgwJfUGGQ0MEEjERltCG6CtUYrsDDNlGNe2O7Vu7MrG+etVabIdZlPR8dFlu0d7BkHWZ477I0STZ5YWwmG4WiCEJqbm0+SpBZG1fbT7/crhzLGNI5jSlC7ERqH6lFIKUHOIGvA6LxUr/3lVzHj83Oz12+9M51OtVYLvbbHeakVGNdsdoJac5DmWOB4MmIIdvd2RK050g5jL01tVG/V/CBNY2P1OM7bkYcd4aHvHEfgcm0KZcaTh5RWX/FJU4rWGqPKoUsqosGdJCoSdJJhiMHZMPQBDGalIyqOM4eM5zXGk3h+oTs7N7u7f7i31SeWmlxhw164+tzO1t721q5ROpAyWFy8+2CrVg8XFgLGEJi83QyGk74fSC+kS0vzDx/ekz4xFvYPj2tBq9toHe2U9Qtz02PFsRd4Xp4lDnGwWgFgQivkWm32DhBn1PckIVQIQSl1iFDKKh5LK5VZU2TpGGOPe93eHIBxyCldlmXJGK+GTg5hbTRn1IB69+7d2dX1za3BUX9Qb0af//znBoc76SRhxKOi1pldkmGtf8Tv3X6rWZPx6PDBnXdf/siHL53qpWlmjcaYOGcNWACHMaZUYOwcIhgzzgnFQJAj2DIuCaeTJAvDxsLy3D/4R7/z1pvfMUW8cXq91umVhH/xa68sLi7sPrz7B//X5/79K1+7fevdL331a5/99b91+amnJpmqN5ayYrLca/7Sz6wqUxwM7o+ng8Ho+K3v3IuTOIqiW7ffFoKtrs4hZB9ubz333NNMimkcf/gjlzc3H9frbc5ZlsVLy0s8oArB4/tbUCqByeqpUwunThFObX/UbjYEwZQzXSpgTtb41OU37r7tfKaxWVld9Bh++uIFd55hIrRx02S4vfNQqYONtdkomC1iladmONRFaQ8PdzCRjag3SSbjYfzg0fXeXMPzw2Y72lg9PxofFUWeJqP1M6d2Hj/ay7eR9ZvNS6OjxBbaVRYghKrpa8VkgbWEEGUSgqlSDmN2sNvvNJfubn5P1KPj8RFtlTWPpxl2zlHKwOHKOh9FEeA8iRMEcjKZTsYj0CO/g2q1hjWIIFTkSnDMcDgdp5PpQb3efFJGRWwVkw8WE4xPSs7IB7BE67KqJ6IUO+cYo8hhxmhUC9Mkfvfd2wA2CIIoqjUbjW63+/jxg8vPvWiHGcIoDMKiKKyxleMt8COj8mqWUmVYYYwnkwlCSEqZpqkQYhonGGMhBKGEEUonaUI5afY64/EYC2aQM8ZOsoRr3mq1+5NRLeCECYdgMpqmaRYEobWIEFQUZVRvWGsl5mBdmsVSym6v4xAkSRwKn1CMEDXGjMfjIAg83/c8TykTJ1mn0+GcHu4ftNvtaRxbY63WjNMszxnnjVpkrY0n0zAMGWNV6D1jtFmvNxp1C8oYBeCG/YGz1gvE0vzC8fFxt9vd3Lzf6/WCIDg4OOCEeV5NFaUnvOl46hzpdLrtdhtjN5kMSlUQSUaTAylDEfrClw64Ksx4MFImplxyHNbrfpaOCQXpE23U9s6Dfv9AmbQWBY6U3FKO+HSYUif+5q9+9hd+/jOBF2XTEhXIaCt9VvGSxhjnTkoZPoCeFsAYw5ik1bJKoHrZE4IWIeQQBoIrsoY4Bx+oab9fY1DtjlX3gXMIwBlTlTtqADDWVm6tqp/ggy5HypEzDmMEznqenxXFH/7vv9cfjU+fPus3Im2BUmyxy/M0CCPrLIDDCFnrLMIE4cIR5BBGiBPQDqhDFDvBCCIUV/Gh4DjGjlKNCRCmrNXOgnNGI4TAUkMprT4Ypdgi1AijIKQIcDJJAh7evf2o0RhOR/HK8mIU+Vyg+w/eH4z76xtrm5ubs3PNj3/iI2DK4+OdeJRS43W9+emILTU25jorm/duGYRm5pZml85ii53zAxkKWknpLRiDnZtOp5RQjLCIJCFcmcKC8jzCBMHAjUGUik67pnSpwQRBiJwD44yvVamQoILxsswpxpxzQihYZwAIpcgRLpA2hjJmjUGIMFZxJBYjwpmkgptSW2ttaRkjBltCcVFkYHUaDyX1mfSds5gQgh0Bg6wDpJRGmlqCLHJOl8C58LisfkpwVimFiWBUIIxpYQ9HOeW0Pb9Bo1Un2jorEUmjlv3Wt79hpW52Ox/+6A8OxsNJGq/0ekLIIlWHB3sb66u18+e2Nnc2Nzc96TMeBn7MRTgejYNaO8nzLC2IpI+3Bgvt9cvnfvT3/ud/e+PazQeb71JSeDX7Q3/tR/7XP/jd3/+//6df/OWXS3cw2B49uP94/cw53/es0pcung6CcHdns9Ntzc02hsPDNE4nw8nFi5fffue9tfWVqCmKwejunfeXl04f9fulIpSIvcEucvyVL1+7dHEtDOvPP/NCmkw/8tEPv/Ds1XZrYzqJ41Eej/M8HoKTg8Ho69/+y3sP78zNdaQvJ4PRuXMXHz7cWlhc3usfHuwfffY3/mPBA09KzmFpfgbOnXIEY8L6w3G90WYA71y/3mo10iTp1ut5VuokNsp6BIKQhzXfIYw5mSQTKjzrAKwTnFut37x2rdmIVlaXtdb1elNXJaoGGOeMYaUUABDkGAawVZqo/xQZAAAgAElEQVSeq/q4BWeEVoWZtlS5FAwREoT1siw8z5PUd+Ccs44SQl2aTu/ee09r0+12e71et9v9J//kH2dJ/PDRg/FgsHNwWOalNRaMLXWOiSusNb4EbQLPI4FIhtSjxBc8QQRrZbLEZ7TGEEhmrLPOCIo4wRhzB1gz+mRnqiGEQJeYEEqZtlZrU5YlrxmUZZKJXhT6MwtaK1OamV6vf3SUp8nuzlaaJtiZWGfGmE5Ul9LT2hgN1pbVWnd8POj1er7v50la97gGZBAyRoMzgmONkCclRvhoMHjr2uOj4+HywmKeZ+unVqzKGEalKjc2Tme5QlQQyoo0jq2aTMZzi4u5AV+GZV6sdNvjyWGeZ/V6eOfd9+8WU0Lo4tK6EEEoAo9RnzN+oovVFoy1J3oDgBMXLsaYUqK1NkYL4X3gvkUI2u1Okk72j7fOnF3xhE2SOM/hpY982AvY4eEW5qQ3N0eL4K//9K/83v/y+9sPh7rAn/6xT+8dbN28fT1OjhaW+cJi1/f4LGo/frStLWLUNltho+ll+YQK2Wi1wKLe7NLoaHDpwoXm0+uQNYgLrXXWKIypKhEXvFBGcup7EuGqLchyRrmQnudRwhBYRwjnpCx0WRVGOAuIVVL0ca4oJUqrKAprtbA3M1OWejweZ1mBMAZTzveWpkcHD26//a8/9/lm71RuJGNeMj3WxfTwYF9ZdO+td3Fr7mMvf/LMmbOvvvrlX//VX/7Xf/h/znfb38jTuZ/6EYyqt+SqkskPytsZYxassZpQxClHyCJAiCBEabPdEzI4Go7L0t+8t/ff/Tf/5Ysvnn+wP/3TV761cf7Km29e27m/8/o3r9ej6NKLH7/33juH42R+kkjG7GBSFmkt8mr1kCF5qv3s+hyu1X2LzGgy3Nnfboer9zZvH+9M19aXT634aVbUGIoaXIbwTGu1KOFg/2j1zNJrf/VqpnWt1eofjCKOulFj+97O6Ytn5hZnaaraC3WiQZcanLWI4Zo4TuPu8vL8TGvpzFo99BqSv/Hd747Hk4sXnwVHvCl67vkzuRru7tyf7czWAv9gr99o4QbiDx8deL58+GC70DotYu6xPIFHd496MyZqBecvXNze3V7aaE/Go4997KM333zboqmBCROR0ycjVmtMZbmpLqO1tdaYJJRtCh4irsiyqCFW5i9cu7WV5cnqiwGyhTFVSy8hGFPKlVLWOCrYwlxvPEy9IMA9Oh3Z/vHYKU96woLzuc+IETRAQCaTSb3exIg6QkplJOMYO1yZkMDa/wBdqvRPW+191e9eFrmUEqxBFPm+UEo5RwmG8aj/6OFmRbE988KLhApCijAMR6NRnheNmlcURVZA4FfbqKrKniosW8F6zrmUstTaOajVahhj+nd++zfeefy1UpeEMYfQaDLR1lLOg1pN+n5WZH5Qc5jkeWGsU0ozxoOwZpTJ82Jubj7w/bIslNIYo8pTRhkpy0xK7hxIT+ZFQRkX0js67oe1yILLixxhXKqyPxjWfC/P8qhWcwBKlUZrow2AxQhLwQUXhJC8KIQQjLFut8MYlR7L86yS7SPAYRhSQjzpIeSSJOGcx9Pp7s7u8tJStzfTbLYcwGQy5VxGtWaWlv2jfhiGUnKtFKLM931KSZLExpZZNkmzCcaWcZA+OOPnRb69sxXWgsl4uLO7lRcxodbzCcI6rAkdu9n2/M/9xGd+6+/81x976ROceE5hbAjk4PPAIl2Fy1aFZB/ICdwJKCVPiHSrdFllvn6giMUYY3JS6PV9BC3+vif4+2+gCtNqbZRSSqkPqFn3pOGsYmfdE0QLYBhjXuAPh6NX/vKrr/zlK0FUn52fw4xa5xAmFiGlNROiUKXDCFfaTXTS+6odMQC2SgQDZ8FYbRwAGAPWEueIA4owwZhizClnlNEqIMIh4jCwEycaAAawXECp+3lxVBTT27fec441Gr3Al0onx8eP5xda1uW7e3txXCwurjvnLXVkmcYvf+Sjc905yDXkuY2nL1zY+PgL5zYW/FMrvWa7U+TJ7t7hYDBOk6IsLXI48APiEMGUMY4cqjQYWZbmRaJsToVDzGTlBGkOgLS2Ve0TAoIdRYZBSSj4kkVWKsqrVYEYYxEhiFBwCGHGpXT2JKUMHAAGC7b6VjgPGPOVVphgalk2TRjHDgOTXlEopHMo+5JlzYA4bD3JfUmxswxjB06B1k4h7gghDgBjwgizVoMDh8AhjBBxDhsLGOgkVSKaD7obBdTTAjtsGg3yuT/6F7uHt0TT/6tvXEsSt7Ky6oeEMIMQeKLWbs7OdGdVXjSajXarE0UtsIwJj3Exmoy5lM6R4XhqMf2xH/65f/Dbv/Pql6/tPe7f37yrzXhtY/Fv/vpn/+IvXvv3X/kzXsvOX+kNp4/jJO52l3yvORoc9WZrGxs9bSbj8SBLR8iZeBK3aj2KaqNBcfXp5ydxnCaTbqdLCTcaMeYfHQ229472j4bcF81ONJiO4zw7PL4zivce7rx7853vvn7960fHWxbltbpHGPgBxwTt7e7OL8zH0ySeptjJR5u7zcbMzs5h1Gz/+I9/+vS5Z5V2DjAGRwkQpMGWjEK33dJlfvONa4xQZw12yBmLELbaEgxhICmBrMiSIs/KotnpAKaYUm1MtVV//euvYezm5ha+98YbUkqMyaOHW4SeZKFYCxhTRjBBDruq4BLRKqsCOXBgtOoP+swL2u3WF7/0peN+fzQeh2Et8KQUghJEHRaCMIb3D/YxclmWjcejnd2tYf84iadRGM7Ozq6urnPGkjjJs9wYgwGQc+1m7Stf/MpkPAKtVJbOtDoSkWw6jbyw7tfObJwxCva2dnceb8uakB7zPEIJ5oIyTjDCVFQmWMwoxpQAxphRRCniwjHhR1HYaHO/HkSNWtSs1Vu+X2+2et3ewsbGuTOnzy2vnJqdm293u4EQhJAkibVWCLmyLCllQohqRfI4S+OpNmVZlpwRTnAyHYFWjDKEcKvZPL222un2VtfW5mZnQsGIKXWeUS6ef/FlJAJNeJwkt966lk7H1lokfST9tFSU4tNry/2D7aKMk2xy7fp3++N+WuajaXp0PDg+7h8dHA4GA1uWnHNKSVHk1hqMsTFGa4Mc4lw4DEVZWGOrQJ9qyskYMVbNzc/s7Gyz2ak16eHh1t7u7mSczc7PjacD6QmjrCeC9cWrlzZeXppbR5qncRKFPsIFZllvIbr8zNrlZ04Pj8ZbW4/m5uek5N2Zdp5Ng0jMz3dbnZqxxVF/TJnXadWRpnU5q2KGDCcYAQDjnrWUMqCMSykJ5VXzJcZYcMYYY5QwxhBCBONGvV6v18MwEJwyRpw1zhqKEWYSEYwpRtilWTocjcABlzKKGn4Q1DmfaTcPdx+3a7Wd+49Hh+Mr567cuv4WMSqQ2PMp88jK6TOrq6sIXJHFl8+fO9rdPr9+auPU0uULF1qN6IPjATy5EEKUEkqpIxacAtAYA+dUeMwPfcKYAdg7OFpd3YhT0Qhrk9H4m99687XvvMmD9mCiwqC3PL9+ZvXCzPxqifDVZ5+m1H3ttS9xCsl03Ou0Ht1/hACDQsg0kJG6QFZRSaNue+Gps5c+9PyHnzp3aXlhVdRYqRSTjkrjha7Vq4WRULoEcFG9OYnN4Dg5v7F+fuM80+iZy5ebrdb1a2+wQv/Mx3+wrhGmlFEhghr1a+9s79za2iopS/Ly+hvX7r93d262u7p26vHWzq1bt6fxOCvTx4/v12qhFOHe9uDB5s50Uu7t7c/MLsRx1u9PZubmKeHNdocSrrV7eP9xMk7ee/f9NFF7O4NBf3R/8/1LT51XOczPbIyGOXHiAyBRPTLGKCFGa4SQ5xtdUmxD7DAXNC2y7szsdDp5+8bNMxtnV5aWdekRQrS2Drml5d6du69nxa7nuzSNHdAkzcqy5KRN3NKDzWOtFEEMYY2Rpigy2grpCKGAMADiXDjksEPOGnYifEPfl64EgjOwRnBmjeaMAljnLIDFyFkwyAElCMBWf85Br9ubXVgrtJ4k6u2bbxfZdLbXCjyBEOLCpxQxxhhjQggASNO0QrfVfY4QIsIDhyzYp86dpX/7N/+jo/RmvV5/dP+Bs1oXSeR5s+1eNipQydOh7rQEA9Ju9Fr11sL8rNax5KjI06WFtXSiBqP9PM+F4A4wgCOYYIQZZWAtY0z4vDvb7Q/6Dx49jOr1WhQVee77QaNR7/cHGGNwqN7oDPrZ8XFsnQNnghrfOLuaZpkf1Azwg8OxDP3BeLC8tt5oLWUZv3vnoEjB6hJj02p2At8HsMZopUrOmdYKnI3qdW00xm5mtt1s1ifjcbfXbTRrShcaitFkYMB2e71GrebxMBmV40GmC9dtdSajI6WH0isxnqbscXPW1Dr24Oje3uG9vBgIbhwUBFzoBTuPdj959Zf/2e/8b89eedHjIdLYGadLjTGighqsMOKEUELYB36vKpAL4xONLMYnNZLGaGM0ZYhSjLBlDGPihGAnJWHOYowoJa5ieDAGB4AtFtg4q4wGBEabaTxllJWlUqUyWlsElFFwwBjVoITHwRnCMCIOHFCfejX/83/0hT/98z/zwqA9M8u4dIQAcoAQYYw4Qwl2VmEH2IEDQwmubGfWOcwAkDHWaGOVMdo6g0kJzmKsCVXGYcwRYVAF4zrLkKXO+BhC7gJkHAsZ4WCsM9ZphbQlDm9tb9/afMubMZcurwkMFJvVlWXBZbs3HwRNndszy6cunDqlhoMR5tYFkd+9d+Pu1s3NK4tnfuLFly/OL/llgaajgOTdSJ9d9K6eaXX9eLh1Y+/+tWK8h4o4j8eSIuTPZaXl0o8akTFFkYw4htHxKImVNZzgQpe5Lz3QRgqGnEagHDGYI2BOI8sJNspUIJJx8WTO4k6GLAwbqwnBhGBGKcGIEBSEHjhd6gwTUEWhrCbCU0Ap9olBzBnnjCVi+9iszpfWgtUGG5CYF2keetJq5XkCrMPK1rmPHRQ6V9YqjQkObIa5ITZJWFGO/Og4o/VTVwdQL4QwNPXEJITBlble+eD4jfeSW28++ubX7yh1dPbM6qNHW5jw5ZUNbSlY//7DvionDuPjo0PBxFvX3i4SPRkmgst6PfCEe3rt2b/3n/y3v/8v/mTYLw4G2+/cez1seb/1X/3D6zfee/udm3e3v/Hzv3K53vCXFlfTuJAcL87Xr73+vbOn1mu8ef3btz/5wz8xv3AKwDii4vzohY9cGk0PB+NhvdFrNleaveDic4vnL59v93ppnj14eISZiyIa1WteEFgHrkEWT801a3677i0udkUDf+PGK9c3X9s8/Pa3bvzRaDp86YVPffonP/Opn/wbL7z04wsrF3pL63e3tpGQV555/qMf+8Ey0wQThxwXAmHqMJM8oFhYZW7duEEJrfIuquLZQuUGSiFZEPramLJAqnCEQqfToEAlqRHtKAEL+v7jbey1vDC4v/WYeZ7w/Ne+8VdlWYwno/mFWYKcA2MBIUSts5hS6UnrkHHEAmFMFHk+Gg0w95aXFt59+6azand3e319nTAW1kKMoNOMbt74LqHldDrinAdhQAnj3APnlNVxlg4n4/5kunt4sLW7d3h8fNjvT5NsHKd7x6Pl9dM8iNKiVAoGo3gaZ4Cw9AJEaL3VFlIOBqN79+79uz995drr126/dRMbNdepN0NZq1FaQXIC3DGPE4aIIM5nxCOu4fOQI2K1zzGXxKvXeOArRLxmEwSzHs8ASsxEvducWT27duncU8+fv/Sh+eVzUWMeYQmIlYUp8hKsw4RhxBwgBLYsUqXKMAwKU0b10CFtbU4Bijz2qA2FA5VPk1gT2V3ZOPv0Czlg7fS1a2/cu3NfaxXWhfQ8XzR1ziIRnlps7O+8PRhNMKivfe3PhWcAT6fqKLWjo+lejtIC5YfJ9GAy3h9Ptw5HB/1E+E1CAufoyYQEVZJZ6pggHGOOnCEIPIxodybaO3q/vojnZtub924e9fep8JVxR/3D9Y117IJxHy6eeaHh9d57696NW7cDz2x06M9+8sVHWw/nnjqNIGmUyfrlC4PhzoWLKxunF/vDfS/0xpPED+ujcbpy6nSeqBvfuS3dqbXZH0yGgdWSc+4QIAyUgJA4VQZjhinFlFYMCSPUl54nPEEFcsbzJGO0yMsiK/OiwJjU6s2ZuQXue4WxVjmMCCO8zEvBPAuuLEtrrVLlcNSfXV7KLdS7c83u/OrGei2Qj++/8/q3vqiygcC2Jjg1JqQk5K4msNNZr1WLAvmrv/or5y+e10ZjKMAZrbWx2jlrjVVlySiVQmJEkAmRChkwSSgllHKfYI8q0kHi+ObbP/fC88/ljU8tr65b/PYrr2bH06dWL8DUbKysevPN28XehOpf/PSnOlH9d//ZP8+G/aWl2Zc+/uLxZDCKp/E0nYzT3MRFmRRFrkrFKadAsROSRO1oca69cfb05SvnPtIKTuksSAdodJRTIO1WrdsRUcNcOrOw1AsJmSAxPXv1DAgW+Z0PnX1hJeidnV9ESJnygHtimBfGb7x6450337mba7T5YO/M2lVKu3/yb19969p78/Mbly4/vbJyajSeEuJ97dU3+0Nb6Cgthc5IPIHbtx9Kr+4FPhYgAxrVg/EojaLZ8TjGCKUTfLgzeXz/4P13j9K09vD+8XCYl2mYTQQXdcYD5whYDBYjhEFbKQVjTBljgBNGDUqpBIdKxqBI4npQHx8XV6+8NNNbcsDAKkoxRm5+oXnvwfdytS0D53kNSjqoMTRQC7w1lQXHRwkncnf3riri0SjJ8qwo4iuXLg0HA0YwduCsJshVRegOYwPOEbAILHK2YtzAYefKPKECZzrhlFZZqYgwTKUjAlGelyVjNM+zOIk7vYV6M2QU6yJn2FtcXJGBmCQDzxNOgfAoYYRxiTCWnocJAefAGeScNcr3ZBlPzqyvZWl28akL9D//u7/23sNvxpM8kLV61FKlxZiMRhPKiDGaUcwEBUfTtChKlcQxwtaCKQvVarSO+8d5kSwszEvpeb4XBGFe5KosyrJYXFxIktiAKVSJMQn8gFM26Pe11mVZjEZDKUUVjri/v5/n6vj4OAjl8vJCoXLpSWuRFMFwOGWcBzVvY2MtzYvNu/f3d472dnYxMq2Wj7GRXI4n47IswjAoioJS6gd+WAsYJVmeOrAPHjxIkuSZZ55RRTmZTgBsr9dFGJdlSSkRgu7vHxBCsjxptWpCUCnZ8vIp5OjgeISJP9eb7TbbnU509ZnzL734zMUL5+a6iww1Lp396G/9Z//9L/z0LyLndKmRc0YbRtkJXiVVbQV7UgMGH/Cp3/cEP5nFYK21c4BwpQuoHqva2/8PHYuehCFUUjWMKYADa40xWmlKadVrrLWSntTWWGuYYJjhu3fff7zz2A/9TqdNCC108c1vf/tP/t2f5nm+ur7BOHeYOPQfnGgIP+kDdu5EzuCwPWm0dSdxBRaqugTkiIMnxecOWQPWGgfOGKuNcZWbDVd3PiGYEsop4xQ5ghyn/y9XbxoraXaf953/Wd+t3tpuVd393r69r7Mv5JAcbqZIWlIcUIYU0QqyOXLyxRCcCEFgOwZsJ0YQwDGsCI4Ii3BiUzISyeIiUuIiUhpx0XA4Pd093T09vd59q73e9az58HY3ifSnRuGi0bin3qr/ef7P83sIWOes4RwdH2/1Fmp//TMfG08mWWlKWRAEjLHBcT/LkqgRhM3g3uZdHgsg/Pa1G/ev355sHf7C6x997dIzTRFwhAkGzGgYhwRbwam1Ogq8jfXVjY21uOYrmeT5KJ0eTMdHRk6MLY11XlCjIkSIIcCllEaX1ijPD5xDhFDGOGCwgCruhJIaEFRitzGmkm0el27bx0dcrS89z6vE7OqwzJPfndEGIUQwLcuyKGTgB9Zq3+cOWQCU5ZlOB/VGFyGwzmhdhJEnfFEVSmJCCQhriULWVIUDDAMgg7QFq6wygJSr9XqnLLQQtI0LkKMMczAOLJw7e+EDL575yAtXPvnqpRoV+TDXqSmm8nj/eDrqZ8kAQx5HTQy01mhv7x33x8n8ytraxtm9/ZEx3gde+cTf/W/+x9//0leH/Ww8Hl+/8Raj7h/+g3/U7Sx+81t/+v0ffuvMxeb6Rqsoyjfe+H4YBgg5z/PmF7qci7v3HvpB9ObV67LManHQ63U836OUtufmsjK/e/9Bf3B0+/3b3/7WW3fv7OztzLpzq0HonT9/Ris7TbJa1IjjRqYSAWJwMHh4b3M0HlpSioD6PhfUb8XzKK/fvrb37vU7h/vDPJPNeuvkyZOvv/7RV159ZWFhUWvjLKrkjWpt56ylhGZZdu3aNeccoMc+MG10dVJCCEqZUtoYq5SmGDlQk9kkzxVyxFrDOCEU3737wBNhEIhBf8AIoZQOBv0T6+uU0lajUd1jMRCMCef0+vV3bt26hTH2g8DzPGu1UmV/0HeYLfa6N25cY5RhjC9dvswZz7M0EKzTrv/Wv/zfb926vrK8ghxQwhhljFLGmBBMcC44Z8L3hOCMOedkWY6Go+Pj48ODg2Q2azQaJzdOXL5y5fLFS6dOn15cXPaDMJdqfeNks939yTvXhfB3Dg6S2eTmu9e/9pU/+upXvrK3v/fVL399Z2cvz3LAuN6ILXL2iVsCE4ycASBBwDlnhDMgmGEahj4A8gTnjNaiIArDuBZzyjRSuZGpzDGnYSNeXF9bP32q2e1GzSb3Ax5GUaOhEbaYWITTQk6TzPMjByzNSsYDrTVjXpKkxlrGuBBeXuhP/tzPA/WVwY7A1atXB0d9a3W9ETuMi8Jx4s135xguZ5OjrYO7lCttxoTng8m+w4pyZKzc3d2UKs2njFI+Gc/SJM+ybHDcn05GCBnOiODUOuUQsg4IpcJjTmutjLXWD7gl2db+na3BeweH22fPnoyCSGnUbNY3Tq6GgbCl5Si8sPGsLdja2qkrly+eXO+cWp2zprj63o2JSRnX8536vc3+YDgG4NZxhPjW1jFC3nvvPShL++jR7ubDPSnBY21ThEoywYKyVIxQpYxDpCgV8xsvvvKBeqMNhCLA2jgATAgnlGPMMCOYCkwFIcwhjAATwGVZjMYDJUvfE1EU+YHHOXXIAkaFLMIwrIxqYRh1Op2HDx+Ox+MkSQRja6urFy5c+MxnP72xsYExPjw8TJJkMp0dHR1vbJx8tLlVFPnm5uY7164eHx7OzbUo2CfdPtWW/LHjzjlkjHG6tDIFrJlHEMcOOwauR0j6/p11BHhn597OQCf92KYfPLM+77MbV9/84Vs/eLD9APKsq2AxaiRpNu0fLvZazzxzcW1l6fLFS3fvvM8Zp4TmRaa0zrJsNkum0+lsNsvyXGldfQ5ba5WkyPDQay0tbJzZuHTm5JVee82UQuWcoXY600ahjVOnR+OpLPQ7b9+4fe32aPfgpYunVudiW0wY5sYQ5sdYRG+8/Q6v1cZJtvdofPXta/3DvcuXziiTP3z48NHmziw9Ej40mo1OZ35zs7+70yc0nPTHSZoI4SVpVm9GQcgxtoRCURRKaa3LVqt1uD84PjrO8jKuN/IyVyrpHx1t3jtgOB4PZlIWgIBRQjA45KoJQ2r9WBE3FhBYawGBda4sy/n5BWPs8vJqEEZaOesMICwE6/UaN+/8JbA+kHRr68FkPG60CYNoNsIczx3sTWpRxKjrdFoEyFt/9VYUBhsb68PhUGtdIe0qkfgpJLRi+7vHiFGkpMSAhC/ysuAeN9ZaY7VzUpvmXGdv/0BrY7RmjHPGi6LIsjwMw3qzpTUF4M1m2/fJ+++/G/gechSw09YSQrMsq+hdvu8zRsqi8Dxfa53lxcVLl7JSra8uU0CYYU+E4WyaHOwNtdZR1PB9CHwvTdPhcEjVHHIwmWSECt/naTaLa55z5v27t6IwrjdiwGCUPDg45Fw4azc3Nz/8kdfyPMUY5prtWZpSRq00WhuMcbPZ0FJmmSEYj8dDT7BWs7G0uLa7ux/WvMPDw7lu0xpIknx/b1CL234YdrrNJJ14VMwm093t45ofeh53zs41W1IqTnFhFKVYCJpls5Y3p7UuyrwocoTc6urywwebDx/cb7baPGWD4dBaMz/fs84NBoODgz2lFBUQBdT3AKCo1z1kNSX48qVntDaMkevX31lZXTx1avX2u/esDlY763/3v/yfA7JSlMSofhVvYpg0WrXZNK2CEa4C+5Nqw1/l+x83vP2M/fVxxVeF0yIEA8aPcxX4KbXgZyJfTwwJ1etWW6e0qYDgSillqljuYNiP41gZJUF1e9333rv1e7/3pYePHrTaLQBotVo/95nP/Lt/96W1E6dW1k9UMAQqvMqGhYE4hKx1BBDB2DlkkcUIIQTOWWNtxWWsCL4YADmwjwEODgEGhLV1CDmwRmtXZcC4cz7iyGnBGakii4B8Zw0gwShCpARiNEHYzUet9mJr+/r709n41vv3Lp45L6Xc3d4dTycaYJhmH3r94jgbdcK5tfpK2emebPf+5ic+XbekLSKnFOdMgc11iZwJKAifWoukMrNs1PBwuMhOr3e1xZPZ7N69O1ubiddYR0uX06wQXmy1FczzfUDIYOSyLC/ySbPZNMZghinDVVLEWXDIKGWqvpbqt1cBnyvktTEGIXDOFUWhlKq8Pj9bcGItQQgZ47hg1tppMvY9PkvyKAwwdmfC2uaN2d7R0fmznV7Lt25GCVJG18KIU4ayQmKrnCGUY8CFKp2zypbaWYQsCwnjrGl4UA+2pxpjhxFDmJUSpCpDzoWAZc3a3frIG7189gVD3dHo4N177968c304PuwtdOtxTed2YWXth2++1V5cvNKY8/z6d771w50Ho/Onlv7zX/sf/uX/9q/TVBaZSdNBXPd/8zf/wcWLl3/rt/6Pq9fePBpt/eLpTxCEus32y8+//GDzwSib1eJ4liTHw1EUxuPxzBp3//42JSfq9aVGk5VlFkWBsmVYp7N0dv7is9kMvv/GmyfWl7936/sUAq4AACAASURBVK3JdHLp8rmt7f2j49nqCgqC0EiNDC9z4fvzXuhHtXCWH92982C1dyGAFpPRyvyJwG8Vib7f36zHk7geAbZ5nhwcHHz84x+fTSf2SSSLMYaMBYCbN29Wdw9ZlMYYADDaUEY45xXmMEkShBBxTsoM+1hLSfwGwrC1tbW6toAZ+J5nlWm1WtUwyhijmDpXvfkpQrZy/mgjPT8YDoc/+clbRVFiwlZXI2OQNtpaA7ok2OXJbPPhAyKCIkt9LyhlWQjmCSw4Z8R5XChlq+srIQyDw5g6DI4QCvhnW0zKsiQIKttZv3+EMC3yDKxllNSisLu4fOHZF6jwZ4V88Gjn4qXLgBynNPA9ITinxCp95/ZNa+39+w/OnTv/uV/+5ar8pcIFEkwIo0KA1g5jKNOSU2oRxhQ4I1oj4Nw5pIi02mLESs9xQjgCAFBSCsbTJPE6842g1nBOMBbXolAIY3Q2m6Sz6cHO7u729sHhISWsKA24EmNMiEe5oIxjDEtxtzPX68804YF2Mk0T5xzCoC2iFoo882rx0uL88f4tITwmDIK8kOP2XEC9Vq41F5gL2uueSWfJ6tz5NM20LQnBqpQYuUKhw+Miy4YL813fF8jhyvtGEBhjwRkCJKix4XSL17CHhOd5W5v7i4tLfqActmDK471ROnR1sVYT9aIgipjA4zjnqhg8OLo3lcnG4vnrN38QR5jwhrV8OMzv3XsPiD8cqH7/iFJP65ILxnnoLDk6Kvu793zSUJmmGFZW5pcXFsAgSv3F1dOFwvPLG0urIIQ47h/laTYaDK0xCrDwA8C4kFJJ6TGOMTLIMEIpBm1klkxzJTnnvh825xpCiLlSj8djRHlZyk6rc3BwUJUzEcDJbDabTqWUns8vX7r06U/9XCnLwXD4zvWb3/vzvzx5Yv3Rw833br67sLAwGw0f3NeXL56zFmn9mIxmjFHSVJDBKmlHUMloboCWxmAqKKKuLLo8mGdQN+bdL3/tt9+5SQN2/tnzz774Qn1+5SM//2l79/4/+53/03zzq0txvHT2XP3kelkkv/b5z60uzslsmowTKx1hwDgPCbVP5ldjzGyWjCZThFCtVqvX65TS0F/wPAHAmYgoAwbSj5bnLzyLqbNWXbv9wwc71wYHM+pa/f3xiaVTd/q33r/1rvj0x8p8TE1qnZ8XudIgRLTz8FFC8frKyoVzF4/2jv7g3//585cvPvfcy0pl771/Y2d7NBgzBybLs2eff+nho4M7d24K5S+tLl19516tJozNkzQZTyZxHDpHrl17sHGyQSDodZen09m5s6cxE/3RsSdke7G71Ly00t2wMojjuOaHRutkNoGqq9NaxjghFCFklKaEaCMJZs5ZZ61SaHlpg9GAEl9ZgsFZYzjnUqeD4WG96wjB7blm6Hc5zI6Gg3q0Qi0hIK3JjSm67WY2ywJO1lZWqmBWNchWB/o0jI4xNkY/th1YMAgxxpQqbWkIpcYiwijmxBokS20QAGWeH82mY8b8OAyiML7x7g0ppWD84cO7wm/nZaGdbbZaRVkIYH4UyFKXZel5XpWq4pwbI+M4LopCCMG43tzZf/Gll8MwpEarPBvXokZUE4RYQmOtNaE8zXOLUNxojKfFbDqi1J/N+stLC56IAazvBwSnDkol0Xg8StOUUhzH4Ww22zi5Vq/XpMykyvMi09rEtZhRPh6NOSWj4aDVapISR6Ef15aRVZx5hNjFxc5wPKrXG/W4VcqSEKFM2mi26o3693/wRq3mE8II4PNnT/vC9z1ci1Ce5VpbBKjZaM5mM2NMo9GYTEbVuFiv18qipBi3283JeJzMkqgWXzh39uj46GB/j1DinPMFq9fidFasrqwqpbQpATQh7tTpec78PBnt7x1duXDOY+3xNlppPn/29PPrq5eN8pVMwRCKMWAA55BF0/GEEoYJMdYhhwgGazUAQQg791NqbKXqPfEhVJPrUyH2p28Rh+yTOdhVcET75JZZTUjGGFP9xVqltAVrwABgv+ZbigihO/d3f+///f1+/7i72BU1P8+TF19+aTqdff2b37hw+QL14uLJpKWN0abi1D4Npdkn8qKrusWsRdZaAPJYb3YWEQKArUEYU8DgwFmErHPWWWcsOEewJRiV2hRKMUIKZauuA8ZIYEpKCcaAkMOUGoQYQ0v19uWN3s6ebvCodrHhcb/Z6tSCg2meLq6vMB/1B/snltfqcejuDf6zz/7iUr0daogII9Yhh/IkLbREjJbOaKeRRpgAYbQRMqm0RdqiqdI2bOLGldbppLl1WB7uXlWozrx2p7eCqF+fa1rkXFkUuRKBn2SF1rNaHPi+h7FVpcKYammZR6r51TlXzbJV+I88JlpYxoS11jmQUlfHbYzFmFLKjFXVVcDzMKVkOp0ap5RWRGLGfIzdxuWPjEd79/fvHgyLmmdbNdIIhEYY6dQXRIRMYALIOUMpUGtwKRUgqUyBOQDRnkhytelH3d3DPVaft5j7nrASJPGGpVNqhTHkxZlFhdPpfNM//fHzP/fKz+VZenRwWJbldrGFJUGJ+d7Xv3fpuXMZGdu8+Pzn/uZv/Lf/7A+/9G1ZRlqn4+mew+of/qO/P9ee/8IX/m+pzKPtO8++1AU6I9AqizyuR1EQHvePbr9/p9GozS8sfOtbb16+dOJof1yvx8nU3L97IDyGwGTpJK63W535g8NDwIgykmTFnXu3plPZbofW6cXFxYUllCY5YKuL4p23b8V+7cK508yz23uPGk3+7KXnkkOf2oWIzs/VFykNWT2UUhdlnmeFdXquMzcaTkejqSdoxRkVQgBCaZpdvXq1YnRTShljjzcRgAERgok1riylMRYhRxG04jgxmUFIeMG9h48w4KyQIfOdtcKjyDnP85rNtuf5gnPOBX78jAPB2CAHgK2zmALlVHiMMWKNBuQYJchZAHDWtlqtpeXlaVZQSjEGxnie56NRZo3Z3zsoy8JZrLUjmFqrKmd9dSPGyIF7ct1FKPJ955xzPAh8Z6004HmeNcZqlUs1O+o/2j0QfpjkJXBvWpR5OgPknLUUY0aZUdJnnBPSiON2vV4Zf0m1TsEYYyRl+d//d3//wvmzKyurH379dWORtNoU2FVVgNgBAU6o0Q4QLgh3FTHIIkyIUcYLan7QsC1LKM6LUmk1kBoZh4gfNIOT9d7pC89XTqYsz6ajnfFkmmVZmkxHaT6bTl/9wGu5RIhw7UAplc5mxppaXAMADIQSHMd+sxE9vJtQYo0KRlkyOFRH+/t+QA3gMGYEe8p6S51VbInP/ID7nFKMHLI68kWzEddroe9xraXWjlJKMS3zzGolKM/ynLAonc40LibjNEkcAXzr5lYQ+pQ7ZwKrYOvu8X/6uV8lxmeUpWnCPCBKhmFwNBmTUAwG/ZWNjUFZ1n0/jOtHx6Pt3aN6vYuJ12j2jHXW2LJwWWoBvGatZ1RUKt6e633w1RdHo35e5AQT5ofdxRP1evzVb/zx73/p377y8kuXL19cXVldO3kKY1LmZSkLTEiEMSVEybLMc6sKqSVyhgAhhIQeN1qXsijLwlonqAiCAGNCMK1F0d7hvuCikuAwJgCoWinMprNb41uV++WlF5977bXXjo4Gca02Ho/LsgSAbneOM2qV+dm8MmPsaYbEWqt0TokihCGHiaWckoi50fHu1k9+1J6UK4vzvz5Xv76z9d6jB7eOBqq1CPMrz33sY//4n/4vX/7Cb0fDPuTT8c5WvVv/11/83XrN+y9+9T8ZjidnTpyinE3SpLRazoqnrEhtjJMSY5wk+WSSEEI8Ogz8gDLaaMR5Wcxmk3q93u62hfCEiF+49KlnnvlQlo/TfDCeDIbHR3VYVKN+p72uTWmNLF2uCGDuDga7QAwj5J2r14QXeYL9+t/+he39R6keXr586dzFv1Hks0wmQJRxhdTl65+8+JFPnrv6xn2t0Kd//oX+8Xg4GidJyhhv1lvTiWxEeKG3nCZ5nqkgCDGGc+dPW1iX8ng2HlKuz1040d9VRhulC6vMY0yHc8Y6BhgAlaW02lTf3AY7ax1n3mSczc/PEyKK3CBTcyCNlZjavBgOx/szedRse2VusmlaCzKbe0fj4xOr5/yA5+VscX7O6EIWmUdgdWl+OBwaYzjnSilKqVLq6SRTCXYYEwBssbXaSK0Ixha5Uqovf/2rcb3e6fa0gZdf/qBfC0ulfGucdbUo8jhfXFj446999YOvfUBrUxSFg/Jrf/zHWXaUJgcLvW5Ya+RZaYzhjCGErNFKllqJoihrtcghYFxEMd3a2jp3/mKttkwr0PFodFBvxO1OMBiOg7CGCZ/NcoTIcDglPBJBXUsQHi0U9oEDhigQQ5UiUIz5Sqm5uZaU0lgVhl4Y+o8273c6HS66ADzPkrKQnufFcY2xVpYmnufJInfOOIfXV1aOB4PtrYdznZ7v8XZnrpRyf/+IMo8Ssb29fdw/XlxcNLokmNW8qBY2As93ttB6WkWHk9ms6lwlhE2nCQBuNBpSSq01DehwOAjDCEPZbLXv3bvHGVlcmD86Opol03o9phSsBd8jgRdbrv2Al3KS5+ODw/fb7aZHvG6zmU580O1nz3xkY+1ZSoLJZArYajXxPJbmSDCOESCEOKEVVhYh5JCryFaVn/Kp2Pp44/n4HeCqr67KI2stBuwAKiZBVSf7Uy3XIld121R/tNZGG6P1k4ETWeeU1o5AEAfD4fBLX/rSnc3Nl156abkWZXka1Gtb+7uTNKk14rle1zGCMCUYI2OUVgD2cU7tCTcMOQeYOGuRg2rqRuCeuLAtQtgho41GCGGgDlkAAoRWrbYOOYsBIUAYWwTOaq1toSwBRwATQrhilFiMgFCCCQHkPMqQKWtA56h38blXkaA3Hu786Oo7737/J6zV7Kezvf6N4/3tlU5TRv1TK6u/8vIH6lEtnSZhreasK43UZSlLabUOEUGY5qXNstzzmecBIdhJo1ROGafWGuQI1tiWJxfqz5zsHR5n12++fWfzxyeufGi/vwd+tFALg7CmFcrSgnKepIW1zvcF58I5xCi1SFc1mFWQs5qTKKWEkJ8Ftlc/UyVSOedVqlprjQAIIRZbTKE915xOZ2AxJgwh5sCJWtT2g7jdHR3vHPR379zfjbh+9YWzsS/yfMZkTrH2GPEpi30fGVwigkSQ5Kmz1hZ6IjLmix+/8/X/55t/RuuNs5eePX/22cXuRloKEbRGskYw5DNKcRT689jkeqQEqSE5OLO2gjG6HF/cPxzwUrz/9tatv3j3V3/tM5955fVmdOGLv/2FdBwAjY/6u4Ph4Df+3t/ZOLnxr/7V77Za3R+/8xevfPjsCx/oDAebHVRzCEdexDyyvTM+f2nxwYNHnU7n5ZfO9PtDisEodef23SDwo1qwsbFGqaBaM0pOnFh98PBRMi0WVuiLL774ztUbq6vrg/4IANqtdrtRz8qyLOiYTCkPknIAqX3m7Mps3E+HMqIbOO8162tx1DEarMGC+YLz8WyInHv0cNNa9+U/+srGxvIzzzxDKZVSMkzu3r1bJYF835dSYnDWWUpYEARVRFcprZSuLEQEkeFgQmJ28tw5aYNaCxdZPk5zEQhC+f7+gReKLMvSNK3X6wCYYEIfOxyQKpW2lgqmtKQMU0q2d7aajdbqympRGK2UMYoSah1MZ7NSahZE2jptkbNOAUqzAjAJg5ASWmppjaOEQlVpVeE+K2PQU+iztVxwKaXWqsLZqEJHUYSRrRwXUmmlXamMyyVCMDgeTCdj3/e0LJUsMdSS6TTPM+xcnkxNWTCEgGBjFThEHcbIUU5v33jn5js/9jzx4Q++DI4xRKW1lPI0Ty0y9XrNWkQpKXNllbPaBL5nnKWcW4oYQ4CQ1lUXDLAwcNpgcAxhBhiQGw1GpUxLa/xGO2oEZxt1Smkg+MH+3sP7989euCQRKIRF6Pf3j8ejEeUEU0KoMNrVAq/XaRbZpCwzgyUqa62o9erzn4ojnmbpJE0p9bgIjXJUUlVmxpiFxZ7VmmI3313mjFCCGSUEQCNskTXGKamstuCgKErnLOU419nBcF+Dm+8tW4k8IYajo/5gX+ba5Hh94cp866xKKUKIe4RCqYq8Xwze395ZPHnyzPlTO8PdH1z70WpjNJpOhqNxFDcYZ9YZJnxjrLFuMBj4/vzywpU8A4GiNCs/8uEXPvrXPm1UobXa3t7xvcgLQoTxf/iDPxyNR+9cu/rd734rDMNer/fiiy+/+uqrq8trVaQkTRJnkR+GgdcGjJLJZDweKqmMlIzSwPOttdjaUkqMcZZmJzc2RsPB8tIKJQQ5t7e3Y4whBAshnGVSFpVQN5tOzXhsLQCQS+fPtVotxtj+/v5sNkPIqp9xWznnqiLPCt9mrVUOWcJ9EnDk+8gXxjpTSkEfyvTuePTO8fErc7XPLi//Ej2/lxWPPP5Wf+fgG3/QOnH677302knu3yyz3/yj39vd9+Nee3cvmc0yk5T5cAoCcCDCVn21t5rn+WQyKcvSKckRVH2c1QTmzHSWTvK82N1zgvvG2r29rewnWVxrzC8srJ467YXtmLc86HZqJjzjzS4OqMyFy30P5YMDzEe6LIO4eXT/fqPTCru9i688/+//8A/mw253NeqeOJ3I0eHg7nf/4s76+snTp06X0nTmFxHNiCgXV3vdRk9JYyRJZvpPvvGd8WTYaswf7Y+7naXnrizvH+855HwvbLcbw/HBj37UZwHudfnx4d4I8tc/8BmjidYaYVx9PFEujLFSKoSxc44QIECqXgMpFQA4h/Iyca5Xi+qMCo0yrUttUsBYGRXHUasbFOXEExgQHx3ZsrALC/PWEi8InYMzZ0/35trZOOk0WgCuKDKMkVIlIaTqsHXucRbIOcDWWactgHPIWcsos04bY9M8M9YFtTgr9fb2zjPPvmidk2VxfJTWPM+ZQpUlhXA6Hi/05iml3e68cf6t2+89fHh9aSnefPTwxMrpixfPlUWBEUqSKcY4DENrjFJKaRPXG0dH/WYjVkr9k3/yj//Xf/o/UbAe6LnQM0We9Ac7XhAkWW6dmU6l4EFYW6JCGO3u7T9cWliZzVKocVKgPE+FCDDWGDxCSK1WK4rCWk0wLssCYzQcHmOMPS+21u7u7noeb7datSjUSgK4TndurtXCGB/sbSut4npkdAmY7u/vT6dJGEVZVkZhiAkx1hRpxjmLg3A2TZTMc1NGoa+sE54nlVpdPTkaDrUxGCPA1Fk3Gk7jesyoZ0zpRWEFDCAYdzqd3d1deni4vrG+vLKYZVmeJRgBC70sm1lj0kRHEZ+fW0zTbDaaHfZRp7X84qXXlnpXkK3LgudGESwAaUStc+AxVgklGCFEHkPRCUZV7s+CQxXSuCK4oaqHAB47TSx6gtyqUmLwtGcBwU99tw4hbU1VZlN12CqltDHOWKu0Q8iCc8ghCnGzsb23/Y1v/+ndu3fDWvTSKx8opQSE/LCWZYkFSLLSC2rGIas0JtY4V9XtPpFmASGLHAJAzlnnqv+6ce7xnOvAoMc9trYShxBCDoxxYCzGiFgECGEAhDBF6KmaiyptmWBMABFkS1M6irCygjlGMUaIAooYBes8g+xoao2+ENVPvv7x3RdeefP99779Vzf6g8ELp05fWl27cmLj3Or6nCvKpOjU4qwo8qIghNhSgQOOiJI6V8YQypjISy2NMkZbqxllDiFAxPc8RNzyPElniUoe1MF87Llmbv3r23fGU1Sf3zDeQpEDBuEHntKGEJxkKQCq1QQyljNStQlXuntVNvGUV1IdUzXLPo2jVovg6vi4ELbymRCMKQhKCWkY47K0cNYpaRDkDiGHg7h9stHasDIfHm5eu3eM9KBegzjg3eZco4aNy0k5c2WOEeE8pJiW0iiLB8Bu/+Tdv3z3Rx/+7IsQYB66o+QnW4fXnIoateXFhQs+rbFmYLTInLCOg1XIZGHD31NTQYCOcLdxsvfixnOnnx1MtiTK728eZmyTY28k1cPd96VOP/bJ15vt9u984Xcpx298/xt37v/wb73+mh+armgf9A8XF5cNyLPnTkudnTx5grEXd3f2Ai5euvLcw+DRbJYszK9WO30HzuM0DBtXr7+9sNg7sd49GhydPvvM6uoC5bmzZJrIZFZu74x8L1heWVldOn/6dOr5wcJStxbRvd1HEZsLw0VSzHcXz8ZBkxFKgGRZniZThzTloA06e+6U5/kvvPD8aHRkjCGAfV/cvn27suhgwLIoKaXWaVwZBSitFiB5nmMCgBBjRGYlC8JnX3y+d+LEX/7Vrc7CCkIIuZQzd/biheWkTNNZp9NL02xzc0sbu7m5GUXR4uICIWQ4GZdS1hv1MPSklMbqKIoYY1orYwylBABJbZNc9pZW9vcO9kf7hTShw84hZ1yhbV4qj4sKu+P7rNqWpGlWq9Wq3R/FAACPJROE8jwDAEoJABijPYaRVdZZrWz1OiFE+N7u7k7/aC+OG1qVudVKFkZrhGyRZ7UgZBgi32cYsDEMHAFCnMPOCIRLWVBrKCULnY5PKWGiKB1YB9j1D/b++b/456fOnmk2W//RL/7HYVh77+qtOK4FSwucYOqMRQ4psLYyNdk4IJYAcliWmhNQUlFC4nYcNiIEYI1zupDaZFIdT6a+H566dGmclwELLCEG0HSajMejZqvpEGiNMEDkB43IO9jfNEoSDmB0o9ZqRyfBlqjl0lIagwEzRhhyqCxnFBPfE5QSggkDINYxihkQZwyGSgUjlHJMELIYOWSQcxY7hzvdxZHcGs9Gw+MpI/Ti5VNxwpNpYbR3/twrTkVOa8wURYq6HKHy5p07f/FX17O33n7h2QslgZu7x/fyXUAEkN/tdI6Ph8PRMAxDjClyJAxCSiPOGhLJ8SQ5sbLx6quvFoXc3nnEGWvNdYUIMIUvfvELO7uPGLHznXh5oQkAk8nsB9//3l+88d2GH/V63YsXL62fONHpdCgLpTGqNNgLmr0QAXJKSlkYrY0prdGEedq4eqNBGTvuHyMyppT6vl+LG4HvKaUwRsaY0chQagkhlBLnkJQaAI/6R8l0jCrIutXGGgAM4ABVxA9wzgImzjgARCh2NEKEICOwAUEdaBXEkfKg/YFXykl54+3r073bL84trujRHMax9Vbr3HjEm45azR4BdPHiud9Y+jvHKk2RrjcanU5nIi0wbsGUyI3Gk/Q4EUII3w9rMSHEGFuW5SxJCFXWWgbYWitE6JwrS0kFC6I4yIs8Lze3d7b3+p4X1Wr+XKcVxUERaI/PYW6KMh1La3lAWYmIkow92r+7P9SHmzf8VvCRT30sSQd/8sZX5zqdtfXlTObtbgOw3ty6d2JjDWOLMKTZbPNRYrN6WajNh3tFYS9dPs+of7Cb7B+MygKlaR7WfQRWqszYbGml3ey0uA9KDU6eXlpsXJB6ak2IrDEWW6vDIDDaVJpZxfDK8qkzxhhTfZMzxgghQJhSijFWliXQKfdqAOF4qI+OBu34CofUj/LxpH/r1m1h+draiVde+tRbP9lszy1gjB9t70xGw4CLVqd1cHigtXsCk4af6Yuu0iOm4pJao61zBGNtHvehPtzdHk3G0bhJgMVBvVFvMIzrtWA2Hq2tdLudSOZZkR5jjNvttsaEUkppcOnS5SQ7/uRf+1A+mxDLrbWcc0ZpvV4nGOd5jont9XqHR32LcNxoZMlUUHjlxeeQc5RA25VnSjVETERhgIgLwvjW7UfasLNnVq9evVqr1zY3NwlmUZivrZ2YTQbjaVILhXE4z3LBWJZllZHC80ReZJQQSpkQol6vG4On07wsi0YjDsPg8PDQOTM/P690abTuj0ZHx30AaLWb3V73zvv3OAvrcaPT6Y2nYyH4wcGBx+jq0imj1Wg4qoeh53nWKGMlpcwaJLg/6I8Gg2Gz2XQOwKKylK25tjXOga1oYnmej0aTyWTGhVhcXNzb29NGERIxxmgUjUZjwcH3/OkkNcrMRtYnCzprksJ87rO/7onIWZ5nlmBEwCAwDjmHAJBvDSCnCSCHUGXHJgQ/btGo9ukYfkoxfGJzA/yEe1C9Ao/5JtV15wmuC5xzBiFbkQJMZTF4jOPSWmutASFCSSFL4XkWW4vQt7/77T/+029cunx5aX0NIZQrC5haoylQygSlPMuK2SzFhJVlKTxw1lrnKOCK/VVNtICeYhfxk92NxVDhGqqkWrU/UtWzhJBxzlmHjAWLoKpmBowA4WoMRoAc4Gryts5VLROlwxSQZxTFBgOEjBJiMWV5LtdaTZmPtCuwcqshPfXR1/7WL3z68Hjw9a985Vc++jGqNJMlos7nXBfKlsoUZWkMBmqNGZdlIDweBIXKU2k4Z1ZbQgh2qCwK5EBwTphwpQPhAkEcpVE3cAgPRrPLG7W5gX3v4dvH5plWu8t5FNc7zFgEGBNUlmUt1ABkNps6ioUQSqlqnqg+OJ4ir6sVW3VkT68ljz2axiilKWPVDEwpM8ZKKRkTrVarLPWomOSpYpwTSokQyGHu1xejFsVG5aPRaO/29qMf39yNQ312o77Si3yGnSpMlhgETIha3Pg33/rTr//ZN7obHXH88MylUw6n7fmGlXRn+3Cnv38wvIMd7R9PX3zuQwu9Dd9vEPCUFMPSIGhPShNINUlwREVIl4J2nOnx8gdeuLdbvHPr1s5Qz7KjuU7TOf3jN9/y/eDuvZvv3v7hylrAWMkI73ZXNne2jDNZnkwm473dR8gV58+dO7uxcfUn1wcHfY/hpVMnO52eEJ6zgAieTEe1Wu2X/sYvjycDHrBOr9fv9+/efb9Rryvp1tcWCRYHB4eUkihCvW5j4+zCYHhI/Zm2ImAtptrEdnvNk3WvFUU1Vcq8KAAjwWmhpEN2bX0ZMGCM8jxb6PbSNOWMXbt2rQpQWm0wxtUhEkIAgBJmjCnLUkpJGSYEl2VJKLVgnn3h2dMXTv+HP/12EC8Xpam6yBHodqfVXQysABP0QQAAIABJREFUlFEUCSGsMWWZDwaDZDLmwhuNRmmaKaNpzpvN2BgzmUxOrNMoigghxmipSmQs4aIoy0984lNBVNMIp4VOi9LzfApomsnhaCrTfp7njApjDCEsSZLvfOc7y8vLQghjzIkTJyqRrHoTVl9vaZo+zrdV0X0H0mkEYJQmjIG13bmmURITeuHMZy5fPL+5+ejG9XcODw9nSVqW5Xg8nk5n62urZZ5bYwBZSzAlYASTSRb7gZIFtTb2RGFwzSeyzBgh1hpAqEjTnTT1PCFlsX84xJQzTr72ta9GgXfh4jnP9zqd3ixNHQICnBjMGCbEUkoDIaSSlGNEqLZOG4NUwJ9GY53FyIpcFtoSKqRFsyShFDvkEMZ5oetR6DEaemRrdJimU+f8WmAFlSEnSAMgqPmhRQRjWnWUMBJUDq5K8hacM8aM0QScA2SlpIwTAKVzCk4wbLXLC+n7EbGiLOwo3dvbORLcX1lZerB1fTAcIuV3o7MLvRVtjMMOGYn0LIxhRvS1OzczI1ktuvfgAPzQ6noUsDTNw7ApJeU8qkWOMuwsyTONHFvsrc6muZHYE/6vfv5XanE0mQ2MVdpiwCQvysOje//Xv/nCwlxrvts8e3I1CoQ2dpwkWSanSZYeD/Z30ru3b+4dHsx1epeuXHn51Q+ePXehOdcxxqVpakocBC1KMXJ6PB4aVWRFsrC4+GhnCxilxEPI5nmROTcaTxByjTiu12tRVEvTdJZMtJZFliMH1uowqGmtLbKAAAMobRCQanVY1VX4gUAIGUDaKGcdRsIoJAQOGHYuD2qiBO11uldWNqbjfBI2tm7lX7x+uzEpL7QXF3E7okLO0mQ4a4N9/kOvbRdTStBf/+SnFYUTJ0/efvtaGAagjUIGIaVUSQV3GLS2WTarVmSdXm+u2zXGJEkym0y11rYsGaXChzTLLEJAnPAp0dpZQ1GRjNPB4W6ptSG425tfW1tt1+sOELDQSoSpwdI8/8Ffwr3Td7bv37h/651bR2l+9MFXP/bmj3/Qn1x/9tlzzDfdViwLFUXesJ9kWXH24pWdne3vfOe7UhYrSyuA6NiOG414obc0146KQqYperQ9Onl67vhoJjyTZIcb7YW5XrseLxBADb4ahnz8GNdFlLWVYATgMKl67DEhWGr1uFWUVLkdmxd5v3+8tLKECQB4Zc6cEcjiwKud2+ghnBVy0m0UzJ2+996NLPEfPRqWBdIaYeyERwxCszwfTxKCeeWKrFx21ULy/8cPBUoIwVVzEnJIa0soHU/Gk8nEme1m3F5bWwNtdVmC1WALgnW7GQbz8ebmg8tXLnmel0ib5FlYq9cbzaIsKomBOVaWJaPUOZelKQZcFMWJkxvd3mJ/NNbaGIus0ZUnIfAF5bRdD58bJ/eUpcBKxtDu3lCWXlxv3X+43ZpbAILnukuMcWXc9Ru3fc48j3AmCGeAXTKbUEYnk1m73XTOesITglfwubIsR6M0z7NOZ67eiKWSGCPGRJqmWZbNpqmSKgjrQeAxTvqDQbPZ1AqUMvfu3g1D32rW685VarOUKg7DdJZMiowQwAQRQiijyTQ5Oj5aWV2RslTK+L6IojBNkyiKpJSeCNIsy/K82WwxxseTyWQyWV5dybOy37+LEGo3mo24ARgCLwCLh8epyj1hT51af2a+e8qaSGbIWosRBuQssgjbJ5Y1DIhUTV/IusorXe1WKh0TAKwzP9PshZ/CDSr/ACCMcfWPPXbZOgRay6rsVmttHTz2yz4W2LV9Mt1aa62zjFEv9Cxy7915/5t/9m0g6PmXXgSMjbPGWIw5OGTAGGOdQ57nF3mRi8xZq6TCGGlp8GN7g3k8ScNTYq4DwJWFt2oywwj/bC0ZAnDIOmsQclA14DoHCD/OlRmEka0EauQAOewcQkArfoMxxiDCMNHaEucwxmlZJoWKgG8NJnNNjzPKOA4cNAjDTuVHe2ej8MznfylLEsyQVjqzoIvCaYukwcoxB6UuHCXg8amRrNSBx8G6rJhSyoBwTKnSxkhFOcllzhWUyolI0KCusS2LDDNdh6yxGJ3sLH/15iEjbnExlPkMqJ/lKedMOZumaRCEnDGN0dMi+OrxrpZr1ckWRVE99gihqqwPP14JkSAIrHVQid4GaauMMc4CcpDnBcak2+vk00yqzBoJBLSxxjECXBnCvMXe6kqtd7ZQo3Qy2Jweb/WnzZrotOteoClLM9l/783vuVb+ic+9sHp6XRHDGOzvDQ53+qP+zFq8sXF2b3AbI2ZE+e033j+9fqUdrYS8O9dcb0YLWhKjuaTzGMFMmaIgnFHM41lhg3huflXO9NH8Yri2vvLKKy/8+M0fD4+Pr7/1psDy+cvn2zW/IWohCZ679PyP3/rx/Xt3/SCIo3azHhEE79264xTZ3Nnr9FYfPBjlmd8/fnR8fDzX6cx15ra3dkZvvBtFPvHgsL/b7bYXlxcxxoJB/3DS6LRmPlteXtrZ2cxi73iyC1TnklJdY3lH4MVe83wzWgBEELjJbGKsc84Zp+r1sLvQBoyM0QicJzxrbaPRuHXrVmWcdcb+tOvEmKpE4Cllj3NurHTOMo6LMn32pXPPvHzi9//w3yJWM3bGGEUWW60BI+uQkZIgPJkmGM+MsZ7gc3NzURSVUhlrhOeZIp/NZv0hXV5ePnv2HMZ4MpkURUEwYZgB4DzLKGNplipjqBdiwo111trSmCzLfvXzny+mx4QQ95hkjYIwoIzW4trOzu7mo02l1OXLl4MgqO6lxpi9/b1mq0U5c4CMs84CJoAJQWAxJgg5Y/XSfMdjLM9Lwdndu3eDwP/Qhz9MCEYIFUWZJEn/uC8CP01SjBAhGDFCgFjjsizHDtWjeK41RzH2Acaz5NaNm/XW3P07dwAhrTUTwjl3fDTozyYn62enZfEnf/bNwGc/fPv7i4sL/9Xf/q8NNlz4OpeCcCcVRQYbzT0PAIBCXpSCUcYw4UTbKlJgrQZksQiEADJMlDTu8PAgCkLGqbaakcAXQavZkvlMy3Q4HAhv2fcFOOeMdkrTJ+k2gMqohaRSziEASgljjAEGZzUhFmMD1IWcagtKFggB4eAqUzQQp2Fl4cTgvb04qJVNefH8+dZcdDzaZF7d5vH63Mm4XrdpoY31OAiAPDk2TNUXO5+99IvDLNl9uHs0TDkLnaMY2PFxUhaDWi2oxY3xeAyOURTPtVepCygPJ2n62muvLC32tM5kmeRZGnVrGJNms/U7X/gX7WY98NnlC2e6rXg2GzsLnVarjNFGVOtv7WBCxpPx8upiVhYPHrx/671bnh+257oLi0uXLl1Zm18NQl8bgzHU4tjaMEYNL6wpA5T7zoBz2FpLCGUUOWcLpSY7+xhDEPhCBHHcMA2DrMuz3GhDCHHW2Cqr7JCSZfXN9fT5qiSb6jOTE4LAYSeRIEBxTl2qwAwzglRA+Yc+9CH7yZeYNHKvP7m39ejOnbcOdveS0ad/8Re+8+c/eO/Lw7uj/iOi39/f/ODHPtqo1dJkGgjOAs8HYFYxJZ2pYOfgeZ6UknI+mUy0NhgIQqjRnKscEZPJSCmFAFlrCAFCiNKF0jOMgQChDDAjiJDh6LA/PsYO4rDWiOuNqFmrefVGILzopZd+YW756KXX6J2Hd2fp4OBw6xMfv1iLk+l0Z3Fh6f/j6s1iJEuvO79zvu2usUfkXpWZtXdVrySbbLJBjiiK0oxGljVj2IANw8AM/OxHPxuGYQN+8osBjwZjzMCQYMk2II8ke0BJwyZFUmSTze5mr7Vn5Z4ZGXvc7duOH25WseW3ykJWZWTmvXHPd87//H7Pnnw6G83Pj+bPno5mM//Dv3n62utfvnPzqx+8//lnn5z83u99ZzyetFsxedy82un1WsfH++s7yWJh3/rGrfWNbqmzTm8wno+iKAqE9B5m0yVQ23vPABhj9TwQ4DLnWEOPvHfgqS4pOOeeLOeodck5EoCpQgaKKeJyYWHivEZCKRLwjVfvbr3x2pfms2r/2YV3XDJO5NCjd6REsJjPWo2YdFGbnjx58B4Q6t7NpVSPSGuNApEx74kh1lXvbDq/+9LL6Nl0OEvC0BqjuOScW++R8VLr6XQeRPF3v/tdbQ0BC4LQeVpZWyePRVGAc9YZJkQ9/PTOB3FA5I8OD9/86tezUudFeXh0LLgAZHVRKxB5p7setWi6xJPhw4vpWZYX1rmziyMC02jG5dK1Oq0iL4MgWFvbRGSL2aSshAe7zMpOzNOkAUBVpQEckbfWBEFgLdQ6BynLMAryfMk5H6z05rMZEeV53u+vALD5fKECMEXhvVMqnEwmjbTFkIVhsLk+ODw+JEfZbAYEDDBScjbPykqnaeoJqsoSudWVgbOm1+vsXtudTMaPHz+qqjJOQgLHJZdBkjZaWhvGRZo2kPMgCLrd7sUFH01Hn33y8ObNW9d3b08ulvkcwTS/8urb965/ZzETvmiiKhABiBOBJ0RWF22OwAI5AuQoXmxzAdBlp7PWmxIhcAD2vKlJL4hdLypFAv/CpOKJtHbee2SsBj05X3f1TN2ULc2ly/gyo6mkB3cxG/3vf/Inx6cnb771NevBAxVViYx5BLCe8FLBLAVvJIn3FhEubfXIPVgErKUJyJh3jhCfJ/gvbbrPt8MIiH3x77lAIl93T+ooL+N1T9eDJyDn/eXCKSAjLoEYEAGgQ7BgmZBE3lhjHTEuLXnPuIiSv3r3bx88UTevDXZ3N9baLYnAnQ+sh2xhwSkuZ4t5GIaLuTFlxTxJ5IJxAIgbDceg8FaCJ1uRNUgUR6HzUFWlJkDkURQyht7bsixLaw1rMSu1LZNIxWmAFkxVSKIra5tHRyeCSUcBipBx1Wq3GGOIJAQXjC+qChHTNK2qqr6lX2Sj64NKDWzyQM4awSErcudcSVUQBPXbAedcCiWE4EyGgSRCIsM5GJOrMOQKpAJAO5/PnXXa6TBo8jBGroIAQx42O2sSVb7IhqcH7372EMR4sO5zPaa0dWOnPy+Wj/c+f7S3NxmXN3dvXtnYffenP3rrrW9o7bzIN9Z2RifFZnfFZ6qaeVPN+Pxs486gkUZEdGrC0hYeuWVQOMktlEaLOPnW22//5rdjV2ZBiPP5BZX5Z++/10sS4B1e6tjJaljapcGA7MysNLsbV9ZW1rsPHj0kou2dG3/55+/MJnD3lVtf/8aNH7zzzk9/9tFyWUXR0dWdrcPjw6J0QUhXdzf2jw/v3NFWmyiKdnZ2Z5OlYvGdm/dUwGbTsQPa2NzaP3qWTfIG66x1b66ld5vBumAhk96Ss94hcmuNilR/tQ9I1prLEIiQguHPf/7zqqrqm6i+mOvQiBAiUIG1ttRl/ST25JTiXHhjbaMRfu2bd//n//W/L61f27rDWWoKCGTKFHO24kIQZ84RIZADZFhWVVHkSZIUeR7GyeHxcVmWzWZjvljsXr/Z7fS8R28pz4tAiDp3FAgWSvGrjz7YvXYjbROTsQgib3Sk1GwyHgwG2EkPDg7IE+fcWFsUhVRKqTCK4jCKGo1GTWyw1kZxnOXZD374w42NDcYYId66fltKIQRvNBPviTGW53kgw6LIkzjiDIuqRMT5fH5+foaI2pl2uy2ZuHb9ehRF9x8+CpRMkjhN4jhSSRSVWhsHUBlP6B0FAbs4G4H1D+4/eHD/obM2y7JOGAMwbS1KToysdyoQzWZj0O9zxhEZZwI8cs6NrrjAvb2nf/EXf/766691eu3rN290e706nMUI89J5IqGEg3orzgcx/8UHn2xcuX56dJgmiRdUb4eEKr66sXlw8HEYcGu0EMqxSAVJwIFAMALtHCJHqnnvPgoDxiRDAYwxxomcJ8Ol81CW1TyOmsyHAN56WzkbR5HkHEAc7x9fe+nqbHr24OLwa6/cOzp6cnH6bLCZJCom6m5t3GAgHVkhJUMfkEXUnzz79KO9z7bCO1meF74IQ8W8Go9HN2/eHp6Pj48OR+PzLBeNtBWKBqNeK9nKcysFScZ+69u/Qc46Xc4nU3K21WiFYfzzn773zjvv9NqNXr/dajbKolBStDv9u69++dnhyen5qLuyIpVAyZvNxjJfTqfTLCuqsspn5x+d7H/w7o+qiu7du/etb31re3u73W4LlGEUXkzn/ZVNzjk5n+f5fDHNqyoQknN0DlQYOmezokTERV5UZRUEotNsNRqti4sLY0xRlrXxpRaDvzjzc87qo37N8GKOyGkVh6hYhbKiUDYHOnO9NJ6e7i+nMyEGTmDFkvWvfeW7v/2tOMCn54fvffirA2Y/vP8xS5LW7laapp0kOdnfyxezAhEJlQrSZmul0wIOVVWVZekdIKL1njEmuKxbD+fDE85r2CJxgd1usyjzqiq01kqhB/TgONZLy0Tk0yiorGXIAWk0Hj95+nBtte+9uf3S3Q8+eTavgqSzacqtQfPO7d3flYF3bhLCpx9+8O/KZacRt6fj0ZXNK4KfGjc9G34Yhq3r19ZVsP7eL39eFOX2le1Op3Pn3nXnC5DdVpG/fO+N6XhpbLbe6GSF3tnZDhWcHB4vi7NrGzuXj1RP9WLW5bSWgWDSeyKPgitC773njCGgNV5IxbngjFdGE0IcOwez0ezT9z/+XhTzNO63m1ub6ze8YTovBYtMtUjDDhJkWemB5UazZkcbZ593bS5RS8/Roi+gTA7IOYvIGHgA0toqFTrnjg8OeRRKlIxRr9vRZVnqKkoabTfQFj0EwJPpdHzj1kZZlqSiOEnyCvv9PufcaB0ApFEMSiwXcwNGShkpxZFVWpdleefOHWDie3/9P54dH7z99ttdFQCgIFaMl/dzfT6aHV5Mxp8/2OMsSJopIPRXewTaGjeZzABdHMeHx8fT8bLTbp2enW5vryCLGCsnk3mjEXMhi6JC8JyxJJFVpY0pnQcPvqxKxlBKcXR0lKbpMs+Q8clkyhgLo2ZRVULQbD4NZIiIUogkCkPBl8tZHCprvS6MYHJ4fh5GqtVqcMEI0QNDJgLFG42Uc351e3u+mB4ePms240ZzNc+zzqCzzDIA9J4AWBAyqVRZVWWJKghkGGxsbN288tJsoj/4+eH64Pbu2s0bV+8p0cgWDAkBS+8LVxu0GEdEAAfgEeuJ/AvI6qXWsl68wEt3AgCB974OUgKw5ygD/CLz4gtNT3reGUXvvbX1gBrqS9Y5Z71jjNVRuRoceHh6+LP3fvb4yZPB6urrm18qqoqQGWuBoSdiXCBdVtnWas5BKb5czkW/a0GXxZzIMga+poxdNmLrxcm6XYscWf2Nvdgb/SJMF4HTr1+8IyJwvqY6eE/gAcnUdgVAVjd1nedUa8M4gC9rqwAQdww8k9NKk2CnuR8+PDoaLz5+dHF7e+v65qAd8iQUkoAAbKHTsDkajTkoxiQKxgQHxpCjQ7TGMO9DRHKCMWRMEoEDAmJlWSI6652tnGDcg+VRYL03yzwOZYhKcl5Z44Ww4DfWekWWvf7q3e7gSmnYcDSZzReTyYic5JxzFCqO61pfax3H8YuVz/rnU/++lsul1hoAaoxXvSKGiN5Z7z1j3DALWLftQSqJCIyBkIJJwxwZaxj5RtSUIsxLTUhZdk5I4BGJRVEk47DRVHGarl65WpTjwoxssc25Gx18llXR6PBio/1aJ8rA8Hzmf/Mf/KNn+0faXHSilyvb3ExXNno7SdBbbW8hyPFw8uzwVKoLxlgQNdMoEYmsDHpS3ruQh2Qt+BkWE6l61XKRKv7Wl+5e6XclhygsVtbg+OjTTz76VIMJGrIbtlmzEUixmMw31jae7h1w3o4bfWL+vY9//stPfjGdjG69utPttFqt5PjkKO6sra2vJo302rUrBwdPFtlECj9fnP/7v356+9Y9b/nRwTBJAsUbw4vJeDbPc7vavtbCqw2xkYqVABtccIPFMs9kFJV5GaVJp9P03ntyxugwjBA4Y+LRo/s1xZCIvHMesf4lSinDMHxxkdcAacYFgLPWKCV+9x//zp/9+b+O2hPlZaX3GRfoSWelFFK7ap5XAEGr1/Ou9jYBkeFSlVUFiBej8cXoIooi5xxVfjabITIphSWX57lMa7WSpyrnZA6ePC7zDHjwxle/EYWhtdqQaybh8OykmYaeQGsdBEGttnbOG2sB0QPV7xJCCEAoq5JznjYajVZrsVgcHhwkSWe5zPYP9q5f31FK7u5uhypgQpiyioKQMRYnsTYGEaM0MdaEdbhS68lihohAAedMChGFKg7DKFKtZvO/+Gf/fDadAPn5IucZH4/GURQdfPgrIrLGek/GGG2MMRa0UQBorHQQAFbzZT/tSANQgENCwTBQQvB5lh+fnDTS5PD7+1zwl+7c0VrLQN26cavTG3T6vVB2EImRlxyZh4effhzHaZFlUnArgEkRRUm73RaCLWaTxXLCORpjL8YX/W4TOHIp0VMcxoCMCe69BfKCcwAkYuTRAzIBQKVlFReV4NrDwlvjPcpAALrSTAPWCsPuMitPD8+uru/GLTWZnkszY4K4E2u9NV+sXdt6nXQIrvAMGTAFNJqeHwz3169v5iYLIowaYjqe6OmFauKvPv5gc6O/sdV0XlldSe6V5K24aypixGfj6dfefLvVaHAkz1lZZP3+IJRqMV3+i//lX6ow4TLY3b2BTHqndaWjyEoR3b796s4NT7b86OMP/WRsvCNyWxsr1uoyK6yxzlog2L8YPd3/9PH/9lkUJWnc2r1+Y2d7d3PzarfbS9NEoE7SNKzVRcZoU9XLGww5eSIGyFBICcCGo8l4PEVE5z0BMiHQkzOGvvDgMM8/rHVXBBRESak1B86i1kefnW3s7hrPf/B3PxqefPzb334ziDoXi1mJyZML15zN28z3o/abX/nOW2//o1mRA0IxXwjy/U77l+//Im00gCMXigink+l8MiNJURTHcSy4JABjrbVOa2uNFUIoJYQQeZ4rJYqiMMYKlAYsBwLkQcCQo/DClc6bisAjo0hIT8Cti2TQ2NhFsJU2+4/3mnGj1R788pOnj54dpu20001F0Bisri2m6trWb93YbXdSdnL0pKwm2o3Ox/eX+Wjn+nVjyjiVN26vloWZTYvjo5PFYtnupHGacskfPPwIScZJcPHsBFgc5EWkkGEYR11dMmud5KIe/HrnOWP2uQTUeeccCCYAPENfB+HqsH4cJwAMkavAZHkG6KOwe+Payydnjx89ftDtTk6H963LknAnYAFCIFjAfYABeMDheHp6evHm196ejC4AqrqQrTvEnPMXklvvPRAJJYldtsCklN5aJuRrr71OXOgy99YkjaCypXE2jNMoacowGM0NWSDR5Jz/8Cd/9+W3viGD0Gam1ewAsqo0YSSRIMtzYwx4FgZBVVXeEwD84R/+YX9lPUqb+wdHyPiy0GHsCZnIq/FCP53MT58+e/DBh7/iLN3auhaG6Y3bV/cPH2qzXBlsrWysnJ0fPnryeD7Le531vWdHaaKOTka3b15FOGukTe8NWRvH8Xw+63bTLMsnk0kjbVpPzrlur+2c02VRlqX3vtXqGGPDMCrzsqgKLgiApFSMsSSJF/P51atXAHRVLWfTabPZWV9bzZbl6srK6togioMsXziEuNE+PxsJZEJwztnBwdPZYtbpNqUUiDgY9IzRRZ4VpQHERqN1eHgURCEieqJCV0Kwra2t6WkOFL7x6puv3Pw22dZiqlWUMlYSVMYuvINa2Kh1LjgyVgvcJIJCkJykcwURseclKaudW847eB4kuCwEf128AlwiC14UiN5756wn670DIO9cWRUAXhuyl+Rkb+nyvBtF0WQy+d73vvfLX/1y+9bujVs3syK3zlnvjTdSKQJwzgvGoA7igkfwDHkQiPnMBIoLp4C8sw4ByHvOOXD2YvMMnnt3ORfw3HP2otr+Qi2Ovt6S4H8vU1EvuQHZersMa4k4OmcB0HlgQijGOXjLiBTnDLhlonAelSy9y1GOhrPhcHF1QOPz8sMP7+9e6V7ZbG9vrqRRMOj2j58doGYh5xbJABkkphggVlkeIJPAsLIMFDnukJBzIM8BA8nAk7POG1v5qgoo4jxiXBc5ViAqnTZSC6wiNsqK3Mz+6X/0T4LGyvBs7pzZWF/b2NpgDIen5/v7+1VRqrQppWw2m4yxoijqIqOWDxdFYbStQ5mIWA+CwzCskdRSSmtBcCaEQhB1hE8pkRVLxhDQMwMqkUgQqShgoTMeQShBKuBhTJmeQR77LHRkHM+1L7jkaZrGSaeqdlqJLcoyEFuPx5/c2Nx6evRhI2keHj7NprbfW9nc2N6+fqMx/MrW1tba2kBwUAG3zlXWddbXNm7cKUpzOrxY7H0y4yxsNnjUMB6acTPkjLQnXQlmDUjGpKnmkcQ713djFYahJjrt33n1S3ffmGXzi/nFcHo2L8cn44P2WmtR5MgEMH4+nu7vX2hwzRRef+3mYNBwLm+vpP2NK1m+WFlfabUaVZF969tvfPTRh1KxbNF49vTdXq/74Xv3lQrzrCiWy5tfvTWezKJADjq7QTFoJ2uxbKATRVFaoY113kHSaPZ6bSnQujLLs3a7PZ/Pe63ee+99kBezMAzrmGyogssBqFJhGNare/Ut+WLJj3GnlPxn//w//8nf/XA0OdThOYCaDGfc207EWvFGUSxUGPzsxz+eL82Xv/GN4XDYabVXV1ejUIVBwDlTQfDo0SPOFWO8KMpGMzk8POy22oPBKgvFiy9XG0isrZRk3hoEpjgaXQgm0FOatv7Vv/i/rmyt3bt3LwgjravRaFQDR4SSTIgwSqIoqrtfXIrn51LPGIvjOIqipNECxo1zTKjpfJYXVZo0rHX1AnhNyw3CwFgbBVEAAee8JjF5740xWl/+QMbT2YUbkzMMKQzDXrvV63e//84Po0C12yuLxWJ8MTJAVaUZskpXzrmyLNEZVxQ8EqYopGtLxyJU4+PJp589brX7/SuDqB2jwCwv0rSRNlqtZpu8I+tODo8ODw9P9vdn8+V3fvsa+y8wAAAgAElEQVR3/oPf/850iogkOHME3ppnT58u5vN2UyH3QogwjLrdflmURZE9ffqUUDrrR5Nz7TYFkSRXS6mBc07MkyXyzoaMcca4vcwCubgRVS4fL4YoMpezhA9ASmNLETBnK6nas/G4mQ50Xh4vps3e2u76+mp3de/kF9Px/v2PP3rtpZ1E9rNZmcg0d8Y5jc4j0Hg+Psrmx6cXg0HvpVfvFdMqSZNMTJlY3n7p6ubG2pOnDwSis+L61S8lanc85GVuT48Ov/ud71yqQrWRjDebTSnUj374g2dP95pr0c7ujf5gzdsyEAoI7j94/N6vHt248/K9197Y2d382Xsf7O89vrK5ur7Sd84IpDQSGPJWc1DmRbLSIuQPHjz2Do2rPv74o3d+8LdGQ78/ePMrX33jlRtbW1uDwcA5VxWFsoFUnIhqm3GlK201OV8H7QKlvCddltZZ50Bb541BxCAInvPYXf02aIz23nMR5JWJk0iqaLLwV3e+tD+k3Jr7x9Pvfue7x+XRRyefdHjLLAhZwCPV7QQ9VmwGthFXDpYkeL/bCYmSKLp2dXs8nxgEQiBPQCRQeu6MMZc9BeRhGLVarVZTlmWltQaPRVE0knae54FMkbTWpcRYBnGe58RCJjjznHHLZIjMEVglBHnvHXjtlEgQtSnmtsrPJuf7Zx84nlyc7z14Mmx14/ZKZ+8s6jaj1ZXdn//skzdffePN1/5pqHA02Xt08NNlfn66+KUHM5nnVVW1Wytr64MwSMlzQMuZAuY2es1PP76fNDZ3d3d/+u6v5sui1YgGndXBRksXXgopn9eRnDEiklJwwTw56ywQdw6ojh5ZAPSInMhHUYTIEFhVaoF9wcOikldW29ubX3JvZNP5cV4dn5yfLefnE+1XulvDs2cKkyhsBFGLeXp4/9F/+Af/ycnhUf2ewJ6vB33xQ2ut5AIZam+cd4oL73y9iXv3pbuaaDI+L/PFYj6rrOuvrBFKROFRelJcBXEYOu/feeedO6++7n3IBI/SpI7tYayyLFvaqtVsMCJrK2tMFMXtRkMEUVaY8WS6e20XuUIZGkcIIDwzR6OD+/cfW43d9k3vae/pvgrY2cnedH7x6qv3Cl2994v3naPpSHMWj0bzKIoqDcNzHQbF3V3yXvdXOmW5mM2njTSqqmo+XaRRkkQBMjWyi2yRyYCpULS7G7NpvpiXgWySQwYyDoWztiodUVMmqQyUUH7v8MI5nSaxSgYLXS3HQ6N1v9+tuBuen2RZrlRgTy7KsgxkEqcsbUhtijCUGxuryzybTufApDWcqdZ8ep7E4Xg+6630Ou3B2en0weeHnWazkazEbm2n89Xde9eSuKVz562WArXJiDwAIlOSpDeEiIqnQIQOOBECMGSInqAkRgAAjAORezGph0virPOGIffkEeoHGHtR4CKS9x4ZZ4iInDFkIIz2xlSVNd6DJQJdAnjvLHCmpEAppvPZX/3kbz74+FdCyhtvvCxkmDuHKnYAyEGgJwdExAFJW0AgQu85QOiJAKX1RII557QF7XIlQwLmHPOGGJMEDtEDEEOGxLSt6Lk9oVaUEdQxRWKcedTAPRC553hdT548AQATjDx4QksOkXMO2pRYt7QJbFkCAkLqBTpZV/CeHOcakfuoGaq1KC/1J9Pj253rIfHZUf504tJHkytr7fXuJBTQjEIrCAHIO0HkF5XzTnKOAivvHCMOyD3zoDkz5CtCA8xZD1JGDhBBca7BubKaNcLQO7c0WvDkdMJGS9y6/rUbN75qPdncE+Pea/KaHBjy/X633+/kRX6xmEzHs+HwBIAlUVoVpXPelCUAhFzaLpdCoifha0eFm0/GAGDBcSGEMQnnOQGEIQ8iFUQWfaOVal1a7623fqi4UpgEWoAMuNWZCtAybx1X4YBFYNJCV3amK/JIlUNcKs6F5KGiMODW7DRvr+X5Yqf59ePjg2Z30mymq6ur6+vr7XabbcogCAggq8p5ViKRUqqqlibPhBD9iNid1xFxuVyen59XVemTPAzDJEkgbJTGhDxDR1K2EcF5O3dukXPOrzB21TmrzPJaI7/ZL7VbjubL0XRRiGwv+9QL84+/+aXP7x8cnw+ZoLV+dHWnzZVgIipL3wrb5+ezRw9PeGCDNEg67W630UzDslqen+8PD2cCisX8qNfnP/3ri06y1Y9fCv3NfvNKIDsUU2lmDrj3ylOVJqrRDJXQVVUoJaKAI5lOI75//yNrl6FSVlvviYPSFTCmGPIgkHW70znlvSXSUnkhMMuJWPq7v//bP/v0+z/8/F+2ekbaCCX0QlcuxtrOn+7D7s4VgvHGQEkTCJtNTvaycVQtJ0/3nl29uh3HcavTduTTZgOIOEfGxfHJ2YNHD6/v7nTarfW1dWu9s6UzhrNYMLksFocXR2mz97ouu0m7qixILK0hVhXzE0E7ikXa6dmiMB6nuZ0uC22qKGBxGHlPR0fHnW7PXZ5BuVBBWVaIyIicriRDDjaJVMBBctTOEKl6dUMwLPNCKUnWkvfEKWACiJgQnokydOiReU42MdZY0gZsZc3BZLw/nEiGYSDg4GQyz7VgQobTTC8fPNvevhICSKe995XRWZl59I47VESop7OzIHBHB/czM7t64xqPVT4Z22yBelktJ41WI88XTGDSiNvtnvXQbDXzwjHugRznDDzOp6OyMirynlFD9AREDY7N1Dze+7ginZVOqdCWVcidQsuccCYUXMiozP2ZASdV6kwUyX3OA86CiAcAgjEPYEJe9FJ8dnCIUhQ4S1k/DVqmqpTgs/kx452iWgAxDsn42bDVbqqgf6v3D0/OTwAPXr/6FlQLLkxmKXY25cVULn9+9gQD+VJ/p9dutQcNDtmteytAYnfruga5LN3YjJv9dnFe3lv70m77lfkkbzXdlMt73/yttU6CfpK2Wg+ni/bWDm8MTmbTv/je/9nuUT/G1VS6fG5MYRiLonBltdc2ZjJ8/H//6bsURCfHx7rKJxeT7Y2r4ESYxMZUQrKz6SyIAsoXzUbnpZ3rZaGLMuOcXd/qPNs7QFy+/3ff+96//7crKyuDweDmjZvXr99YWVlNeBqFCU9kKGVYZE7nWlcMocgz4733FshyspwRolmKwAMZ56JAIjJdlUBInoQMGGOSsyhQhNxa9vD+JxfLDxvdzdlS90L2yx9+Mjw7++qXdv6z//R3/uiP/3S2dF63ng3ZkWIHEa2G+TfubupyOT0/293d3T87L4xvtlbE8/ROURTGGLLkvK4hPgje63J4smSMKaWklChkkqrlcsk4FUVB5B1WxElrLSMmATlHIqfBWK0Z5xxDYIwLJmoqEM6cc2EjKir93ge/8IRhnG731bW1K5P5zJwtQ5PYSvzN40+/9tZb/+ZPf9Rvv/873/767e3Vu/1vMl9p9xvTcv7k+PG5Oz9+fPDk6eedVhJHsHNtXXpKG+tFubx1a4NRNZ9MB2sbHQXOVHHQU6ypC64QkYgDOGsZY1WlgSF4UkKA98itMQa855JzxuoWW1FqJQQQIRFI5pxHXERNK4TgsOo0rqRXXFxud35vqT9Bw9zS6Gg2Xh6fFhNTdXSVvvLSTbXIRKmtBIZYc4Yl585aUc+gneOItRMMCCIVGV0aX0nF82omIBIiWO2uu8aaiMXTo/15tUyiDkdBnkklrc8x4NnSHx+cNOMIgCbjWSNpeKBFUawO2sViHicpkEfOrcGo0ULExTJTnMftoN9KVpthGCX1nj2QF1qbg4Oj+XxeZbrXG4xGIy7A2KrSbGd75/xsyGXsPezt7adJ8+mzvVanEwRhnudpGi8W+ZO95dbWSlLwPDftZovAI7FOr2s0VUZUleYsFByt0bPpstkcEJWMYRDI+WyWJOHZaB4EQbvbLaoqryrh7XQ6mc1mg17Xkp8PZ87adrvVSDvji8X980dSys3Nzfl8LmXAhNI0ETapTMpF4L0aXuTzeRbHqbP86PiYyGxvDLyDyWhxsjc7R+dNeHPjrdde+frayna3PQATkoeiqJA4ArfO1lPHSzoVwSWo9bnAliGD59qML2ZK6glmfV75tagW2Ytp9ItjTZ2Ur5u1NSXruSXVEvmizLWtHDgiR+QIQMVhZcxHn3784OHD89FFEIVbW1e994D8xQjgRbj2i5oxZAS+vgkJmWs00tMzyLIsVGG9hhyokHFgwBAJ0CPWpsv6H3u6dIV6/MIyIzx//ez5ROmLX7EerFtra/MzYwwRrLVCcGsdAqv33BhnRHNryVvHuQIvvZdcBkWZB6GaTuf9ZsNUBrwGJpHJrLKzZfn08EgyaidRv9va7HfWVvqtRkORB2akQHKGDCFRKDhyV+qsKo10QspAipiTjyPunOXca6MbkiNg0GgjKgCel37/wq5f//KNtRseIm3r0rwuBshaRwSM8/pXHAbRehRurm2Rx9lktlzm8/m8zHLrDEMMwyCdLfPltFhehEKH0ni7TLlN09gTudI677kT3jOj5awEbYNGYy2MBnEySIIecYntM0/WmNwUPtABWSPjKAgUOOc0eAZIqhGnyJjRVgpVFAURcJRFURCREDyJW0Iorct+f8U5W5Z5URQH++cHz86jOEqSJEkSxlApKTgvS+M9OOuN1s1mow4/R1G4trZaC8/m89liOcvz3DknZCiEUEpGUWyMj6La9Gut9Yi8kuk5CEmxlP2kLZod5X12a/c1h9NsOfnSlTd8yM6Hx6ejvdne0IIvjWu0O7nWw/HFbD6PQvY56Vdeu8tcXhT5vTeuD4fVqCj2nw3jfp9CuQproRhc27q70r6aBu00bhCYWAaLvPAOu61WkioiV9O/ORfNsH1+fv7o4cM6POrIIiKgI/LIUColBNNae++0KY32KvDACkAxX1R3X7n35bdu/9UP/82jg3dFBEXBkzQwptJaMBxcnFe2qi6m00aDhXHbwaSRRIN+LwjCwaD/5PHjIs+qqkQGYRgYY4SUzlnvSUrFmfAE1nrGGDHwdNlStZ7CKN3u94uKANDYGo7hjfXG0On5BFFOJos4bW1tXl3kenu7ygtNxBut3mwxF0EwXy6ZCqbTWRBGWlvyaCy1Wt04DhHbnPMkTnVVKRlWlZZSkffIvFKSAUoVXC44ovOu7rswaw0SXJI5gJAxpUIQyqEnht6St0TOcMmqymbL+ebGRqvTe/nll4uisMYcHh0VRRaG0phSV6hL8/TxnlJi0F0pqlIIfnp27BiMx6MbN3ZG50Onta00WCeARUq5SisuwOoyW8ZKSmSCk+BCCBxPiuX4QtM0DgNkwmjb7iUrgx4QnZ+fK8WUUq1GY7lcAAkiItBCAmeYV9OCJifDh1LxXnfQiNtnw32lQiGCZrMB5Bm48fRkMjnJy8nwMIuTzSx2Raq1rqQUrWSFM16VFQDz3kquptMlEygD0Ug7b7yxNuhvVEXNYGQyAEf66Pjo/fff72z0o1Z7ZX3VuAKFo+KCAXz83pMw6ZIQxpf9VvTKS9dSFg7HB87EWa7769e+8ubr3pZxGB8dnQoRJK3ufL747/7b/+b0+KiRhLdu3Wy2GkoJzsNACu99HEXWuTiK+rduowpv7l4j5zhj4D1HMKZiHKtKAxNp2kagPC+kCLyCOA6lZErJTqvFQCyXueZssViU2eSnf/v9H3//r6x1UZxc2bpy9er2+vp6r9cfDAaNZhsBy7Rczuc6z0tryYM1hkBZu+ScKymU5NZYVosaQDBiDBgDCAJJRGEkXr+780d/+meP7n/MVWN//2Bl0EPnf/Gz088//pV3qKJ22F4LkzY5bgrz5Gjvqy9tI1dKUBRFBwcHnPNssRRC1MDEmlT6Al3ywuxY48CttWVZWg8v2oree0DinOd5XpNq6s+ss/X1trfgqn621ladVqPBOQfGyqL68msvN1vtH//kJx9/8n6324+TpBE3fD6uTAbaPfr8k6tbGwj0+cOno+HwjbvXvTGMiyDd2Lq29ta1G7m2ZVWW2WQ8O7r/6BclzfOjTLJ0pRsKKGMeDVIqofQiP3y4t3L9ViNokGF1hKPOvAGA4Pz5YlZNRkfGBWeMaos9EOc8SRNWs+gosk6r1H7+5EcHRx81026/vx4FioiajS4nWu0Mdq5tTg4Pk+j2wudHc3s6pnZ789HRE40GSfwakP9r8Ojzp7+vyCPjXOsCmA8CUZnq//l3fymDqNMdSAxfufPq9sbug8ePTp/tR8Gw3+lapbhvAGfg3Nn09OtffysIgsgjwkKIIE0axjgAkEoywbWzoZRBFDEhFouF4NwRZUUeBAFyVlaFc1YpiYhCSSWE7HQ6my9taG2MLawrsmWZxr0oiKMgOjgZzqaLOEovLkZBEOrKPnm8F0WhNZaheP3lN2RAi2yRJt1sebG21p2MJiiYNrbSJlBhUeRaQxBLRF4WBohJKUajC85BqZQJHkRhaUsuhDc0mk3a7Zaxtjvoj0ej5TzvNDtFbrLliDFspJ1WuxGGsdZ2sVgcHR0lLb+xsaWcm80L74HzKsuWi2UB4KXijThuJ4mpEJLUzItua/srr3/r2s6r4AOjwWaCcaoBst4jILB6iE614/WybMVLyyuCv4SwvigfCf6eqPby2nr+Z3yeT31xS8Dl/8leqMIuE9b1NWoq5IgEtqqc9yoJu93ORx999Cd/+n9Y527evrWyuuYRnXOEDJ+ns/+eVPdFzhXR+YrgEsxQI28ZssViHvVDKWVZ5o20CQCePAEB0eWOV03Khec7jDUQ11op5SWU4bIV/ffK2RcitF9zrLzjCAhonGEi8GAZF4wBCoaIzlXE0OqCwHgnjAbCSHIXBIo8kXOMjGQYKMG4qCpTGpRx15I7y/Xpcvzg8UkjiddXu9eubOxurUqJjGlG1lujy0pDaUgTMLIIQEAMgXElAUAIAjBJIBeZkWlDht2nR8OotXHvjbdIdphqlSV4V39TyLmoZ7ne04sbmDHmyHPGiVzaSLrtFmOb3vvpZHRycvzw4cPh/R9f29149c5VgY77XDEQiIFw5Dm4QJO2zKOUXKjJsroYL84uhiczUPHaYP1m0uhHXQmEgQikxKoqpZCT2awsThpJGsepMyBUKBgngCgMEDFJet5TWVREMJvNjdYZ5fXpibyIo0TJhLMsjvxyuRyPJqcnF977KAqbrXR9dbXdahpbX4fOOXLeOeeyPIvjWAaiLMukkaSY9gA4559//nA2m7VarTw/5Jyvrq4kSYLIgUgISTKonHFUauNBcwWBt5gkAWg1SFd7oVWmePn6tfLaa0ejw8+efvb+s49XOutr1ze2bq7nbrGxstJQ4f7h3s617fuPHzImrl+/Hqfx9ZNeVcKtm3eH77XARWvd64lqR6qBhAhMu4oRNZOk1WkQagBe5to5H0XhbDZ78OChEgoFWmudNwDgvUMkLoQKWL3MWm9UtFphVS25FMs8u3Pn9te/efdf/fH/YPiRxVMp2s7yhw8ft9pNxTc2B7dD7E8neZblQdhwEJxeDN99992q0u1OV2tb5AVjKDhjDI0xRVEEAQWBEkKUZXV+PpxMx9d2dne3dy0YzjkBI0DvYXgxcRckg8R5AERjjRQckQsRxmFoLJMqAsJGoxWlbH1zU5dFIw6SKBxfnJydnQshPVGlTand6dnQWB9FURSGjIPzVnERh4nkarkshFCCEQD9+Ec/8N4LBtev766trbVaLc45AOZ5obUxleZMOu/RM8WUYLw+v3iwyJlAgUIwyYBREIYAvqryogics0SUpvHRySFZt9rrTkbDfMb+4A/+Sb5cnJ+dcqH29/ebzeYrr70kVeKIdJY34ygOw8Nn+6cnJ977UIXeWg4oGUvCQCJKxMpaBAHAvC5H56erGzuMC2BSMNnvdfv9/mRyXr+jLrP5lY0re3sHAoONjY35xUm5XOQGsyqbV5OziwtjZ97nqYS8nA5HWRCqQjcY98bmi8Xk9Oyg3WkGgSrL0pnF+ckkSaPNzQ0pBXpUKqxNAQ6RMxVFkQNbFHpnZ5uhKk0BwLyjHOQnv9yHQL760u8bBsRkkWVVdtHrpzzeLHMTrRtHMk5jj/lKX0jwihnZahdF1E5Xbty+Q6C9t0VFReXiVnN1ZeWP/+h/evb0SajYq6++vLY2MNo4b7vd7nw6iaLIWttqtsqq8tYZk3OOgVTWVp1Wc7lclmWmVGg9eI9ZVjGhYpmEMhoOz7ngnLM8XzpjmKRBvz3Nls2VLucckeVZcXp6ypgYnR1+8uF73vtmpz9Y39re3n3l7r1bt26t3tzI83w2m41Go7LUi8XCWSLnRCDIEQI6S1LKQNUEJK4U915zRMnclbXuf/1f/Zcfff7or7//t2d7H5STphSit7otvWEoKuvOzs6nhV/d2pTobu8OVNzstVZCJRbzZZ6VQRAEYSw4t9aWpfbeB4Gr/Q5SyjRNO71BPbzO89xUlSOM46h2Gy0Wi8tIPbka8lUbSWoVzotHNmc8CIJLtiuiNYU1pu7LfOvtry0WC45fXe23Pvvss6Mn+4LLTmelv74pPJ4ePGl2+81Wq93dCWN1OskYUTUb3XrldWTh5tbOs4OSS762Jl9K4R/81n+cmzFa/+7f/s1y+vh0/5PpZEZKbN9YM3bRurXSTbo+Iw2AnNe+QFdV3jnGOEfOkdfwd8Y4Y0i+5m+Csw6Rh1FEBETEMUDp0pYlfla4B2hSXB4Vw8p76HU3ihMX3/2aTNfE0jZZJJwNWivrvdajk4txPifh4Tm76cXs9ou1B6LnknvvGEdAcuQqU0zn497K2vnodH6x/NY3viG5yGZLMnYBJmYFi5OLfPxn//b/ffNrb6dh4x/8xjeFEAiAUIe24rIsuZDENZeMCdS2dM6lKuUCwyiw1upCRzJiyFxpGZAuS0AQy8UyjdIyKyaT0fHJ0Xw2u/fyy/1edz6bL5eZtTYQEUC+XOZp2hRCXozGcZyEYShlIFX0+aML75ahLNJY7253TCWSpDMcjbV1lkChBHCAIGUkZXM6nZJn5CBNG4huODwPZMo5XywXUiqjq267E8cxOCryHABWeitxECGCkNyYiks0xpZl6YkQ2bXrN6IUi6KsKhcnsRTKWgtoG2lS6RIRBZOLsdUlT8Orv/Mbb66v3IpUD0xYFFaKwFpHXltvOZecC2MsZxyIoO5HAvEXZSIBAtQUgi9m3usC9bnp1L1YsaqjqHRplP11C7POJjwvZNF7551nl/WEYQydM46cCGQo+Wd7j3/yJ388Ho/76ytxktrLQhtr1hwg1omZF8XWi9dWn0EZQ+eIMawdBwAUxeFyuVwdrAahyooM8HKbjdW+D3JfINFe9qHZpUaMXlTPL4ra/5/W+UWvum7oIHDyQFiX+LULzfz6gIDEOQrJOAfLfCg4+SJMoryqWu2GElwXhojKsmSRZEIyQEtgHQgRM0QN+dzQ8vDi8PTi80eNjX57faW7OehzLpzkQACeGDDwaJ0hR4hoXakCEYZCyhSRt3vxvBD5Ul+9+/Zg87rBINMMPXoQHC0AAqAUkrGsvgRYPcK6JAhjVZT1x1obhsg5a7fSTufW1Svr1avr89n5LBshLJqhDSMRcASjJZeM8zSIKlM5V6AvtV82V5Ldjdaikgen8+no5+MzBs0b3e5KFLaQK6FC7Q0GkRK8IrJVAR4DXzMIEQE9UKnLPCt0ZRqNZreflBn33mtTau2srWbTLIoC75iUYasZrgzWl8tFXuScYVkVn3z6IInDTrvVajWjOORMCiFqd7aUsijKWjpQVRUADIfDqipv3rwRRVFRFHleXFyMRqORUkGv15NSoWMKIg+AUAFH5x3wIKsE51fIIQAGcu6I0GerzU7v9Zv3bn4DIzfV48PRY87E/HxMvTZw+ejhUSxX8qx88snexlpsJycha48fHdh8a7V/RfCW4LH3WJQZZ96RSRtpHCdaFx60lCIIlJRyOBzu7+/XF1tNr6vldkryGvxXVaW13llfs0ay4iJQyXxWvvr6q1/95t2//Ot/TWIoZNVt9ErtyfkkSbudgTd9hHazsZrExrglAN++1mh31opy5qw/OTk9OjnNiuLhw8dBFN0JkyCQxjrCSgheFAVjbGfnWqvVCINgscjCICCobz0/Wyzv3H3lYjIZT+em3voCAMac81leee4IL6l52lQeBCFJKZz309mMgPKyKMpq98atKG46om//5nfm8wV5T+SfPHlMzjPG9/YOut2uEOr8/KLXaydxMJkOh8Pzyeji0ePPyzJvtVprq6vd7iCOk6tXd6IoAcAwCMkSGXLOEBEwQgbeOyIQSMQZAlRVVVVlVwjyzjkTRREiee8cOZPPlVLLRd5uthpJurmxmefLs+HZ/0fWm/5Ill7nne9517vFHpFrZda+9r6wW2xuIkVaojYLsA0b8CwYwQZmBh54Pg0wwPwL83k8FqAZ2MZYMrVwKFOQZXJEsdmk2Gr2Wt3V1bVmZuUaGeuNu73bmQ83M1mU62NFoeLGdt9znvOc37N3uBdFISJrJC1God/v/fo3v4nelmU5nU6zPI+jaDqbHx0eDI9HRmtnPTqsTBGGwWw6Jd4pzjzQSpsbz1x+/XOveW/u33s/UGqRTdE6bSpKSRTyV167JeiFxWRSLMjWzuGff++u1QHncOeTna27e2vrK3meMuYpM0WRejTLy0t5kVmLWvv5PHWmHAzWut0eIpmneSybgWICqFSM08h7Z60FBknc6PcHWmsAJoREh8d700UhA97lrAHIKQSBcksNY+yiERLP0fJKiMi5yvkRryaLbDzVhRAQhW3Km+1OD73Oq5wgb3f6Ikzu3P70rTffbERBEvHV5T56H4YKvV8sUm20c05r02q1lZBFUUZRjOjLYqEkn0xHnHFEb70bDFYqbdM0I0i1rpKVHhWSAPXohJSCcyDMWC04MAYUiEfXakXt1uX5PLXWhoEoikJbONzd3dvZ/umP3+z1lzqd7sXLl69du97vD+I4Mcbk09l0MinLoiwLY+ZiSngAACAASURBVAwhRFuN4BijIIRBCGVCfAUe0+kxofTq+ZUL/80//K//8W8dHOw/fPDgs0ejvSc7VVFSJrXnr33+S/cfbR9ORu3Q/OEf/0lDwX/7T//xfD4/d+7cySautbW8aq2tcV31eZSmaZqmQogwPJlN1VyaoijqBRVKqUeHHmvfwhm4psYI1CXs2c60tZZSKhmnjBGtjTXz6UxKcePqletXLv32b/zaIls8vHf/yfaT+1u7w+mi2V/5/Ku/8p0/++7Bk8dZmr72yos3r1+jM52PsrAXFhOy/eDRn//F99bPbSTNiEt267kbg35/bf0LT7R67XM3G0l0++P3xtNd53g7bkeqdXiYUR7VitrZmVsnUJ4IZ4ScEBoIMkIpA4LAOA/D0HlvnAPgXFDrcq50f00phZPpVtJKsqwsCaVho3Bjwg0XfjYeyVAKCQezyXg0NBzqnZj/Yp3m5zxaJHUFUoM8HeUwHB3vHewDVzKIWu2GCgQDaEUNdPrm1XODXmysnc7Se3fu/MpXf63X76+vr+/v7rX764RQ4kkjaS0Wu1WlOWUEsSzKIAgYZVm6YIxprQFJFITWmKqsFBdFYYIwoBQ452Jra/vwcF8pvr2zfePGtbLMbt/es8ZdunAZEbe37+3t7LU6HfQ66jQCFXU7gzRNrYB5mh8dzwmWm6vt61eeaTfDrccP1tb7+/v3VUTb/TYXuNYeUAbT+YQCN6aSIo6iyBptjYmjxCKbHA+TpKm1iZSKAulMxYjPF3mn1c3mi/FiBEDCOJjPZ0JS4NS60BjjvDt3bj3N0qryxhoZ8DQbO2sJocejYyD84sVLi7F78nj80ouvvfLi1yXruSrI5l4pAQS8R8aoR8YYJQTQIadMa13r83W9QOEsI+HnjoIztB4iAgPy1Pz9aWQBANTaHj2NVKgXqRFJvYbFGD9J1KoTLR0BRoEzRVXUiL79nW//4G9/vLFxfu38BqXUO0QE7701XkgpuDRGU/oLfdLTAm397Kdfb/TecaBBEAyHc+cco7wsc4+WEIFYR7yQp0N366wHSil6X9NV69+/O6UMUvZzSfgs3bf+adW/uBNzBSClULNyjDFAUQhBADgPuADnrUdvTOk9BkosisVosh8l0maacoEUqswIphlXFMB69NYjp4RSHiZVWQCSoqgmi8OtvaNGLM8tL62vLi8NuknYok4iWsHrz8AIKay1nCvvKQFgUX9rb9LqrT7/lV8lRngii8pRLo3xjMEvhA/XnyBwj74eZ9eWYQbUOcspFYJZWznrKQXvfBSI6NwzvY2b3qVlenS49+nu1sNOA7uJiEOw1UKUXDJGfGV13hQkbEpH81Yz6jQDpI3xOPvp3fv3n3wcx73l9csy7oStVuWAiaa36DxlxOZZVhY5UkS0jWZECFrvZMCLaqa1DkQTERgPoygqyxKxsNYbY4yxUspFVkRxU8oQ0cdxIwxjrYvdvYOtrR1CkHO2ujZYW1trtZp1A1Pr9GEY7u7uTiaTK1cuJUni6nA+wI2NZyhlVVUNh8PxeISaRSpqdlTU5CIS1mJlqMNwXpggCB2SKfUBF9TGAXPUloOwBzRfb65dDtaORrtb05133nnHuLIoi+effXW1P/CwKMcLM6UUeiVdTsRSKLuAkgnprC2rSkji0VpngSKgJ4jW2VCq6XT64MGDsqzCMCyLso4ecI5QShkXXNQNpDfGUBCI4B002tFovLh06drrX3z9D/7of7+/+yOV6OW11dl8Xph8ZbBE0EgZImloAwyJcRoJ4VQx5s9trlu3zBi7euNWlhXpIh+Pxzu7u44QRygPIkBXFEWr1aKUHhwcNJvNMEyMd6SqCACh1HpLubx+49nnwoAyWRmfF0VtetHaOYcPtx8Bpd5XHi0AIEH0qOLImxIoFlW1vbMTJw1PkEuhuLh0+YpSASJySjmttDbo6Ww8zfOiqqo4icqybLfjosiFZK1WohSvSj+bjvJs/vHHtyfj2a//+m99/o0vpuniow/uLA+W1/qrkksgQDhljGlr0DrjkQMlSIBgWeTz2WQtiZWSjEIQKK01IjJGvDdSCq2td8YQwrnodNqIbjweKRXv7j6RgjFKvDNSiiSMWr3u8vraq7/0mnUOK/v4yY6QwXA4CgIVhYpTur93yJksioKqsNPuvfjcM2HAj49HeZYy7imSTqezWMy5ABnnD7Z+0miUgYCg2z0fdjofNHhqijJdpMPMVdodVsX85q2LaZo6XxqjCWGrqxfzrARSWGu8k3GcjEbTTrsFBKIOFkVBkFJmmQxUIIGCCGQYnQi3QRCYSlPKcz1TTUSqrbOUClNY57QRJcHKGR8GCdGsXEAYRpwUxo5N4Q6ODpNmVwb8l7/0K7ZKrSud94zLynpi3f/5r/7VfDLqdRsb6wMpWBSoPM+llHmeN1udqqoYF/Wyo9YavCfoozDIspRxSpVkUlBgG+fPByqZjKe506PheDRbeConswkhVgjSa3esdVrrRrNRjxdq6dcaF0Uh57zdbgHA4XDkkFZVtcjyIp8c7G99+OG7nAsp1PlLFz/3uddfeub1a9duzGaLeTo9ONgZT44RLXAuAkGAGE8ESHSGUEHBWGutyRwhVldXL51/9sYVIlvOmO1Hj29/dPsnP333ynpnd/uzYn748EG1stRDnc3S+Xg8DoLAWttoNMIwbLfbFGA6nZZlmRVFEAT1vbo+raqqqlMbAeAEPIJYS7DG6DMIY+00ePqgd87JejiJyBhTSgGAddoSGoSJtZXz1pSaENS6CsPg5Zde+PznXiEsODyeHE3T0XR0uP3g4PAwlPJctzFoRH3Cx7uHscZ0US512v/VP/kHRWmKwv37P/jT6TEE8ZP+cuu1l3/jj/+f37t2efNrv/xPpukTIHm5KEGH1KTDycQ5pytNkCil+Cme5YwBenLx6OubnrEFA2BCnowdwTtrjNGIzjkdNxtUkKPjwziOp+mTRK7YcLYQk2AtqEYljQRhLDtOCaHpbN7qdImFs4r2rND/ec2AYK0VIrDWEAqMicUi7/YGAAyRbp7f1LoCIJLLrEibodpcH1RliX7y0gvP3bpxM2rEx8fHo+m83V9nCITQRqM1GW/lRdkKojLXjHJnvOAcLTrnZCizPJvNZq1GkxDiwNVwTERk/+y//+/+/P/7dl7kURw1W03GebPRqgqzs7W3SIvbH37y8NF+p9PutLutdjsMo3m62N3dY1JJGcxnqQfa6fSUDChIwWOKSqlEKhVFgQeTRGEYxPP5lAA675YGS0EQUsLyPC/LCj0hiP1Ot91pAfpQBUWWUSS9bs9pX+aF4LzRSChnWZZKxR3xSkkVSGPNYNA3RpdVziiqkHXaDSHY+Hhc5p5DC1wTdWNj9cUvfv7vX7n4irctZ0JvJWPSo6fMI9EOK04VIMFTAbKeMqB3vI6i9id124lT9pRpQOoQdQCLziNaa2s6QP0wPgUEeAp3dRK8Xi8qAtTlQq3XWgKAgJRTR/w777/77/79vzsYHg3OraogQEKs9afPSsnJ9ZyoyGfi6M/BQz9PKrMnGvGJZdc5Z2azWbfTA8r2D3YHgyVEgliruTWuuX4FgAgIngAS4hH9mVCL6IGe8Lieph3BKU75RCcGQAAk6NEj1Po2oQy4EJ44JEhQeI9I0JiSMuTcj8b7Dx99qqu03UnyrKhy10ya1jgllGTUe0vQMfDEamKtJZ4JTjkjjAIThMtpVk6zcn88e3wwzBZG8UTIUEnu0VDqOQckVFtirSgrMiyD8zdeXb/yMrqgdLJ0zBPmHTICHACJr2H7vs6l9p4yOMUJk7pyRfQUCKJBdIzWn55jBI3RqS8rtB4oD5qd/rnV9WuUNqZzdzwtFyVYBOBc6xN6f5QEaZ5mZcoZQVskipxfVeeXRCf0Tx58cniwNZkOrXcUOCCnXnJgSgpgDBGdw6o01lhjXM0PV1Ja47TWZyA5znmNj6/LU2OcMdYYLbgIgoBzEaggihPKuFLKWn90uL+3t388HGljwjCqUyH29w8Xi2xz80K706h3wur9WSF4EEogpNVqJkkcB6HkNF1Ms3xelJn1jjBBueIBd6wSsVGRKHVFkRlNOA294wQDJJF3SRye2+hffXbz1rX1K+d6q1TbSPDZ8ZHTvN94tpisKXK9Fbc5l4ILygjl4IkljIRRFEQSGKEMAFBKNR6NPvvsHp5CMWufmbUWiGBMUEq9R2Osrgxj9SSRAoW8Sq9eu/Llr732vb/+o93hJyB1aYrReB41mtZWRV5QQrOsGB2X7dYFShVAHfInheDOl8bWUdeMCRnFjW5/cG5zs9XtZEVhnPNWN5PIWEMpnU6no9HIWLM0WLbWIvrDg0ON0Gi2jK0trCKIIsaod44CrcryyqXzN65f5hQouBp+RAC1qQSnnAHnZGd7pyiKIApbrTYAdd5ba4MgqMV1b0sAYJSHcewRK11ZU1lngOKnn31qnUWCSghCUAiupKob5itXr21snJ/O07/4wX8KwvDg6CgIAqFEoYuP734SN2oMFkdEwblz/t69e6PxaHt7++23397e2XEee/1eWZXeIWeCAhGcMUoB0FhtrY6iUCoexXHSSIJIUgZSScpoaXS6WEym08Ojo9F4vEgzGUTpIj86Ho3G40Wa5oXJilIEYW9plTPRabdffPGFqsw/vXN7Ojnee7Ld6bTKsphOJo1GQvihjOYyGM3zx2++9Z9/9uHPPrv/MTIzngybzYYQQbfXMbYgxGTFZHNjlQBqrZ2H8Wg+PJ7N0yKO2mVhkyRBj532khRNBoG1FsATIACEMGKs2djcOC0siLOWEDw8eoKkBGopZQQ5pwEQZ6oFgKcgjEGHnIFAYyipKDWHwwPKOp3Olc0LL4ZhF20FvprNMxW3k2bnp3/zN9/+k2+Fkrab4fPP36KUAGU1xC2KYmvdZDIJw8hoXS9+NJvNsiwI8ZSydqetrbXWIWGCq0672+8PuqurRaF///f/7+lsNp6MV1aXGKeM8cpYIYOqKgihQkhtrJSKMuZqgYQAAQhDGYWcEj/od3rddhhKyWkcB5XOjo4Obn/03o/eeuvNt96czsdZnm6c37h89WpvsJQ02tYRYwBBChEJKb311jlCuUMClDHGyjw3ZTlbzIkzrVZ08/rVL3/5C40kaDajtZV+v99pNOJnn7m5ub6mjRZSklNHaaV1UZZCiDiOW61WHMdn7PZajq1joutz/JQv5MqydM6ebbuceQ/qkrcmOdTgztp0J6VstDtBGAVhTBlDoN55xnhNzEBPvHNam6IqhRDtdnN9ZenLX/ilr77x+hd/6XPf+OUveF1YXeZav/3Bh9//67f+6s0f7+ztb+/sZYU5t3n54uUbi8LuHhwVZWEt/b3f+ze/8zv/aDLOKIStZCkOl/vdc4OlztLSUr/fT+L4pLy21qOvPcEItLYDEiScnwi3jLHrN25qrT0iEguAKnLD8b1FMdLaqSBRgSyKvLKWB7h3tP/Zw3sPdh8cFyMXMQibe8O58RSAwYn+60/KACBPFwbeO0IIAK+HxIQQoOSj2x9TYEKGhwfH169cWRkM4ri5s72DzvS7Ua+TlFW5ef6yMXDt+s2k2fzkzkera+vNZud4Umjjn+w+3tl9uLrUd8ZLzoAQa4zWOgxCKaSutJKKURbHyWmMEeGMP/vMLb7IFpyzK5cu95d6F69c/vTTux9/eHt0PHXaHRTD61dvRY1DpZS1VspAqUBrXbO3vPPNZscB5nkZCrW1PXFatBvR/t7hxvlOp7M0nm3fvPbi44fb1tAwVotsnqYpY4JTaYypKt3s9TuthrV2f2dXSMmE67RaAJRYVxWFM5ZIkhOM44gwH0VhFKv5fB5GUdJoTMZTrXW3r6wzRa6j1dV0VupCZlMSdJeefeaNl1/4ktWM09hUgF6g54ieEiTUETAEDEFDMDwb1gMhDCiiP9udpOR0pk/qovDnbOG6K6oH+nVv97RceorfI94T7x0hngKnFNwJLaAuRpm1hjFmvasTgz/8+KM/+vYflaZYXjvnicu8ts5xLoRixlhEUpvzTsvmX7iYv+PiPfUJUIL05PKBCi5rs7wUkTFGVxXnFE/svnX2CBBCvUdER3n9RDVsmvwdJ/jZm+a9r7vhs3sHpZRAXYITzjmBExQzpeyM2uu9NVarkIVCpYvRweHO8Wg/ClUQynk6QUKtJ55QxjjUqU/eMfRIahQDKZwG4EqFhbWuDrBQSUGJ1uQ4z4aH2d6TaSvmN68vrS43VcjzvFBBs9lYerJzHASNF7/wmyLuVpn3EBkPBCiipQQ5AeqdP3UX1LmCP/dXACJB52sjBwIQ55Gi45SjPw3LAE/5zDlwljNQioVJ2F3dWNk495Izi+PDJ9s7dz59dL8bySubqzyWC1McZ6PhZEgB1pZWzi2v0XJuGCw4vfqVS0cluX8025t9NJrcX+6db4Y9Gbc9DSjQQMaMirIsizwnBClFXVRBqDgHKTkAaG0BQClpjOEclOLWWo8cgBijrXM6WzCgQSApZeiBcQijMlDcOWeM/+zug5+9836jkURRqJT62te+Vpalw7y+dQKAEByJ994xDmWhvfdBI5BSJaZJiC+r3Bo/Gk5KfeSgeLjzs6zaeeHiazdvPEsh8oHKFgUyzlVkHRrmtMWuJx21MmjY5cYwLY9poC8sX97fH/75f/xpNu1vron4CgdSeRshJiIIDJpeu9toxs7ZSueCQBSF0+n8008/ZYz//PuJWB9OUgRCCGt1WRrnHSKkadrr9aqqREQWyK98/XPf++Ef3Nt+ZzQ70K6azhfLKx1jtNFeRqEQYjKdRnG7NHuNQDjD0ElCbWV0ECKo0HpHANF757w2mlKqAllWRVEU1BkXScpYu91+/fXXsyyrvRyUAVpbJ10fHh4aR4O4GUYxYdBoxL1Oh3MmuAhFd9AJZ+NhHYvAJJlPpz/80VvXrl2TjHJO57M8CFQUhYSgCuQiK5RSRZkRQsqiChTzzllbUcpVIKezsQqk1mWaz7V1UZRYo4zTUoZRKJ2xvqwopUIIRxAoY0qoWHHCkRGkOE/nb//sbQ+eM/HcrRdMWSEio5RRWmmTF/ne7pOHjx55xMtXLj98+FBX7tlnntVWbx08Wl9bC0OhFGcscM7Wq6KMM8mCQMl6qlsjnM9yvxeVtYvcOAdAOWPgDec8ipIbN28GcXMwWCaESEmPh5PDg23vqtFotLGxGqpgzgiizTL33e/+5/MXIY7t8VHaaJxv9EW+mGubC8FLrdMcgbn54vjy5XWH5e7eo3Z7aXkpIdQLKWgFWVZ0Wkmz2Y6jsJm0wSs0wBjjnHpvkfCyKpVSNZtTSmmNkUqMh8dGOyWbhHgArgtuNTitOY+1mUuhGFVEGl9VkiNnlLCg171YuUalg6uXb82mOYcK0SJhTCrK+Xe+823vyiRovfLSC4yQTqv9wUef9Pp9IcRsOFoaDNq9gbMmDEKlZKor7x0SZIwZ9PtHw0bSco4qxb/73e8KIYWQL7z++Qf3HxmtF4us1222Wp3xeKgUShVa6ykTwJh1jnJhnAeAUpuyrJrNVprOlSAUTaeVCBVUVTXotVZX+ta6LMuYFDs7O3k1Pzgabn/3kzyvhIpu3njmxRdeff31L9y8cZFSPpvPiyKLFM3SaRTI6XRazue6KhphAIimKqlE68pKO2eskEGrEf3Sy89G7S/JIPRAm1F456OPAKDGM0dBaIypdVZrrVssOOe1WhlFUb/ft9aORqPa83O2AFNXtGdBj3XxV5sGz/6ec66UAnJS4woh8jzPjKVABedhqHq9hhJykc3T6aQsS8ooowiEUMRKG7SWcx4JylqR6CQ3L20mHAviHu6OGtXy566+/O7tux/dffKbv/1b5y9c2NsfjtLR2ubaOqyNjg9FvPLP/8X/GjS6PUN3d+5G/RhASKnaoa8VMTsY1EstZVkuFovFfH54eDg8POKcxWHIlRRCVFXFOWdSaq0Jpc7YMKDWeSB8kWrAMJ0tdJXLEHrdJbXIMzNVSat0+WQ2HpNg68E+q+6F/MLy4Fq6N1KCG2/PghWeXto5PS6Ztd57T4FRygjCwd5+VlSUS29du9nR2jBGW53m1FeldYUmxjHryOraahTKuNHc2tp55dXXCJDR8CCt/Ne/8bVf/tqr1OvD7f3DvSfj8bgqrVKKc2WtpUxSYEpCkWvOuQoDoVAITgjh1uiNc2uEwmKRf/vb/3F4NLaVBRTn1jcXs8WdTz4TUdBsNIQQi9l8a2sLgC6trrRbbW3cweEhQex1u5NZura0EsT9z+49HPQ7VdHJp2yl88qTB+a9n22trnUYY85yGjBr7XQ+kzzodrtZlpmqMNYCJZSDtbqOyxoeDa32oQpkGARxNBoNnbNREnukjKs8L40xZWHiuFHmKedy0F6989G+pK2EX37tjdefu/mGYB1aRcxTZ5AQgp4AOEYB0ZykJHig5IQbyigQrHf+PRJkcDI9RyBnKK6T05EQUrMFnloLezrj+KzsOzPL1qiDeiul3nE+IbwSREAmeCCj7Z2dd/7iz48nx72lJYe+sJUuc86l8w6RoENyghnAM6/qmfj/C77eU9zx6dYaQn2RWOuLlAKrSsOoZ4yVZZkkISGk1mdPiwAE4BSoR1P/H/8l06B+dXULa4zRWj/1ta6dvieFNWX0RMMGwkg92aGIYFwaxkGajcaTw9n8uNONL7ZWp5MR44Qz4Uq0ztVvLEFijZVKOGe8P6FHMERvbeFzoJx6aoxljGtjpOBcck/J/nQxzvBwdnRutbvU73W7/WYjno3Jhee/3F/d0NAuMoIQeKQECIAH8EAACK2roNOpSh3tZup8XzxbDkOkQAh6DkiI8x5rHiIFQihV2LDeGUs8gmGY2iJkRDIvuFjZ2Fy5cHmxKNLR4dHeo4P5ovLlrMLc0DIftXrdh/uPLjVWta4Y5Yyl3UG4HLq3/+pHG1duzc1ROmIw7olwpZl0A9lkEAaiqVRkjbHWOmczUzpSMsYoZYyxKIqNsTXExjmDxCESKVUQJM47Y4yu9Hy+oJQSAuipkpHscsaY1lWz1TXGzOezvKiyvPre93+glFpZ6SRJI46T+ttCCPEOyrKOEgWDxjlAZEqEsYgYECkSSuFgdKeV5JSP7+y+eW//HRX0A9W6dOlGu9O3aL1jJvNBmFTOjyz1FTIaiWCVwkLRxcXB2u/+g+vptMzS6v7uo+M9w8M4bnajZmdt41KSxOi9rgpKUCixt3fw8OHD2szjXX2NntYLy5wxjoi2PubrpisIJBIDVPd73V/9nS/98O0/3Ru/h2I0mu1lmev2uu1Om0CZ9Ab9bs97zQUDwLK6T7xBs8RJhwApstlsvGj2VjmXKqDGoBBECmmM5eA5OIoaiMuyNAgjRMIYj6IIEfOySOLQ1yoSEgCQMmBUaK2VkkcH+9l8QpChI0nII+UDQSla4q0uPXqLzhLvHjx+dHx0eOXytU6vTxCHR4dRnAFlRbFoNhpKSqTUOk8pCCkAYHf3yfFk2Go1lRRpmjkHXCVC2GyRrqwsBZLNppNef2k0nkkVEMIQYFFk9x8+CFmwOlgBIJwzwZlSgiBFdN557Uw9AVBCFqXmjEWRCMNQCGmct454JPM0/Q9/9B9uXLschcHnXnmp2+1570OpjDXoLKKnJxxDqCOI4fRm4p1zCNahtQ69NaWjFBeL2Z1PPnKEhmGSxHEUBdZWAK6qCikYQZhOp4j++HhIhZzNxL1Px57MpQjHk6kKo0WeVQYZxU6vfXS0m8Ss04473ebe7la73fLeHY+Gi8yOxmmns+at1NrM56mUajabO20C0Rac1xMABCCehFEkhHTOeuetdQTJ0dFRPTZx3ijOOQMWAA94bnKELPfVaLQQIXabbUOcdcVsOkIeRcnaK698kzgSKfAWh8M06S1zIb/1x9968OBuIwk2NlaasXSImxsb6+evLBaL4+Pj/oBqrYt0wRg1zpLKe+/SbO7QzafZ+QuXPCFpuuCCWudeevmlqiyLIr//6e3Dg+G1yxfKsrh5/QqjJIqUt5bLwFmvtQVwdUtfW86s9e1221rb63XLLAVCrcXpbKiCoLZpRlFIiI+iKFSXLNGLRTYezYvCeAcP79357M6n3/mTbw+WVi5durp5fv3i5Q3Z7XT7/aoq405fJk1vjSsX4ISmNDN55bxUAVBprZnPZ0LIvMisB2Ts1o2bg8GSEMIYXZalNkZXFQAwxr13YRhVuvKIztpqPk8XCyllLYEBQJqmVVk+HYfp0Xv/cxPCSVns3BmVSElZSzZSSmMMAlBA7/RiXs0nk0ApKUSj0U7i2qZlnDN1gj2ip0C9d5wx9H54fDwcjVzMl9bXaIPdeXSsotZv/vYbFy5tPH58fzSZztMsUFEjacVJq98fSA7vfrjTjmA8KvR85/jgII7COOHNZpNz3um0GWeEQEPKIAz7g6XVcxu3jMnzPMvSxTwtylw7W+VVu92x3gFQpZTzZX2v1pUuqqLb61JOs3yUzrWUUUv6PHNcYns1qfLFNJ0Pou7SoFtlhZDCOufRnZaw6L17mqmPiNZZAMpO5oeWUPjqV75SVroobVnZRtTIs7IyutVrNTqxkHw011Zb48dJK3nvo3eee/6LjLEkidJsAdS1Wol2pRAcPFk/d+Hc5rmq0lVZTiaTLMsODw+LogRCwjAQYWStqYwNlDo+njrneavZTBezH731E+eC9c21leWNXq//6N6jv337A69JoKAw+OjRk+XVbhRFi8Xi4qVLcbOlZPDxnU+nk/nFjc10Oq9CRYEOjyeJam6Ey7E6V6Xl3YeH02xvdfPW6lJ3utjtdxOPxbycWmukkFmWNhuNOEnG4zGlxBMMotATlxUFAgRRVGndThqtTmuepkU6297Z994uDQbo0RgSRS3G+Gw0X19b2/psmk7lr/7KN59/5g3qY6NBQpwXGr31iJQSqZhz1lnDGAMCxDOC3No23AAAIABJREFUlHjJOKnXX866NyAE/cmI2Z8WNyeiaO1ZoYDe14lcT3tJ6VN7Y0+1LzUEinjnT0RTcjL1IOj7/d7xePL//tmfTeez7qA/WF4ZTcdZkZalNg45JRxYXVOyGlVdB+cCUkZr7u3T5ebT61mI9YCoFhOB1JgGBKWCqjKBwkajUVVVs0mtQ+8dY5QAeG9q8izQU/UXCT7lQz97dU/PZYwx9aN1+yilJHXShPceTxJipZT15TpPvMcwtuPp9tb2I8p8ox22u2o8Po6ToKrcfJzFssuZJugQCWNKBgIoNQjGGYIEHaEMKSHWoFDcOcMppxSkVJQSwXnpqxI8D6KFow/3i/fvfKxk/Lu/+z+89NqXrAFkiqAkBHVl68wgAKAUCQIBjh4Qy7pz4Jyefr4nHg9EpJRQ7wlBQhxlSBAoRYqkjswhgNQ0qXcMnQePgMiIBoOEUE6999oQEvaWN/sXL71QVLO7O3c+ee8Hdx5+BnY+mtx7+ZnricR5Wjbbrf5K4y9/9P2/ufdBJsCn9mBnKJy6cuF5O3m8O1SNaDkU/VAsJWE7VHEYgLWsLAsVhIwxa53Rfm4WYRg6r6UUUiokjDJx0sIhrbOytFKImKZpnhdBEEgZ5nnOuer1u1VVxUnTGFOWpff2eDR5/OihUiqO46WlpQsXNpvNJlC01ltrOacWHfVUiDCQSpvMOeu8bTTaYR7P0/T8lc39cv4Hf/gdAvzunckrr1y+fuXqras3Xrz1UrffAa3zEgsaUp5YxylaxWLvE8kHUd/0ehm6/Mr1YDpLtw+O7z54sMyvrK/089IQAAYQRWFVVXfv3pVCeW+BMFobvYEwoFxQzrm1ldHWe0JBICKrF3JdKRT+6je//PDo+/d33jye7czSiYzs5ZvXTeWVUoRQJcVkfLTIsn6/S7kdlU86cVunLerA6nz/yf1P7tx+7fNf2ds/AKCbmxearbYKgiSMCJBIElchoxwIsVYDcEp9ZbS3jlLinPTEG2uZlEmSZLlHJJKLGugnpSiyam/3kNhKUPP6qy9Q4pQItnefFJXljIUqioKo2Wh1Ou04VNr6xSLN8kxr/e677169epVS6Pa6mxuXlZJSCKn47v4TytET6zw7Gh5PJqm1EIWKUtXp9jn4PCviuBFEjSCKxpPxPM2acdyIovlk7qwJAmVG1Ww23d7aWl1eR+sogKCissYZy4U0WgNQ4j1noh4eqbBBqGCcx3GgAp7lU0RrTEUJQ4/gkIJ3zgHzDE4wKQzAWwc1FJ6hoMwhECI4o4K2FvO5DIK80tpCpcvjo7lHyxiJY7H7ZF6fUHt7e+1OczKZtPqBc6woRRItVyUBlmTjsigsMJkXusjz6WS6unpF6/T+va1upwlAdrYPB4NmkRetVrcs9XSc3rj+Qr8/uHXr1tH+7Py5ZxhEB3t709mRJzTNcs755vmL3hNKhTUmCpNsMS+KkhA0unS+BGKdJUhsYY/H2aN3P/rJ5sWrR8P5eDzZWFl75vrVJBCKxEG0dvHi5+Ko77ShLktnU0qlEMHu/v6/+bf/NhQQR3xjfWWxmCPSMAiWN68xxqaz6eHR0Z/+yR9XZbm61B/02rrKnTWUiDhuHE/m/aXljfOXRqNJlmXT8ZAx2NvdaalkNQgvrK/Opmm73Vpkc+qMK4ruYOA98QA8DAFgeXl5b2+3KLIkSazVnDc5Z2EYMKAECWNMO1JWFVAjpUREKdVweNxoNBSoZr91bmljPksdYlXpw4NhmhdHh3cP9j9960dYlmW707l+4+aXf/nrS6vrTCjv7Gg8We93Lm+uj7J0vsjnaaaN4Uw5W3rnJafACOViNpkeHR1Za5vNJmOsPxhILrTWk8lkMkmrSjv0URQxdsJk1cZQd0IzYJzX8Y3+9M/ZpJGenrBnek29IqZkyDmvY/kopYvFtL5zUsaQEHSusrZYeO+9EEIpEUVx/W5Mp9P5fM4YM04HQVA41ISN9o7uPHj/f/yf/zdHPmDM5bMnP/7Be/fu3eMiYCxUQTRkClnQ6AwunN9cTPbt4hizyXDn3ssv3MhTOxyK+pDlnMeN5OLFi41GI0kSxhgVosF5oyyNaQOBIJBFURwdHQmhOOd5XmprkzggzmiTF+VkMt8TSlNK251kNptSyWLR4coQIp0tGTOBtEdHj5+/+uWtSWaJAO9OV9HOyoBf2A4nzHuPpLYfEFKV1crygDFRVsZoUpVmluVrm6UDTxg1VBRWUiqzChtN8eZbP9jYeP7GjRvT6Xi2qBB0VaUqlPU+fhw3KiwDGfAwEnESx/Ez3gsujo6O3nvvvWmaUkqFcYRQh4Qxzosi//TOnTfeeGN/fxQ3ukeH453t28Ti0tLywc5hs9l+7tqF5eVlj/bx1lZeFZPJhDC+v38Yx/Hy0urkcMSFEJRVWoeBbPf6SraSeI0p1pEXSztM7dbwoMh0+Xhru9OTiKbX7bSaLYJkkS6OR8cqUEh8FMWT+TQbZUoEQopG0iyKQjv3znsfcM5arba3pl52G01GutK9nhqPxjHv3/v4+POvfePVl7+maJeYSGsPBApdhIpbBwDcmsoZXUPoiPcUBCIlnsNJmBVhjJ5mBVAgUJdotfe1RhacSLAAniDx6LyvH/LW1+OPE0HxF3cAa432NPwWastpPZfnnE/T+U//8j8dHh5KGZ7b2LDEF1UVN5qaeO0sMgreAAFfg7cYPO12wJM4A/p0oVmrwk/7EOq1sLogd9Z6j0qFRVF0O4MkSYy2QChBtNYSwpG4U+MvIJ79yAmpVb7Tcr/+J7UsXc+g65dztitqjKlFS+/rLp9xzvO8IIQwzuqwk8Px48lk0mhxh9aT8tHjI8YALUjR6HR6OnXoDT2dbAAwbZ1xYAhjjAMDihUSAsSZqjqxw6OXgqEzAr2TjMXKAyMVm2T6jS/+5t/7xm+srJ8vHHeE6tIJpwGY5MKhYxS9t4RSQsB4D8BPlfd6vFIHCTuEesmPADDKoNbogQChntYwBHqyTQdgCbFIDYJ3gM4DMglE5BVjhHtWUJZnmlgnHcrlzee+tnbxlex4uP/4/gfvbO3wncMPn7v1zO39rf07f7tfjHfLhQF4eO9uOcs7QYcd3bl1/RojcPjkM47HsVxMJkkr6TbjhFIQggFhUgQUvCGGEJKmGSFea805i+OQ8fpDYTUKg3MhuABCoiiaz9P9/f3BoC+EBABdOUaFFLTXHRRFvlgsGknbDpbraLSjo9Huk30kvtNpb25ubG5u5HlGtZZceedttbB24YmL4qi0rrI8iFceP3mYmaMbl1Zyw65dv7BxaePoaHds+F/97EE36afj8sbFV1rh+WaslIzKstLeAAaGBBIY0Fz76VI4T8JWf6n76uuvTxe+WKSEKiQkVIoi3v7oo1pf4cC0NowxQpAxJjijFLy31lbOI0Hmiavzq63TSSP4zd/+xvb2/fee/NnGpRXczhqdWCgWReqTjx8m8eXh4SyMMInZ+uqq8Xr7yWfr6ytFeUTswOkqjlQjCTqthuIETSmkIL766+//5dq5jXa7zRgzZUa85iKklBOgjDNrHXrkjAVKVrqiQKy3Ww/u37jxfBAqj4IKli6mjDHGKGesGSfEK29y4qEoKwCXLTLCRJZmabqwxnImlFLT6RQYl0FgjDZGAxCgZDqb3Llz++h6mmXpdDa+cePK/v7u0tJACHHx0qVzG+evX3+2LCtdZlqXhFDvPKWsLCtPgDExns4n0ynnrN1qdZJ2FIZGayVkEsXe2sP9vc+9+HLl6vmAM8Z6JLPZbDwaaWuzPEM8mWoA0LKqtNFlVRCCXDBOmfdgtFOCc4beE2MNABBCaxIKZxwRvXWUu7qJRSSIzKKNQuHRhUqogMUYG+MQ9SKbj8fj6XTSbLbzPK8Z2JRSS0baTakrGkkXgGW5LnVGiPNGgxM6t0o28sx766bHU2+pkspoOjxKgQfpvEDC1tbPXbt2DZ0dj8c3bz7baa6XOWk3m4xfNQ7m8/lsNm82O0AYhRNH2GQ0NdpxxgnxBCnxSIinzAGpDkYPicy2Dz6dpRWAuL91u9cVm+fWjKPtqLWyet5pxtEanTpbNptrUZT84b/+/bzMkzDc3DwXxwF4D0x+61vfgrDX6/Vu3rz56NGjd372XqfVsLZaWe4DcsEZC1VRlr1B/8nufhC1O93e0tJKubL8J3/8h1LSUIl5nkZhohjmszEQr3ikBPPWxFEjnc6jRozoD/d3i2yhlALEfreDzjpniRJlWWmDlFIuojBuaV0h0MoYAtju9QCgIzuTydi6stvpZtk8VIxB01rlMMnybJFqII0sr95556fvvP/B//Gv/y/rcJJOpZSz2Xg23HNBEMWtZqsHlDqjbVk4U3nnvCcXL2weHB3V+AJKaZZl8/m8kSSBCoQQGxsbiOjQW2urqjrJ1jpFidezRPjFOWp9wp6NPWt19oxKe6o4ujqgIUmS5UHbOqcrXVW6soYgMipqWpXxxllbo2254CoIVtfOIRBjHAJZ5AWoeLXLf/TX7/4v//J/kknDcT+ZHUnBpAiFp+m40EF+/bln0oKYGuc8O6hmRw8+fDuE8vxaY3NzqaxofaQi4mw6e//996VSzVarptPEcRxHUbMRc8YpBSHE2toaIVBVlZASAYz2QjDGSLMVhu0lbQrrSaXBe5ulWT9Yy4rJeDrkwq6vtSrEpB07W1qniZCAQND9HdfBWQ+AiEAcEkKgjlLypiqIN1HcoAQFp52Vlfv3H1fGMMEsIoiA0IBS8FjlZT4cHmptn3322fc/eKfVXQbwcSg1OvSWEVaWxirwSEDIQCrjPCLJ8yLpdL/01a8BgWyx0Ok0y7LZbGqt47P5ghD+0Qe307SYp3eSOLp69dJ4OhuNpq9++Sbn/JUvvPLwswdbj3bW1tbPb1x8/Pixy6rFZHL1+hWkpN1b+fj2J03RFp77opoMh5O9aa/RvXnzufFw1ue3mvnFyXRf5P2WX42NG6wIrrIiHRozz7Kp9kAh9gimdFXuBU04BNbadFHmeWGmWa8/iONgNjv2vqp0QTz2us1Adod71WS/+Oo3/sWrr75aM+Scdt7rGpsKDAptEJFzRAoUJGMcKZ7pl5R7ABCeA6PokGN976zBU9QRQilY78Bj7Us4k12tteg955wgYUycLUhprSljhAIA9d477wSCkLKoSqBUKeXQVa4KG5Fz7sdv/+Tu/cdxo9McrHDKjDGUcinBlgVDGoAoPdrT3tF79I54X9tS6/IaCPga43GydUaIR3TeUUoJoneOEmmtre1B1qK1hFJFWVCUKQhotwaPHj2mlHqsuGDWWCEEAfTeITHeI7qaUFu/tFJKSQjCqSnWel//ruwpsSMIY1JpmxUEuMdKBNRaSpB6T733VVXFiWS8LHX68NGD0meCs0BFi8lMAGVEUkcJggqltWaeLhpJG7hEdMi5J4QiCrTEO0p8EASlsc45JgilwHk9BEGLwGWEVFJbMkso5ZSrf/4v/9kzt170DrRF7zwABJxbYpE4jx4A0FEKjCDzBCkAokUgDj3lzKH2qBE15zWUzVOg6ByQitfAFALosf5uUMq89w494QCAHLmxHjw45zxD5IYLT8FQ56jhhIKhzHpvDZW+0WRB5/z5Z658HRE/u/fTH95+/3s/+PHgnLxwrbfUVRevXJimi8/uP+x0w8dPbj9Jf/ryc8+wdmsQfXGj9exkmG5tf0SFYZB025tK5lKqOGooFQZBVFVVWRbeG0IgyzKmOSEkCAIlleSi7kOsrYh3UUCfvXW5Mifg8ZpDVJYlQCGlSmKptVYBD70/Ww1O03Q6z47e/fDO3QdLS0vn1teb7aQsFwSoMxIIJ8ismzs8Ohx+9vGnb+/szL/+997YuBqLEGblnAZC893earJYDE0Ie5z++NH3zV4VzMK//9V/1OucH1W5VU7z0FtBaH9XXjGmpFwTU4oYiS/Bl94Qybtv/vCnldZcCUqpsQYE8ejoCa5Dee+rymlYeKY8gFIeXImWCIBf++ZX7u7/8K/e/xaGO72NsLlC9vdS74JW0F1d7x0e34saPAgCApwQv/VkO26ee3LAO60BZT4MK62R+kB6SVHEUdegqFxzUcnjSQaUC8HRM87ajFGPpcd6rkEAqEHvtJeUW+3RUg22tAQRwpBLhcejuTOitbHp9dGnn/31rcuXYh4IoUpXiECxVjOdptN09pO3fhgIzih5FPNupy8YR4dZWhBCiecUJRqIg2ZDKVtkrtSz0bQRtwC4d0AIC5NwPW4yxjjaugGQioPHxWIxHo+9Q1eVgsDh47mZPfRaXz53zcbgLKckXl+73Iz+f7LeNEaz7D7vO/+z3HO3d6997ep99n3ImaHETaQkbqJJWoodB0ggKXESf4iMwDCSGEiCAFESRAkMJJFsGZZix4YSiYpiIZKpiItGJGfIGU7PsJeZ6aW6uqpre/f37mf758OtqhlTb9eH6u7qd+t73/s/z3me3xObypWl4p5ntWv1ukurq+uXruwdHNy5u93sdhFoUVXNKLCm0mVVpIpaTzCPg5S+0Ea//oPXDNpzW+c5g8W5OY+BUc4qQgircWuUUgrcaMMpNdYBpYxLZ4k1hjEmgFamkpwi8LLkSmmHlAA3BpvNNucC0aosMQr9MBgnqR94qjSNqFnmJVKbZIn0ha3c0cHo8sX1dx8eLi85jUl7IWSiVZVBktthf5Dn9wmfPf7UlcsXnqnoAMMO48JZ4YiXOtqJVla7887qHJzlQJEFlKezaa4SzkqChkO7AiByfG//h+/eeSuM2nkeEvDytFxf1mJO5+QuCZbyUfj45U8yzQgZRU1vP614c0k0146OB3/5jT83aeq149WVc4wHABadWVqci0V0cHD/L+7euHvv3kIIjYA2PBiP+0KIZrtFNeEOmnF0/Z1r3/qzbwRBdPHS5Va7++Yb1y3BRqPxsecezYvKOef7Mk2TSmuHoIzNRkdeyGdlXhXFxvqqH7DRYIhOBWGc5ebS5WdEEMVp8nB/T4ZBmiZKV05X1JH5bnswGObKxM3WuUef8vYf7uxuz4zTwJvNQDk753f7Rwfzi8tukWW5Yozdvn03iJrv/OA77e6cdRiH0iqD1KMVlNWEc66toVzIIGzNzUft7sHhgMjOwyR5f2dMTcmxXOk1F+baAP6NW3dX1rZ0UhWVbtHp6voGbbWSIiPOZdnUOacccj/OKhOgzorihGxgrbPAuHRIKWOUeYXKjNWcMSk8SqmgjFMq6pnY2sFgoK31fb/dbs+35ymlk8k4y7I8zwVjXHBE65wljhiltbKTWYoMgJLVlZVWHM61Ync0+txnPv4bv/2bm+c2P/fKJ//Z7/5ALHTSghi11+QNyPngfsVlY3n5wvri3I2DaTU6fuzcehTzhaU1B8IT6AnPWUIIlZwaYyWVwvHp8aiqKmNLICTwg2az2Wq1evNzrU6HCzFLZqUqCAWOHOk+sn7UCMZJWGnV7jWcqwwvHBm/98ByTmVTeNLzWu2dw37st/rqqKKBKeNASsTCoOIMrauAEsYYOu4MExAYbYjRUkjrLGVUU/fN11+1SOZ6y/OthfWlc2HU0oj7e0fLy0vOVMh0QVJOeeAHg9FsZe3x86sNipCXQifWIENTEWcZRYLE0FwYap3TlfEC3wESIDIQdQeNMyYKhC8Wg5ZZv3BleX2Dn1qYvPX1uUazWRbVZJZwzldXV9vtrkXzzjvvTAbjTrezvb0NSKfThAvOJD84OIiasafl8tLqcDDKZ0ftqOfx4MXnXp5b6Ny5+967N9/76LOvtKOOECtVFad5V9vxzp39ICZB2CiqMopW5zueUlVlFEHChagqDawCizv377fb3Ua74TAbjkbodODLQPqAskzp8W760rOff/ZvvhKypQ9WY5SeLcjOMBPGGEYpQWKMAVKbZT8wtzqC4BwiGjwJMzlrHRAAMNZQRj/sfT7b3z9rBTvz0dZrF6M1YwwoPYlMGoNGccEIAaUV5QwJXrv21t3tbQBYXJyn3EdnlFKMMUIcIY5SchpMwjOfypl1vZaKTx7dIVDyYUPtmR/gLLX24dsZoAQRldK+FIho3YlhiHNGCHHW1WDaOit9Vkh2FpUDelYW5uqUmyNIgFhnyjLX2hCC5IQVwIBYxplSqlKl8EDpbHD40NiccWSVQ+0G/WPinAxDVVVlWQVRPJ2ljHtRFGHhGKVB5HPKiqzwhOBCUM6ttdoaa5Bzjwt6ykcjvu9bg4guzaZRGCttep35X/7lv728tK6Vcw6chVPeCJ70aBACQAlQ51yNXjylGVBERGfqeuJaeAFCGBAKSCihSD98SHxA6q0DB1hjyyg6BHbacQzEWkcoOSlgq8O2zhljjXV1TKHe1bpy8fkrV594+ZWP7R7dRG+2nh3ceXBzZX1zc+OSH0RIPsIEKbPJrO/AsZWl5Y3lc48+ujqYHA772e7OyNiDRqMVhbHgMggj6QXC456QxhqCNM8L57DIK8G5EHWCggEA58C4sI4oVTvSaBgGzjkpPUSnlLLW5EUuPPA8Lwh4vdvgeX6z2bbWpmm6t7e/u7uHxESh7HXby0srjUYMlGSl9URwbv2isUmmrl99fON7b/zp2tZKo9tZ7i1TbtHp5lwIsby3M+DO//53v/9Id42qPqugK5iBwCohIEBHpmUmqUTrEYjQOuGhsWWr1bj25g1rCGXCGF1z8TzpMaB1UNlYbY1zznmsaSylXqBz63E/8OkXv/SJw+T6zuF1xzOVgyqprmB+fqUsTZoUBHi3Ox8FgbOqyotZNu70Am2LKJShl6tyInnEwEWg+w/uB6HMCuPHvWw6YrWaYS0A8fyQAqu0ppRRSh0CUMoYt9adtGFTQgiCJc5YwcFoRcCic4wSj1FV5ve37xXTQSj8jUsLXABn5NzGmtjyzp/bQmuMqgDwuN9HBxatKnKllO8HRZGn6cw6C0AqVQlP1B9TZVkSBK01EHTWWOOQc0KJIwhAdKYBkFC6uLScJuloMpPS/8xnPx34PnVE+rKqSq1VUeZ37tzZWFm9cvGiEIxQ1FZbZznncTtaXFt55rnnlLH9wXG322EglCpriWt7e1tX+UsvfSTPc8qo1ro06sH+g9vvvffIlSsC2NbG+WbcBSQ1cIVyioBRs1FVlRTUGFtpjUi4ECcxBgBKqSOotTLGoMNmszno92sAtrWmTGfWaHTc8wUhJAhCVamyLNHY2i5llA6l/3Dv4MKFLUeUqXRldJJlRkfOBZ6vuU+m2f69Hfvu+9d6vXVG48sXn2w151qtVtTdwjLLq4qC5xxxBkEZR92jVx49hxems74p1WSs8zIHWg0GSZZVlJUOVRzJNKusCY2FLIFRv7x65eVWs1XmOvC9PE9nydQCDKYqisLf/O3/bW9nW1UZJe7B/btlmTXjOC+NYG5ueXlVeluXLwOAqipCSVkWjbhhSk3RUUaTZLaxuba8uqy1S7PZ7t6Dbq8JQONGw/P8qqoQTVXpuspOcKkqBZQSpKqspBcOBmNfCuGHQgguPOC22Q7W1jZKpS5eOv+9733PGd1pNpOpkpKnaRqEIdKKcrG4vNCZ7yxtrOR5lmbTMs+MIXlZdhbPVXnGOVW2sEpvbp0/d+HK3bv3qtvbVaUWe51WI2zFQSfqUMo1QeWMIJDms7TM6PB4YXmVgrp77/2jUZXPRgE3X/7yp1cWu7/+67+htP7qv/PVd67fnvdCMpO3d3aDKOKCe5w1opYUQluX5AopABoppdb6LPpSR/rqXUcKQClllJ6NELWGxTm3zonaWCBEnuejwZBzLqUXRVGn00Fry7JU6sSxZowBYNwTlTU1bmj/4V7g+6TlzXcu/pf/za/v39vNhyNWidHeuOAOpOcCDIXfP3hQGbj7/na304ukd+HCueeffdzooqwyT4giS4wxQLDGvkrpUUqrqgQAKSWzWBN5R6PRYDB4sLfLOF/f3FhcWjrB3RQB84M8Lyqd+SGIIAyj4Pg4tzqUsiNiVlUKCK9yMx1kvfYqxW4yLQBCzolWFWOWgiCEERTEorKWM0YpapsKSa1BbStEgoxqU5Vl3u52KbcP97fXl1d8nxldjofHx4e7G5vrstNKZ4WzpNPpziaTp594ggtxf/dB3Ij7s5knw3p7GZA4dIhAGKlbM6y17rS16izP55zzpJDgWYfOOo6I3d7cpz71M7/zO78rpD+eTmog8cHR0f03frSwMMcDvrGxmU6yOzceBE05N99zzrVaragVTyYTbXB1ZeXenZ1eu8sFffmVj26sbjzYvftg56GuzMrKAtFCcMEhbEYrxpbKTGbZw0l/m3JpGd3fvQ/U+QGdX+46LJJED4fHk2m+vrGyurJZ6IlGhdpHFzstUPt3bx996mNf/OhXf85nK8lMF7SovZvulI1cX26ddVhfNpBQOGkfpoydstNOdhyQnhCqzhBrDk6E87pW7icm2g+DBc6+Z4w5ZwghNTEEnSPgKKU8kCeTCmNxHOVl+Yf/99eBs9XVVa21I5QQSxhR1hhrhBBoDCE1F8MSdD+RKDwbnk5GLoJAzup2oRZT8cRCQDjnqjKn7k92ahqqmW11/AuN0VVVUuB1JVhtjjjluJ9089ZWCsYEIc5aW4/9xtjar1tPP4RAnUxyFikFoOCQaOVqcCkXhHuMUru3v5cWozDkgc+p5bNkRhmVUTgYjaT0HTDhBca4stAkJw0aE+sqXXpR1Gq16hbWOuEGhBiDZ+Z0xqF2QgdxUBRls9kYDpLPf+7LX/nqL+ZpmcwqziQhjBBKgRJCCRKDuh5noSZYEFrDeJFYRAB0JzQ3ILV+66wFRoACQK3gszODx9li4wNDiKkLLZAAnnVS1HgLfoo3dogOXe3mIqfsw/oULQ3zgjD01p9+ZJ0F2kEaB69ev/nGnfs/miSDvf3B+sbi+spCPnXPXL7iLBKGUvqLi4srS/GlC3Qy2dnd3RsNdwFYEMZxo+3LkDFOCPidLdJVAAAgAElEQVR+4EtZl/rWJTqI2Gw2oyioKmOM5qJ+XdY5yzm31kgpaiW+qqxzpqpqAwMPw7A+NnzfR8QaXV5WlValUuXuw4Od+3tShhsbm1sX1yo92d+dmEI+/vTmj378PSos5/Tc5hZIbzw9DgLxcPvojb/87t79CVb8k088+6t/7Ss0TdresbZmPFF5gsLrtaIeb5IsE0IsUzFXassIdZR+59vfNwopkUBqtoM8TUACZ8xaq7Wq+6glhp7AUlufBVVRff5rP7s7eP3H9/9k5VHZPL+lJ5fvbG8HQZhMJ3lRdTrdbq9ljU2TpNloaKMtUX5IY0GNMuVsx2TxMBs9vvncZ3/+0xdazZ1kdDxMXv3eD0XUSQoFbh6cXVlbQaCGEOEF4MCitdoiEFOj5jmzdaMScWDgnbeutZpzcwtzzZYnKLHaOFdy6qIwDELfF4JycGitJpz7xpFARpwzoEQIKjxxeNwHB7257tHRcZJmCHj9+nWHhnPWaDWVUpUqyrIsyxIoXVxcZJylaSKldM4ZZBxAcK6t5Yw7tNq5ShvjCBobBAFB0mjEsyTpdNrNVvPzn/8cIYQTgmi1VYwK44xB6yg6ikVZEEoZE5TR3nzXKWed2dhc//t//+/lyfTWjR+32y0uqEOsjRVeIB1zlmhVlaXTEbXE1ltlTnDvnXduzM3Nzc3NxXEsCaAjVVUhOmM0InAu6pSt1oYQEsdxGAR5nnHOjFFA7GQyZZwURakNiePYoGbABedZUVJKrXEAUBQFOJZlbnNh4eAweXgwk0GjKEmlpo0mOM5EIDoLggufs5Kgu7f/nYc/2J+bm9u9zz75kU+98szHjKaqKqMwkhxCwEJXWqswahOfX7y0bqxOq927e2/duXdjb+/hxsaWIzYKvTRxXMiJBVzuXr30vCodZRAEfDJNOWedblvToH90VORpq9dcmL/QjKKPf/JTN2/ePNjbs8TLVIbGhJwPBsPA9z3hRSLotntFUTiHns+TJBGeJz3f9700L1da8yvLi5VWdY40mWW+LytThWHYarUODg7CKHLWmsooZTvNblmW1piZKrnghJJ0Mun15n73d//J4uLiiy++tLa29Sf/7x8zxjbWV65cONfptvLZdDxJ2r25vYOj3/rt33zxxRefe+EFR8Ba++qrr775znsXzm0Zy62LrFFh3KKUEUKf/8hLs1wPx8lkOvvRG697jCwvzW1t8vW1VWs0Y0AZGKWM1qhKqzoPto+qPLtzZ8f34MLWWtDu/cN/9M/uPNz1PPEP/uv/ttlu/fVf/MV7O+nu4ei5F87PJuM8yytKGHGCS4LALFHOfBgbf6ZGSSmLoqjLwBhlnNW2W35mQijq/JkQlFIpJQSkvkRmWVbXwkdR1On1Qt832gz7/STNwTnfk9ZpRtBoo7GSmlulQtlYbK/NnXvqcz/3VeWK16+99o3vfOPaO9fuDofzvfnFxbUo8G013Tsco57dvPHm2urysy88X6RVUDO5CCISY1xd+lrvxBpT45+ZYCf5NnSoqoozTilVWhFCPE9a6zKtHJIwahwNklky8MMWY1AqxVkJgMk0XV3ZODrsBzIyamwDCS6PAmMICD80CtAJRMqoh+AIOgKaCbCmpJ4Hru70ttPp5OBgv9ltGlMGIe/0Iko1JcZp43PshDwfHTWa7f/u1/+H/+A/+jvDweSlF1+gnN28dWv53GUppXWWMUKB0NrG50h9dQTnKGf0rMG4Di8h4ZzXINT6Osz+3n/+nw6Lwzv37iltjo/7iHBua2s8ne7vH1+8uNXr9WZZcuvWe4J5Vx67VCt5aZ77gb9/uE8p3dzYPNw/WJxf0EpdvXx1Mpm88/Y7d27fOTzY94S4dP6K09SXoeC+0YRSjzEZBC0GIbgwndHK2NBfYBCgdaPxsTJFb67d67UbjWA2G8vAOlsEXkfnsUo7m4svfuGz/96jl15mJC4L5XuiTk250/asWpukJ5EoYJQiunqOOEkyARAkZ9qndeistfVl3FlHSJ0Scs4hIZyxn1BAfwJdQZyr9YDTk8Rh3VhVpykpIqAM5CyZvfbDH/zgzR+0u+12p6WNJkCAEnQGAD1RN78hAUR0xhljjLHWfRC6P1kpnmW/6kHJOaz7kE7gYzVmvvYFEPpvWl7QOQsUGKPj8ajZbFJKJpNJEETS82sbg3P2NAJVA7no2ZR8Ctu3HzwZa+q/BUqdsx8cT+hOrDWUIbHCgywf7Tx4f/fhbW0yi6V1ioD1gEnpccEdIcKTiLTRaDfCpqkssRBQvxu32622oAwIVEXJGHOIjqB21iEKLhijnAvGGGcCHXGWZFlRFmptdeNXf+U//uiLH1eVI8TzRGgNAcIBGACrMcJIEIBCjf0icEoFdgCAxBFnCCIFwghxRlurARyjhFMAcPTE4nFSGlwvED9kk0dTlwTWGm39HgIQ4oAQRgHrrB3WFhFiEZ2rE3VACFjrgCp01vMC4nynJLjG2tLVpx5/5ZnHf2pl7pJHWpxEnXh+Y+lyJJY2Vx5zFpXKAl+mSeWJsNsJ1lbXlpYXwygAQoaD/nQ6m0ymzpGqNEYrZw1njDJe+7EIIVmWp1lqnfM8T2sFAMJjjFNCkAByzqzTQImUwhOB9HyCoLVxFo2xRlsglHMhPZ8LGTfbjEO71QZKQz+aTmZ7uw/7/T5BCuCdu7LU6XQ++uJLc/Prf/GdN3/rt37/zu07UlCP8s9+6me7orFAg699+lMNq0JXCVd4UAEqjsaVKUfl3DiguhEyQhQB6wj8+Me3ZrOcc2F05dAYd3JM1qGQ2jlXf9wTgsIxoJYxi2Cef+Gxkmy/+tY/X7qIYc9o0E3Zns3GnqSepM22T0BzQYpi1h8cAkOltOdLpXPKLHXWKT0XdRos/PRHfxoK/dQjjzzzwgutRvPg4LjV7HU7C8TCZJJGcROosEjqg60+GxkX5ERjIQQIWtc/HqSzQpV6NktGw36/v1+VxXg8MUqNRv3JeOD7stFsbZ2/qEodyiY4QVBSEIRyRwgSqnR689YtztnFS5fmFxaWlpcef/zRxx5/9PyFraXFRSFFkiZpls1mqef5zbjJOSVoAZyqcs7BD8Lai25tbT+AIAiHw9FwODLWAaAvfemJMAiklI44PwisNYAunSV+EACDoir3Hu4tLi1zzi3WhE5QRhNCQhlYo4nTzmjB6dbmRlWV1hlCyM0bt3b2dgfTobG62Wxaa9dW1wT34ZREI31x48ZNrfVsNnv11Vf3D/aBQpplh0dHURxRRoECIlLGZkkyHs8o5VLK8XiExCDqLJuNJg+4YIxD/YHmDJZFRQmt8wdSSkZpo9ksyiyOg6oq5hYXPOkzHlIaTNMkiPnCUvexJ68ySQnDqBF052PhI/d0pcfSLb780VcEbynNKTAPK2kT4sbISvQNk+gHXl4mRZX0R3s/fOPVhwe7nApKOQPx1JNPVxXtHyRWNT79ia9trD6iKtftRtpmg0GfMR63OoRiux232y3f9/O8ODruTyYz6Ueb5y+ev3h189I5P2qUSkdxo6q0tY4zoUqdzDJf+sBOME95ngnBCaI2igJOx2NfCulxxjylNRceAJ1OZ2EYAlBfBnHUoJR7zAuC4CMfeZlyzj1fOxS+zIu80Qisrd5/791rb70zm00oJY0onJ/rFHmmtHFICJMWgaC5e/fOn/7rP71540ZZlj9680fv3Xp39/4DcDjfmyurotFqpFn+wosvbWxdcITF7V6j1bl48dL6xjrnYm3raqPVJcCkH2qLxhDBpXMkipo/euNaFM2FfifwvKODg//9d/55UZXPP/v83/pb/5bR+o0fvn79nbe/+923fv6Lv7C0vPjWO7c4ZT6jHqXgHCXUaUsYonP1l7MOnfOE8ITAensSkZ1WfjJKnbVCeIQQ6fsLi4tSSun79TVRK2Wtrfmbvu8zSo0xeZ6PZxNVVr4ftprNuNngnBF03VZ7cHQUB8G73/9R7LyGCee9OaG5nlVuVi7EzZ/6yMs//7nPffynX9naWCmL8tGrV1dWFt984/WiSCiD6TRZXFheWFgCV9YACkb5Wfmo1pUx2lrDOIMPT3uMWWd7vZ6QXv1yjNMyLi2M9vbfHYwfSl8sLi8BpX7oz83N7dzbKXLNRUiQCe45NI2GQJiNZtt7hz/S2DduasmE8RyhAFAENFBntEaHQBmS+h2kQMVRf3B7+742tizVXGd+ZWm11Ww/3H9IrFpfnn/i6qWNlcXR8eGD+/e/9MUvtVptIURRle/dvbd2bisvK6CMOCToTutOgXI+GAz29vY8KaWUQRDUc0ido62jP9poxujSfJv9tV/60p98+/+5d+/ezu7e0spKVekkSazFZ599hnN27dq1NC+eefKZVqu1+2B/MpnUWYCFhYVOu9XudHSphsMhIimL4uatW0VaTqdJletzmxd/4Utfif1Op9FDYrUqPAmMO98XziFngeStyF/0ZDuZwOA4VyUEQXhufbPMi8CXaA0lLpCx5L29e2VTXvwbX/61xy7/tEd7tiLGaOlZa1OPR3VnXS3MUAJn6I2ah19vPnLKOPsAEHM2m2rnHEEEAvV+/2mD7QeT4OntrIvrLB0J9aQC4KwlAAScdZbUe2GMUUodOCHFaz98/c+/9U3gbGFxQUjPOVdXJRBiKUVrDaWEUmKtA0qsdbqGMmhlnD17oA/7KH6iie4DuNipDl8PoKdT+8lXXWnrnJ5Op3EcU0qyLCeEBn5ATiJNcFrZgIwxa93ZOGuMYYwDUOfQWlM3SgBQWpdH4YeYYqf3YEwlJWT5+P33367UTEqwrpQet9ZIT+ZZZqydpikCdDpznc4camIKkwzT2AvXF1baYZNTVq84jdZaa0LBEqyVWgY1KJcCgHPEE0GeVapyX/vqL/3yr/6HgWwxGtVmA86kc+TEBXG6jCGsPlIoAVovRD4stTLiCCLAiViORhM0QAhjgGgIurPejVqerxf6p8xdigQcIhBiLdbvOyXEITJKgDIKCAAWCCKxhFjrzMmaBE/5qZnv+0pbgiLy26akxPg+a3IbXdp88jOf/MJHX/ipbnN+cJhUCd3afDQKQ8bQofNEQKmnyspZDP14bm6h1WpduHCh1epoY4eDSZ4XeT7J88RoVaf0aqIVUPCkb51RWmdpVq9chPAog7oRlxBgjDMGFDxrnRBeq9UOw6ge1ACoMVZrw4X0fJ8xHsVh4Aecim63Rwg04pZRuLKy1R9ODvamr37r9Wtv3PmLb73LwHz8p18+t7bUDIN7792eZ/KrH/tEYExMwAfaajQRiLJGxiHhxGDV8SD0baEOlBtSiXfu7mzfPwz8lkPnXElYvRnFatwm2jrHYslp25/HYwfOYPXMC49duDL3L//of9y86o/zPQd4fDy7/tbbiCYI+NVHL0gf0nwaRr4QLE1TT3qebARBq/aURGFDF6YRdL7wmc+rvOo0Yk7dKCv/4OtfV8YFQSx4GAYN3w90ZR1BzmmSTKVkVMAZi7o+cwXn1pjBcIAWOOeeV/d3gkM3nU4no0G/f0wZaFVxzi9dvMiACsoAQXABDCgnypXaVePB4WgyljLozc3Z0w5CX8ooClfXljc21i5cOP/EE0+urq5RSilQLhgQnE4Gv//7v/fGG6/fvHlzOOirqoyiQEpRW/KPDg+rSiWz2e17t33Py5K02WhQSggF6ft+4IVB4AsPERmjWZ7f295uNJtam2azCZRSygg6tFgWJx/mnANnUGQZ41BvTWxvb/cWFqI4LItSa51MZhfOXxZC1otiCuBL7/7urh8EMvAPj478IAiicDKdfOfV7zDBRpORUqrT7hLEyXQ2nSXGOABqrRoOj3wfDo92i2KAgHVKzFl0lmZZMR6O8ywLAv/wsB+FkfQEWssFNVofHB5pTTiPZ7PSIZVBSJlXVLo/GOeFEp4fBFEUxYdHh71e7/LcK5cvPJVmHGjsAfHJjNljKaevvfPN7739zWlxBCLjvvEjbLb5ufNrP/jB62EQvfDcS2mi3r1xxyLZ2Hhka/2pX/53/+7geNaMYxlAv7+XZRkFIf3QAXLG0Dpf+mEYLSwsNpttAHZ83O/3h2mebm1deOqpp89fuLSysi79cDKeamMp4zKIZtnIDwKgdH5x0RpbFIX0POecMXppYQGt9aRfV0aXZQFAJpPx3FwP0dnao6Orufn5q488EjXbnbn55bWNRtw8Pj7uNhvNKIjDuBk3L166uLy4tLa+Mh4Nfc+bTCZB1BhNZkVlNjc2wiiOojgKw8ODw+HxYTsOGZqr5zdCCZzRSutOp/vSSy9T5mmDDpjnR51OuxFF7Xbn9/7Pf2UsWV/b7M0vejxsNDoAcn5+df9gSFnQPxjPNzvtKHryscdffPb5Rtz41je/9T//978x6g8bQfTpn/pkVuK/+Je/t7t7sLe7e+HcOUGRAlIg1mhtlUZjrdFaG6ON0dZaxihj9HSXzLH6Rmmtf3meDMPQWJskSV7kDrHT6SwsLDh7YhUzxmit60sgAaCMokNrbJKmo+HQObswP9/ttH3GJ8PhjXdvN1ksc6r7qZnkIlOBIi0aAOX9WabQrqwsfvITn7py+cpw0N/YXIvjUEpvaWn58sUrnHIg6tSiZq21nued8AWsZpzleV5vLbJTeqY2Zn1jo9FoVKpuTYuIN5lmtwfTG2Gz6C1KLiDP1aCfasXOn9tSGj3hHx0fcQFR5BdqeDy43+5xP1BCWkuytDwo1ZEyx4YMk3Rf2VkQCwoOwJ243ykTwn//zl0ZhBsb59HSZthZnFttNFq7ezuMYDP2N1aXksngkatXEclTTz0n/ejHN254vpxfXDYOkqwghAjBAPFkeAHOBFy79tb3X/v+229f++53/zLPMym9ZiOGempDRykFgsaapbk2B2C7D/eNI08//UxVKc48Y9zh4eHNmzc3NjYeffRxR9Dz5GwyC4JgYX7+/fdvX7p0MYwih67VbLx762aeFStLS1brOI6XV1bL3Dz16HM/86mf97jvcjIej5FYClZpIzwGzAsCKYWEiJdlxYo4WlxL4/VKD5P+gyPwLFmgDstqIjx/fBAtzz/1tc+9uLRw3iqWzGbOWMaIYKCVQ+TKKgpAuYAPKa+03lJ2WJsjgRAk+Ffnvzq/hUiAnkYgT/kAJ1LoCa4CzpACZ+abegKhAISgtYaJk8nGIRJA7vE8z268f2Pv4Z7R5sLlC4yxSpcAYJwFAM44QUR0QlDEummWOSSEIaVYb49TpGci6xle5K+6eH/im7OZu/75M1uttfaE0Hl6uEsp0zTtdec5Z9bi6fl8Im5Ryj+sRp9VrThHABi6OpRMnSVGo7WEcQAgDo01TgYiS8ZHe4Pj/kPhET/gFIgAqbUJgoZRaAhhjLV7vThsjkczsLkEgSVu9JYX2j2CEPi+0doZm+vSWENOakxBCAGUgqsA0BikVBDk02n+wvMvffYzP3/u3IVkrJxjiBaBAlBtDaHUOEvQEDj5dRpsrfERCIDW6pP1i7MELKOEAgBxBIjllBhKKQHiKCHOWQL038RZfLCWqNVuOFFhHVqsFy6UnIAiECgwIBYdICKxtbuBUnJ6D5y1taYMOKe0LDIgBBCNAka4LmyZa+61nrj0yhMXPjLo5/3DSf+470kSRLLVivKsMIpEUVgUGa2UQ2Ospdy8/LFnR6Pp4eHhretvMyaUyoaTvhBhHDel9KMwJuA4Z4iOcw8R8ry01tWfmGWh4ASgTDnnQojaJVYfP7UjrUbi53melxU6jU5Hoe95klHR6y4CYBQ1CXHM62wu5FfWPzoc9y+sDKOut3Yu8nhy7/b1a2/c/Ttf+xIUlc0rDBoiiLRlTITFdCYo95uBtUSWjoAGN+WevrMzuvbOYH3jpbXVRxBUWY0Gg0FeGiE8RGKtq0qFzgJQRoFxCgCJSq01z73w5JNPX/nDP/lHaxfCXI9kEHSa84Cz1eeWK1V6kg+PB5UqVxaX+/1RELaefPLZ/Yf9PDfDwUQIKApFnE95PM7Sf/WtP27L9kp3aWlu8cbNcdiFlU4jK9xkkugSW1FAOaW+HY73vvPat5nknpR+EM7PLy0uLTMQvgwFjRAtF7TR8v0grJQyxgpPWodx6HPGOCcU/DQdOyysTaXgVZkSQmeJfnCwu7S2JAIaNPw0SxqNyJNc+kJrZ+v6D6sJcUVhqKAUqef5vV5n5/59rbQnWZrMrFNhGDKKKs9uv3vrvZvXpfQ9z1tYWGw22p1ut9kIizwlSDjnulJZljFGh4PR/QcPLlzYivxgvtdTeQ7WScqqNN9+787O3sNmu+354WOPP7G8sjJOpnGj4dBJIQCIQyc8Vi+2AehkMlsIw0BGkvpb6+eJI4EIwDGrHWOMA+VEKKXCMKxP1bqGtDY1BkHAGLPa1HZYa20cNQ4OjzkXjFNV5VVlknTi+77nMa0qa6wQXp6llDAKHIhLZ2mz0SyKglHCKJ3OUi7AGBRSVqW1Dq2lZcXJFJUpHbjKjLbvj+fmjrvtZuh3yix+/qM/ZZQPVFrLBCsDpp2blmaUVPejLo6yW+/+xavzc8vNxlzgNzj1nn/xiXdv3n71L7+jKxiPE5Djvd30f/2f/rN7dx6EMhSSzKbDPMsF9yn4AgQQcAo5YWiMQ6IJMcbGkR9srDqCeZZls3TUH1KgnhAXL1+++uijx8dHk9F4OBpxneSFQecAcqONcdQhE1w2Yn50PAyDoLJFbdITUnDGgjCw1pRlEQSB0pWgZufB7bs799a3zi8sr7c63T/8oz+ejQfLc+31lSXBBHFWV+X8/Px0Mo6jSCnViJvGGOHJdrOzfvkFxth0MkmSyXQ0mJ9bBFt1YjkdHRdpX0YNtDgbj/7ur/0nX/7qLz374sekDI6Hk2YceoxUVfWjH3z/jdf+8v/w5NLi/KVLFx979ImV1bXeYmttK1xUJvQfvPnaDzKldx5wGYatTvsrv/BLn/nkz/7j/+Uffnv7O7//L/6oMz/nB+FreXFuazOIo7l2kM9GSpUOnEJjzcmlv64Qq10HdYGCc84YS9EJzk+2tCkDAKV1je8UnuecOzg4ODo6EoxLKetaYKVUVRRaa4uOUABHtNJ1BtcYM5vOqLPT0XA0HD7bPXd+Ye3B7uHOeGjjADn1ka10FuLufEHY9vFxc46rUnCgH3n+o6XOw2aQ50UyTW2F4MCRQCmNWDpra6bYGU4L0UVR5Jyz1pw1XBJERqk2miAGgW9tSJysSqREdFqdqkha7eZkPPzzb7zZba9cfXy53W4l00ncljLgSZ70eguMhmVVSdkSjBFExo3nWQoZwZyiKco9KA85jfLMRNEaWhbKtsLyqL+dVpoQ4wm/1+2BI0gol36Vq+F4XCrlycBaWF5dJ0C59PcP+08/+8zi2uYP37rOuUAkxDpjjODcOaxjL9PZbGFhoc6tPnjwYGdnp6qq9bW1n/vsz1IAYzTjnNdsJUppEISIBQA04ub+9NBay4Atzi2MB8Msy1rtXkGK6XjKGD86PFxaXLDG5Gm6uLj4xmtvEqxWVlYEA196lIrhcBQHnaOjwTf//NVPvPIpYlBQJrhEi4CIhmoHzhogKD0ahh7zuHM2DttZvtjSm9PRUVGN+np8+cojjz9y5dzGU8R2jVamQGtLyhxhmhBmLaeugY4Tmn0weCECAY9x5xxxdToK6yH/rMX1hChDTqtBGCNAznbuP6zFUkoRzdnsUguW9b3Vwx8Are2zTDBjDOOMC84oHBwcXHv77TRN2guduNkEAIfojCEAH+5rAIB6/4MQio5aZ7W2RVVlZV7qwp5QBPDDAu2HB9mz39aTq9b6zPJ74sFAQwn74E6Iq6tug8A3xqDHfD8YDMaEEKVM7TUEoFrXwHN6OvCdNYTVL7yezIALaa3NsxIp4ZwDOM6pUgWjrizS49ExkhKJnp8PKSXWGqV14IeMOFU6TkWjMwcEBsdjnc5QowSvHTZbc7EE4VtOBS/zolaaa0vQiVWaIDrHKXMECaEAYLR7/rnnP//5rywurFWlUSW3hjJOT3RUgFM3BYG6PxjqHQp+qsg6qGVs4hgAOgLEEmfICUcIgDgGBAEQrbMIQBgwpPTDGcEPLxIIIegMBWIQOaMWwTlXtxBbh8ZYxsERsFiH3rF25mJN2DgJJtZWC4tgarIFEKAIlFKCFIgERZVRlEKn1ZvvbgDQJJ1NpuPDh/tFWQnhWVfEjYAJ4hCTfPwnf/aHa5urL730oqI77QX2qU9+emdn7/BgWOZmONo3Bn0ZSOmFYdRsNhgNa2ssIgrhVVWVJGk9PTjnGNM1K+1MvD+lMErnHKFUW1uVhVGgKsspArFlqTzpEZQyCFbkBkBhWpvnF804mY2TYzMYDWZ5hFd/7qXnsZjLLZMcpmWZVRnaxNo8CKVOLFWEMW9cKuL8TM+9++7w3n71xKM/HTZWfd9HwoC0ts71qBCekEmSTKfJeDTM01SbE04FpdRv2xef//jS/Pz/9fu/x+KqPzgKmtBAkfSHayut+3fTPM8cMZ7HenOdsqp8JookOZodCy/sNP2jol+WDqhIC0WQNCO+M7k30N6Q3PvhwzyG82tPNu/vPFzeWLgcLngkVJXN8uz+7na/f63VGRbWIBNZTrB/sL39miodo14YNrvNXpKmy6urjiaNdhSFHU6bZanLIkerDWPWYCx9W5aSsTyZBIHnnC6r6fe/961GtzmeDeNm3ArmNza2BOcHBwdBEHmeTwiRnqCUI1qtLQISrKzFqsqttVmCBFyep4gQRU1qUekqClvCE1lWZLPpwwcPnnvuhdgPOeBkMu0PhpzQxQXU1iaztKqqqtJ5ks33epRQTphTTjJPcg8cOmVn+YQ5GvLgrTtvbV68uLS4cPPH1w4e7qwszXdbrXPnNo0xgrLNzc2q0lDRVtCeHE2CICTIB0cjtLi2tmq1soZEUSMIIs/zAFij0eJcUMqklEIIznngB1DvvVqMozjLtqMoLIvMOgYw6WAAACAASURBVHU8GFTllHgOCKmR2+m0chZ8ySkRoS+QmLJSjTjO8pKglR5vtrvS89MsBwrWkqqqOBeKcm2do2gsT7Ppw52ps2RpbuHLv/DVwG+OU2Wd4kR7mBEzLdTs9ZvffdDfD3q9rMy6C/7x8P0HBze67WVb8f3Do0ee3Hjj9R/PtdvNtv/uveF/9V/8g/m5tWRUcoFGzZLZCC0ljoaNBqcSDFi0lFKsl9zEUeYEN1oXnLNYBp24gYjaGouY5uloNtEEF9ZX59dXuX5Ea52m6cHBvtVmOp3MkjIIKCL1gxYwVpUTKT1w1KGzSAjBwfHRfG8OiXFOlyZByrgX3Lnz7je//R1Kxb272804nk6ytSVRViWn4AkxHg2E4IJxgpQCUw4NwfWNjesPda8Xt7q9+QVYv4Jgs9lg7/pbrwWch72urpRTVavVYYQ8+9RTgrPD4+Mf33zvheeeBQ8Oj48Bh88+/fRkMqmqwdtvH/zrb/xh1Gh5Qby0vH756qNXts5/5d/+AnBvNEvu7x3e3X6w//57y0vLv/GPf+frf/D16WTCqvG3/+LV40PTbjf+6T/9J+c3Fn/q5Rf8QBhtFCin6myuQ3TG6lqUJYDGaqUUIjIqGGMMTnZsT6id1iKpq4JOzFrOubIsJ5Ox53mUUk5po9EAwRljaGyRZlVVGWuBQKfbyZNJkiT9wXHyzRvp5p7iONMpE00I4qNxVjVEflRuD5O1lfZ7N957wI6//PnPjw/6mlZpmgAn4KwAYowhHIBQwT0gVilVhxnO9lEBPsi61c88DAJPCMk5BXDoiBgRyxabz4diHVg+ynf1sFrtbnzhZ9eKIn3Yv1+WRW+uoXUOHgNnS6WV5VlutOZxRMMQHLFFpdBaxlkQeXGLan1sjQm7NEn6gGKWM1+2n39pfppUnIWqwGZDAUy17XYW5yVfpEbvD8aCMg2zZnfhoD+KWt2o0VhYWNRKl0UB3FEmiqKKwiDPC98PgfNS5UmaxFE0nox7C/OtVrMoS3T2/NaW4FypilDGPf4HX//6Su9vcCF4GEbOkUF/SCwIzjnlFy9cLMuyGbem49nO/Z2apV9zK5xz0vPq/+04Dj0RlUW1Xxy0O12gtsrLxlJ0/uL5i5tXuADKqEe5UuixUMgQiBgMjqM45twqnRJiQWAURllmmo12kXrWp93W2he+8Nlm0yvL3CiNpALKnHHWcF1p6UenEx0FSmqMFCEEHCJinXAGAHSuhqd+0K0Fp/w559Cd2E0/nAk7UzrpaTVC7Wz9iQkSTvmslFKkrKqqyI+YoEyIJEn+v2/++WAwOH/pgh8HlijGwVpL4IRWiyeS3AkxgHNh7cnTKUtVqCovqlydpDLO5gY8Beb9RNHuWTPtX/1zSik6h/DBP9dGWWvqEzjLk1pFU5V2jlhrGRUEibWOADAmai/E2dTinLMWay9a/T6VZVUberSzzhlK0TkjPDIcHDx8uBs1aLPlTyYJ56wypihKKf08KREpBS59nyKjjnhWUAOtsL3UWSDaMqS+kICkLEvtThbNtRZ4ooAq3Wg0ptNpGAbOAQX+K//+337hhVeypEpnRRg2qtJw5hmrgdXy+Qf6+qn1oq5Sq2ERFgihdbIaXa3PMwqcnozyFAAYtfbE2wCEAAHGmLLuJH14Guc6qwI/K4o7eWiE0xUScYj2ZHTFUzctIgVnPtSRQQjhuSOWMmqcIo553APCKBEEBSITlFEGDgkSQ5CUVU6QSk8uLy1vbmz4vtzeuXf9+nVg2Om2ugut3Yf3fvij75b4yNbl3utv/tnmytXBdOdbr/7pl77414kR+w8Hggc793aOD/d938/TppBx3fbEKPd93/NErQSkaUopIwQ9zzsBjJ/ClWtSh+d5jFPGSBx0KNAyL4CQssoRXakUBU61Ja4MAhb6sTGOkqgZLwDLvItPTgfD44eDW7cG1/Nxu+mtrbV6cRBKEELoSgkq05GmAFXsO91+787s/n5z69LTlISeF1unOecUIq115HsAtNdbWFpcz9IkTWZJOs3zJE1neZG+8Ozz8/GSS+FX/uavpWbvaPberbtvb9+/UY2neloSLrPZxPMYAsMKJPVYQOMAe52mEN77t7dbDc8RIMCTLFOqmhZl1PY2z616QgyOD9VkLD3bXiFSJnO99u3r7/Y6C1tr8+uXL6xegf54ur13kKbF3v29ojig4KSkgd9wrkyyiTZm7+DI8/holG6sPtqK1r/8xV/Ks6kUJE+z4fG035/4QWAr0ow7STrintAKz289srF57tb774VhCFRzxpSq+kdHhLLJeDoeT5566knOaKMRR1HD87za80fAepIBOEKgLLVWmOdGUiSEMe45R6x1DpFxDwnM0kRb0253kySbjIbnNjeBUOdwPJ4eHh4tLcxbg0goEuYcGu04E1o7z/OTdOosMiGEJ+O4JYRfVbrfH+RJAmjW11el9I11Tz/9dDrNjNJBHASBX2mllNo/PJzrzk1mSRxKbUyRV84SIIwgDYKw2WxRyqKoUUM2OGPO2poqU1aKEmCMDocD53SaTgAMpcIa5yxR2jpHKQijsBE3GbNFoYuiisKw1WopVfpSTiYZkNIhIcQOhkM/9BklglHjkDNGPRliZLXRhVOFeOqxV9IkR4DAB2YVs7N+f/8w2X/z1vZBMple30U0ly5vAjjP85qt5niYf/pnPjEYHJ+/3Bv1y16j/QuPffbjH/9cfy91aCnVw9FhUZRh0LSGxnEIwIEwcBYoWmeFJxD+f67e7Fmy7DrvW3s8Q54cb955qHtrrq6ungA0JmISOAAOiANsK0I2DCoU0t/hCDnkCD/ZT47Qg8OMoEKiaFqiLFEgQRg0SKCJHtATurt6qvHOOefJM+yzp+WHk3VR5FvVjbpZGXlOZn57re/7fViUORc0CLh1Bh0hgjnwQnDqfafTaXc6QH26WGRZls7yuoPgmdvPr/R6xugPP/qwWGQnJyeZMkkStDsri8WCUh5FEedUFWVvZYVzrnUlpaiQdrsrnAeI6XPP3EIg+7s7/d6KViVjTNDIKOUA5lmmVLm/t+2dVao0Dtq9NcEZC6JC+46IwiQ2asG4fzyYHk/m3YbodSJCOCEWCP2t3/qtsqpkk40nM+v946OTnc3V8XSxud4+uLSW96MgCM6Gw+2d3nSeOQfz2dGf/9kv/81kurq28cyd51/67MvPv/jyr33zi4Xy2aI4Ozu/+fztZrPZqGYrqys/+slfK6U4x6OT46y8nTRXtdGIxKNFj9Za5y2lhDJCGSGkBmWSCwPYki5Oqfe+22rVG+lClWVePul794jY6XSKojDGyCgqiqKolPNeMrHWX11dXVNalapsNhujwSnlbKXf/wkdDwsKaZ4A7aTTfq/f4gLERK7vSu70It1ur509OhIFbLfXjybHNGTaKcYYoOOMaKRPLIKASDiXdFl2wRA94azulUH3Kzb8Jx9/vLax3u/3kzhWNkNshqwX0l1tit7GHW0npT5rBjtlNd/avPbo8SfMUSCkIWOv5+l8WFUmjEJKq3mWVZo3k06rtVrmRpVaiqYqs2azi0QTsMgKpyHoJPnipPI6boVGLwKUi/x+Owbv+wjeA+EyUI4QygeTWdLqvf7mWy+88Nkrly8bY47PTpaMJ9RAMAjkBx/cXdvY6q2G4/EoyxaUksrobreLBBqNWCu1s7VVB6UcoKqqs8F5qRRnjAsuoiCcjWfHR6c727taG/BojJlUVavZXF/b0kbfvXu31Wp2Wu3BYCSlQMTT4xNKyGCUaqs3tzYqpSbz2cHeles39pMWu/vRWz85+eFLz758++YdSqHSuTFW8GCl30J0zjlKOAJQCkqVzmoKpNONXnjp+tbGJiGszNEYSagnTHuHBIQU0nvnnQNwAB6gAiCC8zpWTp7MyS7oAEv9gr4ejqJf6j73qwY8vOhrJU/E2tPq9iJcdbHTr0VMLU+dcwhWBgKJn87mH9y9e3Z+JqS4dHnfOss4R0vQEwIMAOo1c204rwWQ8945dNZrY7W2WVFWWheVNs56cA49OPb3umf/LkSMEMLqt6L3niybewks530Ese6po3WKrEY1ee8Q/TydOod1FKkoSsEDa10NvkX0yAghtLYmP3lwWmOeELGOFTPOvXeEInjrvAMKWhfD0XG+GAYxBoFI07Se/lJKV3prRVEa45yzlFoosUN6ztiOaHfiVsgDUmEoQ/S+1BoIOu8JoYUqwyBUlRKML80eHsss54Rqxb761a9/85vf6nX76azwjkgZKqUY4x4NpbU4rBu26+H7E5gBIADUtXHOOUaXJF9KPK8zhZR4cAAIQBGW94lzrh7Ieo8EgLJ6pQu1pvceCUXKABEIAeaZ9xgIWtk6m8jqcrnaQVuHDp0DD15rZ319yWBZXkGIxRwQqeeUckDuHKMgCGFL57XXntTa2BNGKGWEUPSIDlSe54tpf3X1K1/7apqm03Q2PJ+MRjmh4XvvfWScliGcTR78+G+Gyi5e+flfba1funzpViNorfV7pjKTyWQ8Hg+no+nMB0HUbrWdj5OkFcgwCARjdBl8RCzLvKpK772UMgxDzlkQSM45ocBqqBxAGARSShly38ayVIRwba2qtEEMmJMibrY7QJlxKeMWk7B5+RJFX5TTeTp6OB5+cjyOhW5K3N/eoZYo7Yzxp+MiTUeB3Lz94q15pvZ3947PHwE4SiUB0V3pCEGdRV25bDHXVSVluNoPnO8i2sUidVM1M48Dzt85fYCC+LCzv/qb17d/g7FCZeMUDhMxmE0HOs+PpwulUipc1JCtTvLo+AEQyoWIk8QDxFFYqpJLaqpqNi0YEVnKiC5ZSbv9ptbqg09en2d5Wg6PxuHGzkZFZv3NaG3runM4u7PnLFqDs1lqK5cXijOJQE5OzwbDs/XVhqsGV2695FW60U021tpeG3JDAhWzxezk/JH1pYwMlyRIyOPDe5yLfLLoRJ1muxGFobGoKiOFjMLocXo4Gg6HwwEB2NrYM1Z7bze31hlBRjCIgr29/Y207PbWy6JS+Xw0Gi5yA+DzUhMRIhOV8976yiFlfG/vUr+3wrnU2jiPUsr5PA2FJAcUCTXWO6CVtdrjdL7IlPFADGKprXFYFrbVqBMNPAxDCq4WClVR1msBVZTOu9FkgECiRnN9e12wIFOLuClBkHQ6//juR2EUEo/ZfDGW46pSnFBOqJScPskMIMLp6an3Hp3XWhHqs8U8CISzDggYY6vKAApGvNG6yLJOJ6GEtFot75FzrjWxzlMaGOOtdUKQRqNJiK/K0jjvAICj8VXSjIFglLT/29/975thn9ukMjl6zbGgvkgX4//rP/+nhfSjhV3Mq0YQvvvmg+dfPGg1m0eHp3HYs44eHZ1QyvOi0lX5/X/yvdPjDCxvNsJ0MVxkM8miLCvXVjc3NlbPRzMESpBYb5F6AGSUySD6xdtvbW1t9/v9uJNUlaqruwEdqTtxPElk2Flv2D4xxuZ5rsry+PyUM371+g1K6bPOjoajk5MTNOrsbKxU0Yh0I4mdsY1GJAOptbHWSdm0BtL53GkbxNQY0whYkU2DMKx0YbzXVRVFjXa73et1tdboHeecMDocnL//4ceyfyNJEjNd6XW7u9sbVy5v/6v/9UdVMd393AtJnJQ+bXZiINQB/Yu//PF3vvuP53lpPH1wdNrqdI5OB2ube8qAsaSZRBv9NUrp5pq21s3TrNuQemtdVfbTD9794N03/zT5N92VtVu3n9vc2rly9cbOy8+hB8yme9eufuHrX3/vg/cZ9c2ArvbWVVYyIohzgjJEJBSROOccIcgYAY9OG+89YZQsZw5QNwcBocPh0A8HQRDIKOScB0FQO16yLKuJMQCglAIAzkXAuavM2dkZ44xQEjfiuJm0u10XhZ12+8rXX1hpdY4+vPfOa28/t7GL56eUCTKdt9PiK921rFQQ8M1LB7MHh+21nlkUYZQIKYH4sigFpeiAUm6tR7wY9NRcJcoYB0o4ZZRSpJ5SKoSoi3/H4zHlTEoZhs3Nre0ojLggcSNQqgpkN4hareCKj72ns/2Vz1tMp+nh8em9fm8rhYnhWRChI0oGMSc0LwqlnBRRp91SVWWdN6aeggVxw2lmjFoEMdeu8ugAhBDc5VlZDtN0GARNdB4o4UHIZaQrq427d+/ezRs3D/Z27316z3jglHpCgBBGaBAEURxPZtPWytpgMGi32x7Ae1+TdjhjrVar2+06awkhQgYfffxxPU3iVams1os09d7v7+83oiRN0/l8rspSCFHkOSVzIUSr2SSEpGkax9FkMkkaiSpKa+3W1o5zdm1jbZZOu93OLB391U/+YnN1J5aNfK52d3+bUQ7ccIbGzIvKxKzBmBBUhEFSllW2WBhTVeXiznM3n3v+JnqnVOEsoiOtZnuWlsRzwQPnvHVVGArrzJOOCgbAiDcXI8q/h7uq3QVALkTgshYMlpUEhAJxHi8sqLiMwP7q15/eJtcxoFrk1TNaQohDxwV/++2333733U6vu7W9Zb1z6BHRenfREHbxgASA1lh+BECotFVKaW3zoqi0qYzT1iBFZMR6Txw87Yi9GBI/Ae7CE8IAeTo0dmH5rXUz55QwIFiXfnlKifdCa+29p4RxLubzdH1twxj75HcJAHLOtFYXi3WApR+3Bn9xzgnzHp3RSgSiqqrz0xNjF1pnqppHjGuLnEtEVKU2FlOTPwGB1edgY+YqlNFKp4PaN2gUh3GpyzQvgBMaMPTea1Mv1PzS1EurUnHOdVUBwO//k3/+jW98syyUNd47jOOkLMs4jvJ80Wq1srwE4MsWN6RPxvH1dL62vdraH/CkRtih80iQUeqdJhwor18uAH9xU5Hl4J+xmmXx9H1SD2jry/1Uay4QQj3WdGP6pISsthxAHa17siSgiK7+HxlJgBBnkXJuHSKljHlgGqBEQADkKAEAl5E8R0AQIOg9AnJOFouSEBoG3U4r3t258cydz738xa/+4C/+w9+++v8Bra7d6D0+ul8VvizKL33xS+jNcHQayCiMwoP9vevXrkyybDgYHR8fT6YDmNJ2qyuETJJmjZWQInjKTu2rqqr9Z/X9yQAYJ0JIAtxa570PwqAegAPj3CKX1LnCOo1OoRYOPRWeIEZJAyuBFFkrkt31rgdbVcVimi8mbzwYOacrV7Xa7fWt28mGCIPk5Pj8mds3d/Y29q6sHh4ePnp4pHVBOSStJJAhpXyxyAkSziSCBbR5XpycnLx/75VvfO0za7v9SvvSJZVbmY+NUkrnlaCxiXav7H2hf7vlXDEaH54cfTyeHRXl7HQ6TWfB7sEWlyikPB+dN5pB2Gw1Go1PPrn/5iuvoYvuPPNSvjitKldUJYJBgr21nqkwK9XD08fJSqJMicU8CIIkIYEIAcjVq6tx3Dg8PMyzcnt7W6krw+H5eFDOhuwbv/a5fIoNgdTkRpVgBIvx13/j2T/5j2++/+k7nZV2Evdlgp//4tV0Uhxc7lud5bmM44SLkBvPKKuzZ1rrSmmjFa760fkwTaeEYqXLKIqs1e12p91c3b90jXFZFgtCyGw2ffz40SJPj46OiizNK7veWZkuspPTM1OZZiMil/YZ487j+vpGf3U1YAwRnEcWcG1tf2Oz01t55s5zk+nsweNDR6i2znjgjBtjjXZaW61NIxKIsFgsGBf379/fXN+IGyFwbJI4VyqM46TNo7CR5QtLHQ3oyy9/YTwezufzZrM1GU/TNNVaW+sPDw8bjcb62iohZDQaoffT6bROOjLGqCcAjnFCkVnnvEMKHIECskqVSSMYj6drq21tnLVGKWWt8x4JkCRpSRGen59zIUxVWWurVNFQxs2QUu6db8SJU+Kl519GKz0mgJ44GwUkmwwOTx4OZ9OJ8O3+uq6AQrDI8tEoXWTz5+585sa1F376059/9PFjpTSxzf/qd39vd+u5cmHn82kj8PPZhBFSVZqC6PW6lIFFDZJTQiTIehPCBWu3ej/4879stlobGxsbW1uX9/c3NjaCMNQKJON5tuCUNkJZFAWKUAQiYUl/rW+Ny7JsMB5Np9M4jlut1le+/jXu6XBwPhmN3n33bYKEc5qmuW+gs4BAZNhSRSl4JJi3VeW0DqLAeuew8qC984yxeZpu7mxPJmNnVCOOKKXFouh2e9ZDMbl7+ih7bHFldXO2u3fv7Xj46OOvf+XL1y7tnR0/dtphHFbGNIKo228AFcPp3CJHZx6dnB+dDVkpqyqI40ahNIOwzDNnLSWkn7T3N3a0tpW2aZpmWaqUygZHr58dnQ0ni1x99nOff+HFl55/8TM7l/Zbq2svff7lMkuL6WB6dsoIs6qyhePBcvh68b38d8LitTJ4MqldIo+EIIwCo0VRoF1+jMdh1O12heBlWRZFAd7XLFgEoJR474kDKUPKWF4Wg9EwFjxg4n/4b37v8WCQVSUcHb1x/LhpcbXXuXr1ymRyb/zoruHB7s1nbeGOB/PJefcwH1wOb65e2TwenAhOldLW1TlsqDNYiJZzQSmpV68WHeWMEYpAKKVSiNp+IKWkjFlni2z2y7dPtdatVtJIwrWN1dXV1UC2S2URKdpGyJHKKmlf3u9/SVt1zh+eDu6jWhC6QJt7QQhoa6osG6Tpeb+/wokzzgQy1Lpa666N1ShqBnmWRVEQBHGROUnkpSs3uI1PRzPZbCKhhBCHYD1Qxubz+dXLl7c21iWnw+HQesi1D+MkihraOQAUQiillK4+/PhjYwwhJI7jlZUVo7XROmnFT0QOZ0L+/LXX7j14oErFPdqVldbxySGi45INx8NAysVicfPGDQKgq8ohjMaD/mZbRoEQ8XScr/R3AsYaMu71WrOiAI+MEa0qh554QkEUabmoyu3NvTCIvUMC1HtNKciAE+qdq/Iyo4RXSkvBL189uHp1n3FSFspZLYRE4gmjWZ4LFgCAsx4ICM6ttQiUAKInABw9UEIpeVI3fGGWxfqlWxbc1T20dZ1sPQy7kLmcsfpI9sQga2sPLSEIsAzuUMKcs4xR5+xSJxNCmQAgp6eHb/ziDef99t4u5ayolEekjDnnCGOEOEpY/fwukAneWue8c1YZW6iqVKqqqkppD2its4jE1wvrGozl/x447KKT+mIYTSkl9UuCDhHqUta6Fo0S6n8FPag9tcAo867uOBW9XgfBBCH3aL1ziIQyiugrbcBbJLwGcdXK1taZE4LWW3AVoci4y7LpaHw2n49b7UgIBBIAYFVWnVY0m6eeUCakMfVKh8VB1G22GWEt32KUEI9xo+EdZGXhPHImkC4/SwgApeCsBnSEMUoI5yF4+vLnv/gPf/t319evZZm2FinhlEGpKgSiqooynhUloRRxiZutVSAQQFg6ALz34AwhpO4aI4CUAGF1sYWD+vWHJ1rXL08U1tVCFD167SyllABxHp23T51YCAFKCFJKnXWMMKRLq4HzDinFejJcz6CX/XRIlo0adXcgOruc4iNQQtGi84jOOUI9IUgJRyBAgF6wg72hhCGidx4o8Y4SQGsqdLBYFCAwLyEvY8JXCB/31nY/ffi6pIFx1uji//3hnz9/+zOX92+AA++hLDQPyO7lva29vdk4m4wms8lkkc/mkwkTIoiiMErCIJYi5JJziVJQZzV6p0vlKycCzgX1jHAGnIv6uGWcIVRQKmXMY4veM++lNRbQekBTKW88AAFnORVASBjFjEeqqMKw4zpbANo5TRkwwQIuVFmkWfr8i89cu3759PQ8iuK9vf29S5fzvJjP5vN5OhoPa/JdIAIpKCGWoMlmw2x2/utf29jdKfPFW42o1Y7XSu8KG2gemLDpvDSudfLp4oGehI2AsaTT+tz66kuUKeuLdDEZzw7TfHh+ej6cFHSTWywWLANNqQuG58VJMms1rTMeLO4f7IdR/Mt3PoqTjqNyMp8Ox8cb6x10VbvRytNiMps2ong6mfS6HfS62WSLxbkUstdJVpo7X/ivv9NLbpwezb3VxmgpA2X02nr06dHPBrP3lHlsXG80PW23VpvdTNuckYAgp1FYlAPmmpw1nQXGQqO9qTwgoZQZWFgonXdZWnrkhEngzIKrtCGV48QxSoDRdnfldrcNBLQxZVmcnw+0sd1O94XnnsmzzGo7S2dd3jNWP378OE3Tg71LzntCKSJ6Ar2V3t7Bwc7BVc7D+SLnXBa5ThrNqjQ2ROvIaJym82m3HUshwKM25tVXX7t67SqCm6XzGzevc8Gt92GcOJVp5wIRzIpye3d7a2fLo6+jMM6Zsih0VdV1u4iEcD6ZzYDyvMz7/b6xlVK51gU44w1QDFVZKqWwrmIAHsddRhg4k6YF5VRKYTQAcGN8mWeB6HTbK9YMqXfGoLV0NiujBABAJGI6LcZOvfT81157814nydGPQ2maUdELi8f3Pvk//vjfz8AF/dbZ4WknigUlq/2N0Wmx1u+4Ijh8ePLJRx9LEZ8cp7FYfe7O1wdnAwIsjOVgMrEukEKWurx8sN1f6wzHA/CWOs0Yo4w7JDKQpao8ZcxjO2q4Ur/71ls/+8lPnnnmViOK1lbX1tdWV3orjItCVYwHdeRAMmqqEgCSJEySjZ3tDVVWRVE8vH8PPI+jaGNnb3Vjy3s3OD8bDM/Ho5H23nk3eHDYbrX6/X5ZLLLFotNt1VRI9IZTEjTibFG2O635bBrHUZ5Z51GEQdSA+XzaakabndAYmyud5+XjT3+plLq83V/ttq4eXN3euvTg8SPjjJ6laWWTdv/R0eE7b74BlO/sbHmdP3zwCZTl8dkwaURJHK302oyQ1d6aN5UqcueQEABvV/vd/kq7KMvpbFZVVSOWnMnJ6f3/8vDuD3/0AxlEu/sH+/uXb16/sbe1uXNwjXgsy3I2nc/n50ZrY413jlDkhFC0iBapoRQFo5RQzhjjrF5JchFwwStHsswVyt26sVOWxenZSdLrPDw7oUCSqBFJyQBFHFnnrPNlWQZSOPCVAZeUPQAAIABJREFUViIQeVZ4BGV8VqSlzkIuvvOb3/7db35bz7PZydlHH33w6PHDXC0IWurDH/6HP/zql746Hs2uN24/HB1//ONHz2cvbe1sVFVlnGfLTayvcZyUcy4FInc1h95rwQUlBCnSesJMqaS0rv9lwGWDykA04ma3271//95HH9x7HJ1wLsKwEUVxu5EEoWRWMi6c85z47ZXVrZXnjMu1WSzUea4GeTHmgdJmSrlCr8KAO+so8d6ZPC3Go3m329vY2pmn09Ozk0i2dZlJHoFthcwSq1RlqsrmfJ40ur3uytn56Y2bV1ud8Jfvvi2DOJvOKKFWLaaLmUe4cnDQ6XTbLCpKv3fpoMiyIl8wwNl4DAS01rs3towpAYwqFlZX6Xyy1u8iOt5qNZXKbt++cf/+YVbkURyGQdxudQgh5yenx4dHrX73uRdvJd3ok4f3K094GLXD3nq3e3Vv6+jw04/ffIUBgXNEj+v9dV+Rfmf18v6NTrO/trrBQOiycM6FYRjIyHuLDgExX8wrXb300kvP3b5WVa6qNCXcVCBEAx2hAB7r1A4CeLKE/hNEUoPqwVvKmAPHKL8oPajpovUsrc5g1VJmifECciEQn8qSuQtvaL3MrcVJjavjUhhtEZAxbq2h1AvJrPMy5LPp4vXXfnF4/mB3/xLnvCzLWuk+xVsAj0jAO7sMb3kEQsAYW8fDs0qXxlVVdUHNrCeviPXKnNaTv6ee8K/Gz/Uw9SLkiPCrwuXaDGSto6SudfWUEABiza+gxJQQbwEZdjvt6XyCYBAtZRyQOu89WudsvdNbPgUA5xyTwjnjvKWEEqycc6Px6Wh0xrlnVBnjw0iWpSOMgXVpOhdSUhEsstJ7aDc7rbAVgpA0AOsjIa01hKD12joEZAjAufTULkvcCeW8djgJY4x30Ei63//eP3/5C1+ZT+ZlqQkhhLK6OgUAECgQVh+OvUdKCUBtM1k2HVwUsCEisZawZS9GvWUipL7TgBBkyOouNEopUoR6OP3kSGKdJYxftHLUftjl1UHw8CsbFqCr03QABCix6METSpchNY+I4Osh7kWbAxJw1lDCgBC3PHstz2fgCaWMUImE1ujbet4PBBEcoRQdaIOUsmwxCcMYkUkZ3r33/h/+uz957vkvtDpbb7//87xaJGGkSuXb9l//2/+z11rp9SPCtNLAKbUOgdkyz4AE/f7K9toGAZ/OJx9/+snh6QmUHO1Rs9VNGr1AxmEYosNGEgrKiZcUglIp5x2gQyylDIQQQRQKLv0T6C7xXlBGRYzhssxPKaqtQUQP3hpNCEW0UjpvDQGQkoCXwIWuFKMcQT96cP8LX/zinTvX89xQKr0j3jmkvpE04jjav7TrCQyGw0ePH6ezhVYFJZaino6On71xcGX3iFETRjKS3qoz6uYcY9ZYs3E8XRTA+iFDIjuL0oi4kS3S85OFVlkQ8lZr+8UbnxGBBzDHg4fj6eOHRx/MJ8P5vLy8d9OWD89Ojr7yjz7vUBOK6/3++WB0cLA/GEyPHj0eTWZXrlwJZZKXZrGoGo0WYxF6733JmGCModNFmfNu/+RweOfWszevvfjLNx/bilLGGedKZzQWva3Gv/6//1XSaWzQznQ6bDQbWV50es15NpxOMkZFOosf3hugbTbCzZvXX7SGUU+PHh6rqmg0olk6LFVeKQOOIyBlYbPdQA6eWOIoEZJxVlYFZcyBlUFAGaytr07GoyKdR2G4t7NJKXXeE8K01Z1OxzlX5oUqCgRE8FpXVaWs084ZyhgA7bR6AJRzevPqdXSoq/KZ28/t7e0cPfrY6dxqwxmtc7nNbjevitnR0Wy+YJT2un1W+4I4Y1xa5ytbSSm99doZi5YxygMhpdje2iKIyrp5njtE63RlKhnIyiilikqlbAmhMXEYE4LaVt77qoJAhnmmrHXWurX1TqWqw+l5f60ThQ3vfbu15q08PZlyYZNWUhnXarWjSAaxRIqGEqXJ6tbVo0FxPpos1HFIVcLScnrvg49ezVmjshYXRJfW0/Hm9mZWqCrzn7x7/3v/6J8iV+h0mruksRmQfj63j47fQMS11Y319fVGa4uAD2PdaDcd0ko5NJ4Rh856YjljlFIZRVWl8tnU97pAMKDMCL6YTvIZvvHqKwBw69azzzx75/qNZ/KsUGUWRREPpDWm9lwiAQosCmUUSkqpQzqbpo+PD631zWZ7bfvSzTsvGlOlafrhhx/Ozh/NZrPBeBSEgYwTT7g2ijEWBGEYhuPhOC/ypJloXaFzhLI4aVW6pJwEIeMcV1a2BsNhEImV1dU8nXU67Sxd9FZ6jVY3YkFrfcfaqtKmUGo0ms1mk08+en80GrVaSRiGzplmFCKVmSqH08nZZATWbqytJFFw+dKe0WWr0wJBAcE5iNvtsJlQSkIZzCbjTjssinxcWGez+3fffOe1n/5x5a5eu/nlL3/16tUbm1vbBxs7utrPs8V4eD6bTY1WHoxGr1VVVy0xEgjGa/ymkIwxGkVBo9mZLszR+WC20L/x2zdef/2Vk3Tx+W/eHL7x9q0btx98ei+dpAFHSZECtprt5mrfe2+9Ox2cN5PGfDa31rNAiLCVZhNKrVamjrbEa71v3vyd/kp3PB6/9vNXf/ba62Sz3X/x8iv/z5999PopAlrnHPObG99mjBlC6iY8a633KISgjCIAoYzz0LlKcuSME0KooN77IAyXeFpEzrlzTqvq+rXr7XabMdbptCeTyYMHDxBxOh0Nh5YztNY2Go219dVmM6nzl4RI5hsNth4lW6RTOF96Uqb5GaFFVgy0nhMsJ4OhdabTNoS6NF0UZZU0wyiKGkEwzw06sBolDcAT53FRZNN5fnT85pe++JVK6a2dLRGIT+59fOXqZwGQgQVniPdoaavZ3Fjf0Sh2kt6tm1fHg4EzZZbOJpPJbLG4d/9Bb2VVBqGvMIjJ2bwQnG9ubERhyI2xlMrj4/PpZE5AJJ3Ye+IAHtx/5Izd3rm0c3nr9u3b4/lgY6Wfpnp//aDXXD159Ogv//IvpuNzJ31vda3TbJdZGfLou9/97u3rd/K5mg7nVWnODo8ok1EUAfiizBilla4Q/Y2b1y5f3o+iOMuqelVkrY2i0Fr3tJO1XtTXBsQnfK0nrlcglFxkp/wFOx/Re3To0Xnn6p8/Rba6+HOdu7rQuBc/fFo1emfrvXAd7w5CQRgs5tNX33j19GzAudze263918s42tK2ibWvgTwxANR+c+u8NpWqqqqqyrJUxmqHNUPkCdHm78C5Lp6bv8BN/d0KsSVElvhlWnVZTlvvr51HuODq1gJ9+VAUAMAYxVjQaMSD0bm15ldMA0CopRRwbRwh9dTUE+KtVc5pyggSyNLJZDoqy5xRZIxywb0z1pAojK11EAjCmXEeS8OQhUxGNIipZJYw5yQViBaI8+iNrUFWdWgK6o+VuieWUp5nBefCGLx548b3v/fPVtd2F7O0Jvwzyp685sAYv9jyX2Q/ax5FLW3Ru3qRxAipeUn1NJ8SoPRXbLf65FMP+UldJVbfM5QQTzwBt7yxfmWwXpo5nK8/BJc7gWVCFp54QkhtSKjtzgTokzoGsnQm+KWp23usp791drAW2YD1DVDbeY2nuHxXYG2/XfqnPYC2xhOQYUAF95b/4Id/+bM3Xtk/uGqMFYx3kmR/o3t2epI0kiwbCiYOLu9+cP+XYfA4nZXXrt7e2NgWRRAySjnXeqEpalsRgbefv37t9rXBZDo/flxVNh0eUh602q0oDq1hjUYzDkPnQEaRQw0AjBBrtVKF1kUchww8IjLKIIih5jwAcdaJII5EGAGpjSXeau9MVVVGa2Ms59waC4DGVFJwpYo0HX35y1+6cfNaUThjnnQyIyCAtRYQlXNISbfb7a2sWO0Ws/kineTp6PSYe4DFlMSBbDfjQGBlFoip0xNKRjIMpXQlsZ4KhSljQWmyTjPqJX2r+6WyWvkP3jtROg3DRtLcXGlc2n/51ylXeTmqzPT29fvvf/Du5NxHjWQ4Ov3gl39DOemtrFrnVLnY3e71V6RSi0iEpqrunZxZbba3txpJNE/TMJSZKrmMrInDUD5z7eXDh0PiMRTEI6qi5CEcXNn48N7rnvqiXHBBk3bImNXalpXZWG/eefb6bD7/+KP8nenQqtnUz7ZW1wPe3NvsO+Mo7aLD2encKCCaTs/HeVms9O5ks+L88KwRJxyQcEqJbMah9c4DJzXZvFIMPKADb/M8l1ICYXW7dRRFm5ubgnMKUBS5FDyOQvSV4IC+ojJwVnEO6FFpQxkAurgRcck73bVLO13J0OvKWvQe0nl2fHiKxAci4kQS4gVhiOC1oZSiqQRjAFBpVWktAmGs9Z4BoPFunM7CILDWZ1lGKdVlmSSNOA4W84lzejabErTGacY8I2EUhgGhWV42GsTrXHCmK+SSlmWGCIwR8BSQB7K1s3PlwYMHzlogzjpNCEhJq3JGaGQpZTK588wdRiOjPXATiFBS8GYxHmezWVVUwOPmeDTbWF0FU+SZU5VZzPLvfe+7USz+/X/6Y4/++pUXrxy8zEmj1Q6vyGae52U5uffpgBIuhWwmDfRVnqUUQAYNRGK9896BsYQg51zpkgcEiTVeeW+Jt0YXcRS224k1Zj4fvfPOWzdv3RSShEHXOjObzXq9bt2Mg4jOIWVgjKuXhZ1u0u21tTZFUWT5dDQ+DYKAANx+9nrw3K2iKKbTyXgyXqSz8XisKyMDMZ5NVlf7CLyVtKaTWRSHnPPAe/CWMzadTnd2dubz+XB4XlUVUAro4zg2ShGAXrfjvROSE0QgIGQUxa2z8/Hdu3e11nt7u3XOIQiamyut1dXV+XxOKa1UyTlNJ5NI9vJiTrzLM9DGRFEsw2A2X0gprbVeIpNyZXX1UmN/npdlqaazOa6TyWQ2n5z/8L/86Z8Zt76xubKyenD1+v7+pZ2d3Z3dfV0pVZaVUnXwyFljUYBDwRkg9wap0eChzE6CuF0tRr98493/bTE6OzspVP7xveNLu3tJc+3Hf/O3FNxXv/TyPE85IdloHAYSwEeBTKKg322bslzp9FSlq0pTwZecfELR+0yVxenx4flpIOSt55679eJLypjBcPjiiy/O5/Msz+JGY29vjxBiVUUJqc17jC1tXReo+NoPyQjnTDDGhBSISAlFwDCIKGHOO0RXE0Imk8nh4aH3/tq1q/v7+1rr8/NzzjlnWEPNDh8fInjG2O7u9t7eXg1V8CiJkwBdIVhbXvJQxc0cWF6W5yvNtCgmgs6aMaNUnpwdMyY4ldZAt91jlGpEzgNVoRRxpyWN4bPxg0A2d7a7umTzifG2sRzeEbDW1h5nSmlRFCxs/dEf/RFncOvGte3N9e2d/v5luVhk+we3wzCcp556Sgl1VlEiHj86NsZxY9yD+4/DIGZU5rkej+4zJjutdqPRCgRf7feBuLffemuWjpMkUfM8w6nP7Ss//WmnFUWNWCSh1q7IVTtpra+tM+BgoB021g9WH3z68JPDR8h4FEVRFDlnhBAvvfTSCy88Y6031lWqDGVU2zoZY1qbp4VdLVUJAUrp0ixAeF1t9YQktYzUwHLz6713hIAHWDpVCVyAqC4e9mli699LXP09vYvOECDOWS5ku5kMx4P37r7/0cd3m63WxtZ6rpTWuvaJV1UlCCdLhy5SAoR4BPAeAZaN5MaYvCyUqipjrLXGoVnm3GvGP/Uen0Taaj7p3yEYXCjdp2VujRl5mvNV23zrjpB6Wn0hjuv7lXkghFSV4oIEYWytttbAUhhRxigApQhIxdKE4B0Bb4yRjBBwlS7H45H3eVkuCEFjlXXIOBEisNYzRhCJc4TIoMwzYt3+ziVXuVYQh0Q6ZwRlIeOWGoJovQUghFLAGo//1HUHYjQ6SwQLfvs73/nOd37XWWIqi54IIbypryYFIIwRxlh9lMBlpwE8ZSz2FAHoxZEGaV3PBlA7TLDm4zw5LNVIrycZMgIEkXgHzoL1iA69ByTAlzcJIUiIdQ68pxQIEo8eyRKq4WtTwfJg7QghjJEL5XphxH3yUAw91gY177F2+y9nvUDqpBqAt9474ikQSpYpNkrQWe8cUkqBUWttGMlFrv7tH/3H08nozoufmc1zAoQzxr2r5uedmLU6AZVcBNHr7/5sZWXDamY0tNea65e6bbpfVIV1hhInBK20CcJAa2Ud2dnYuL22a5ybzBbnw8FgPJjOhkmzUWodBT4K2zKQhAFnLAojozWWKpBBpSprKkQvpXQhrc3NUkoRCArEOfDeUcKjIKZhCOCUUuDBSEMpMaqiDONIzNPp6dnp1776hatXD7JMy0Bau7REM8Zq17J3ziHWJ1guJEGaJEmnnSTRwYsvPFuqxfyDnw9H53FgVzqinaxIUUaBdV55N2tKFiW5dqAXpbOs19nK8rzZ3Bye54yFrVazLZoeEqOZqeiDe4Msy8KIRTHvrazfufLMb/zaPzVVdnL6+EP3zpidnp3fL6hAKA/2rocN3Nlae3z4CMEEgqyvNvO8MCYXPABC0jSXouGcI6Txpc9/EVzzjV+8dbC9m8QJkCAMw6CJndX45//5b7Yvb85mI23sykp3nk76q12jTVFUJ2cPojCejB8H0lLvbl6+1Uks2ByhSqJGKENV2Ejs+IblDAqVx5JNzgdJr3P3lx9R4s/PTq9fOWi2V5Nmc229L6QUTEgWEPBoNXEGLTGAhHIped0IROr2WkYpYFkWoWx6NITgbD5e31gHX0kRM+a9R2srzqRnqjLKgeSMOaMFE85ZKcOqst1un4BYzGbamA/efX9jc41fvam1qq9spZX3nssgjCIZSC5FbX6sqooFEjw6AkiJc3axWHgknFKlilJlHq0xFaLmHIFYQNNsNp33zsGtZzbGw4WpyHjsVQWC1LcQ5HkZR6udTqeRdEeTN2UURTGlzHMOQHQQwGQ0cwRaK+1b1z5rfOiAE3DUWyHw/OS0NGqeLzwjYG2700uS9vnhnDJGgV+9cutf/sv/6Ud/9e/u3b8bBOtfePk3P/5geu1av1SZNxAI2koSzqS2mKb5aHj26OE9KfjKysr66lYYxkmSBGGgdeW8UaoYT0aUYrMVR1FwPpgwjpyRssy9q4IgYAwYRSmorlBbSwj5gz/4gzt3nn3xxReEEK1Wq6rUBZjSWkUoB2IDwUQzErxDGWRZppSajM6z3CZJ0lvb2rq0Tyk9Pzkdj0cPHz7Ulo3nJXW2GQaIuiyqOEqcc0rpsszjMBqenxtjuu0u53FeFtkijaPAWRNIUffMpems2e1L3tBG67IsS/36a79ottrNZjPLFp1OWxXF1lpnfb3XbQZRFE2nUyFEeLBLwDOARZpv7WyNRuOiLII4RoAgDI0x83QhOLPWISGCkUav3WpEjUYync0Hg7H3MJ/PF9Oz8fnjN95+nRLa661cu3b9+edf2t/b39reuLR/w1p3fHw8GBx7qAxQdFQSwinTlY2lTCfD88f3Pnn/jfc+etzvr3zu85+5fuvaK6/8rJjkP/zBj777e7+9f+nK2dnRYp4GjaSqikiydDFHp8fD4cnRUafX6/f6QRBPs0Ge5VVV1ameuBHXk47C6NIaAJJlea/X+/73v++9Z5zN5nNrbVWViFiWZS1h66+PuqG3pkM+GcDhshTTA+eCc8457/V6iDibzebzuRTswYMHOzs7N27cSNPUWru/v18/jlIqz1LnFOfcmCVltE7X1OKSIHMeuPBADGUOvQtlYqxoBA3vTbfJnZuH/fTk7OHOxqoyZ4ssI05v9tedY84xRiSljgAKweIwFJJf3r8cx81333l3c3PtyqXrVaXqCQ5jzBqPiK1mWPO1Prx795VXfrrW73Zbyeba6vMvfebZZ++sb26v9PqmKso8HQ0GxtH9yzfa3bVWu8PLsjTGlcWcAF3tr7avdMqirHtc5otivkit17t7myrXK60wElim2WQx/p3v/ENjqnv3PyqJ39hY67S6VVGdPT4Nvxw4bc5OTop5ud7f+PVvfuPo7GwwGKytrTx75/b29pZzPssKRGCMUgJKqQv06d9jrD6ZY5EnX+oXofU6xu4BSE1dAr/00DpvCa33tPhk9gYX+u9Cwj69yr9g0Naj4gsIKyIGQlpnpQyUrn7041dOB4MwCrZ3LznwpVFcACKrL7kQvO7jrQPy9bofkTrrPfpCqbJU1tmsKLS1zi8hOU9ruPpFuFDeF0/v4q+1Knr66S2LwdAjekTHGGdM4JILtVS9T7JK5CKmhujCMKx02aQxoSiEqF/wGneGiJQi1v26ANY5axShnnFvjJrNR6UqsjydTc+jOIiiMA5DyqkqlSdQqioMGACrlJ5OJzsbm/vbu6gMAc89kYxRyRhj6L3x1uOScYu4LBsDBEDmAQCpd55z/u1v/c5Xv/KN7a19pYypnPfIObPWMyaeRpbVG8yL0oTaQ4zgAD2F2gsAgDUfgwB6IL7+UibLy+QBaiW6HFDXQ+IlGYESQokHqC239TzULZ1MniCppS8Cem9rRhwQ9LUcJku7gqt/DjUd5uK4QglB5zwBUvslGONPpRSW/xIAKSVAgTy5p2u3iXcenPfEIxLnvXWOUho3G2/84rW//tmrUWPt0pVri9IwETqHjSDstVuHhx9c2t9n3GYqX0zPLJKj4aFR3hryJ3/6h48ef/T1F34/SSLOKKchEAjDNmciiBg68BYdi+NmECTd/vbaNa/m+fjw5NHh0SdCRO3WimRJKBIpgiwTUdSIGg2PNAwiFrNKqVIV2qaEAKPMc84Y55QTqOuJHTp0AIRxChQo1IIpaMbem7pX+dvf/gcrvX5ZOgTw3lykMxHR4/ItQxmrLcW4rIlGj2S+yAXz1sLus9/ctiX4XOXj4WKkFkOGKhAiDNAiycV0OJ2++d5701J5GsZRr9fZbTY311b3EWpqBaXecfCXDvqAfWMqo02VuU+GJx/98sx5HYRid+NzV/ZppxcZWyo9H06PsnxQzeYxc7PFSaXLKA6bcYsL7hE5D7IsX1vbdM7H8ebnPvuV/+V//N+PPn200o5azQQw3ti7/Hv/+Fs//usf5FX63vtH3W5rNh91XBKFcaORjMuJdxgFEXq8dfvS7Weu5wv37PXPcBJNh4vFJPeWUy+mYz2cZBStd6YRUwvkZHjSWVnRyrabcTafT8fD+4+O5ml6+/ZtpZS19ubNG3EcW20451JKz+SyWab+gEJPCSByKSg6l2ZpmyYA7vTocDqdP3p03Ei6/dXN9fX1Vquxvb1psJQy9Gi9R/rUybzSinN2ef9gcD5wzqytrsRR4Izz2ta3ua3Mw4cPD89Hm1tblLNFlu0dXGo2W0IKASIQ0hMgjGR5hgChDNrt1mQ8sK5I5yPGKaWCgEPmGWel0kkiP/eFlxoN/Nznbr/15gdIsiAIvaKzNM1zb60ZTdJbt646D9N0isTKqBFEAsF46yIZOCQem1cOngdsoWelVkkQSJrlxXyWni7y88rlyDCS4Hx5cj6y3oUVHQ3V//wv/sUvfvGTd9599dr1qweXvvTx3SP0K84QwSW1xnnnrVLGeEfazTgOJSVrgJim6ePDR84BY7TdbrY7rUYjajSi+ivs8PBQSuEcttutRiOyRjuruRAEodfthFKWrCJMKKXOz88B4P3339vf3//Wt74lBKeUOme8J1wwAsR7sFZTyp03xvowlEEgms2GJ2G9PByOJqbSnPO9/SsHV64LIc9OT6bD808/+oCK0HtXVGaeFnEcaeOjWJRFxYVQRcFEXVTOGKEOHCJ/9dVX33r3w//u9/+ZAzKZzO9+9OHa+trZ2floPO72OsYYIXhZFM0kWet3qzJPoiDL0m67KYTI0hTRKWNlEA4GAyCUCq5UJcNgMpsaY9qtdqMRLebz+SLrJrFHFIJ5dFEoL13aKku1t7thrS1LNStzrU2e5++9++rbb/1tIKNG0up2+jduPHP5ytVbd57hglSVKQul8sxXBbGV0pYyUVblbDYh9P/n6k1jLEvP+773eZezn7vWrX3rru6e7p6NnIWcoTikSC1UtFi2JIiSzASWjSABAitBEENwgnxIAgSBEQTIl/iDEDiLJTmWIYuyJEsiZVHiMpyFM+yZYc/03l1dy617665nf7cnH86tmib7U1VX9a1T555+3+f9P//n92cfPn74zrf+av3C9urqmsed3/4n/+T992/c/PDmL/zc5/7H/+V32r2NlW6zKKvAcQVnnucxDlmW5qVEYIyj6zhBEHLOlVJKSdCqxoEhIqes3W4bYx4+fCiEcD23KEtKqZRVrbLV3WBKodZoUSMASCXREmOMwwWlfDF/TiilXEo9HI5q7kGvtyI4qV9/PB4bY6qqPD09raqKcx6G4fPPPfPOO++kaeL7fp7nSuka71MXDxYt2sLQ2UH/xmh2X3hkbXXLFz0K7Tha01JYHTW9bX/rssHM4FSZSTIfTU6nKpnEnlNVY0qF4JRy2ltuLHX8OKJC2NPh46tXd9ZWO2+/d6Mu4msr3/LyMhee4zhK6tXV9U6H724vpbPJZHLw9b949I1v/Hkh9crK2nJv6cre3u7O1vrq1oWdi4jYbjW467oApNtt53m1urJCCD0+OlJKFUXe7XZ83xuNppNx8srLr2bz5PTg/sH+4S/94i+//PLLX/v61z/32k+++ebrv/Z3vryyvMKBV4XSpX7nrXdXl9ee/+QnCNLj434cBy+99KXV1VVrTZbl9XiTEEJW1SJu+4lArPOKbQETOM/osmQB3ViUtDW6CCipm+nGEFMXtkCAMqybxYs27tnBlD7Bxv+RP+cCZ10m1rVvlSs/9NIiNQTvPdi3hLhBgwrPaqltBQSF4ymlGGMWLQGCxCCiMZoQaoyxRFSVlFJmZZEVuTamVAoXoH/AJ37ZJy/pnNi/OBudOSXO6lE8/3XqmKuP3bEUrEWtdU1tWGBkF30KVle0jDGlDaV0Pp212rGUhBBZE4BvAAAgAElEQVSsqsp1OKXMWEQkxhitpQXKGEVSo/5xNhtPxsdZnniesLYgwlAH3NBN84ShAMGSrHCElxUVRWAgntre3d3YnJ2OuUFqqSdclwtkaAkxiEbVbldeS+AOh7rARQRrIM+L1dX1//gr/+D5515Gy8ejVAjXcQKtNWOsLAvuOE8wuUidYXimgzJrES2x1oI1ZFEimtrjStHWBwDKGdYJCtYuYhfIWWhtjQE+iw6uS1ZTE2vP8jXg4zFZQGspnNlLCAJQBKiJt4SARWMsYZzVaxYF8SMPHqPs7CBXX7zGRYpdjbOonxBkwOpXA2KRUqiHw86eZwpAOY/j5v/7B39w44Pv7168ZiEqtCYEAS2AEYKfDk62dzcrXU2y6el0Os2KldV1RkFJMx4PpRePTg8eDO9h34TCvbRzyXVChwulNFLwBAXAHHI3Bm3yw/69B48+Oho+QlJFbV8qeaf/ZkBXO8EuZY7jxM3GklOGsd+S2uMUwDqu6xI9AgC0WKZFbQhjlDoOrw1baChZ3FbCGSVorVVGy9u3P/qpn/rJXq8rK00pdQSvpHIctji9WCSMcs4Zpdos8lDQIgF0hLBGK20JQSG8OeGEB5S6TtTurV9RRSLzWTLt94ePs2Sy8Qn3rVsfGF/nctrstFc3nI/e//b0Zil43F1ev37ttVbjUhT4RVoYI602BDTnNgx80WtbA8pmUsrZfDw/SJREzp1Ws7288tLemt9qhwpPh9O7H91+//bdHwxHB4aUO7vrk2y4vrnBOGZ5+qmXP/3hh/vf/c73ruxsMa7Ho8cnw+xTr70yT/tvvfcNcPKtzfXBoE8ZVVKFgXd02O+0OkaB1oZR7vq6LNKl5ebJ6Canbhw1OksxSra2tAXofe/Gg+nsNC9kmhWDwWxj58p8PrMGRuPE90MhHKCKUiqllJUeDAaeGwiHNZvNsNGUsmQAFq0luGh6cgaUWjTGoOe5eVHEUaSkAWAMqNWYzJLJaP7o4YOtrfW11eV3v//+1WvXoyg2VvsOV9JwAGOUEPTOnY+KsuLArTWtKHA5Q4sn/ZOlXlsw1oyCRuj7jqDW5Enx/o0bk/G4t7pyfHzcaDR2dnY5F0udtlSy3W5PxzM/8A4Pp1FI8yKxphAOMMaAoeP6VV6FQXhxd9Px83arOZut3rr16NKV3aYbjcaTojL37o1PTmbdpZXJfJbmM+YhIaasjAEdelyjDaLWeAK7F59BDGSl/CAqq6wVJP3Hd5goBpPHm5c6BtTy6sr29vZ8Mi6z7PSw/MWf/8JLLz71f//u/0a5/MRzn2Jk896tkzhAzw2TqfQ5ocAAWZ0kXJWZ5y6WuE6nSSm3luR5PhoPDw4fUkp93798+dJ/+0//+4cPHz548ODO3Vv7+4+77XYcx0BY6EeO64d+XJUKtb394I7neY8Pjz3PC0PfEaLVbKZpeoaeRCC0qmSr1TbGVpU823mpEExrTTn6nlMWcmNtXWtdVdVkMtFSamUbjcbWJ1584cWXijIfj8dvvvE6cD+XBgifJaXrBQSAEE2ZcIXjOHx0Ooh8f54kzWZzfftylmVBY+nwqH//waNGq/XBDz5oNBu+7xktwzCoypIx0GXlcC6LAqzVZZlMJlEUMeamOnVdHwDKqgKGeVF1u12pDXdcAjCZzhzHYYRqJGVZua4LAFEcTSaTssyjKKCMAHUbbcf3w/FsmiRZlhbzNKvK0b17h9+/8R3X9fYuXl7d2HzppVeuXXs23NpGpZLx6XR2mqbpy5/53K2HB1efeWE0Pv13f/onh6OjZ199OSP6P7zx3U+/8pl/9s//+fsPj/76rR/s7OD6ctLy8JnLW77vFlIiIdpoyhhBC5Lklcow9TyPOQIRgiCKolBKOZlMiizzHJdz7jp+URQAtPa/ep6XJMmPVAuISCmjlBpta8RcXcDU2329PzHGOOeEkKqqlFJArBC8LItms+n7PiJqrYfDQVmWw+Hw0cP7nucBUKWM4zhSSsdxKGWIpGZ9IkHhGjdIsDgwLB/OD/OEU9uL3S3AcHNtQ4Q9UnpoWlKucFBRV271dFUWQMhsMptNkyTJZ9m00+nu7qzGsZjNZ1yYXi8eT0a1P9gRvN4ol5eX662h0CQMo3Tev3jhUwy6qshPRxPhh0fHw9n06Pjg9q2bb7uOI23Q6/Wef/75p/6TX+ae69ZZwWVZfHTrZrPRYgyqSjZbURh7jLFOu7eyvHT/3uMqz3tLq3duPp5MJsk8c4U/G6f/+Df/s52dXcGd/cdHg5NTzwteePGlwI/GyZwQevn6U91u1/P8vMi11vaMTl/XHzX0lHN+3jc/r9XOC5QnWu0fj0nV2pe1FsEiECQGztwHQAkBsMTUEbgWNUFCGQFAJKbuTgOtg2H1Ivu0nilDAwQoq42RBgCEcKtKce4Izn71y78xms6//fobJ/eON7dWKENC9JmcXMNKLRKoyctGa6mUVFWW51UlK6WkVIZYgxYRlDWIyCiHs6bzeYbCk7lf53Vt/YB+HAZ2FqzAObdotNYLwyUhxlhEwhkFoEZrpVRtS60z/2oFGur8LdQAUFVVbZlwRKCUqvPLkGjOqbSKUIpGSpkOhkOjC2NLz6N5MWvEEXFjpVRappaCH/iz6dwiRQRKeLvZ3lnbiUWQDGakNK7r+Z4DhEilKqMIBQRkrK5lrRAcKGqtrDGeF2lJHe6/9tM/9XO/8AuNuJ2XdaZubC1IjZRyg5YJ50la2ZMGjJq2SwixiBSAcWbR1KwJQFsLrwDWEQLRWmspA8Zr6Xoh0htjtDG1l8OgVdZqawzBOlTZAkFEYGdQNiTWGEKIxZrmW5s7LSFQM49rEDIBImVVH6mM0QTp2TtoFyXzGbPi/HBCzmpZzkX95FuLAIQzToEapQmlhCBllDEhrfFDbzA8/Ze/9/vDLLt89aq2TCvDHW5A24XAyMIwLFBxzxFBVI2nwvUIoVlalElBlF3bWDJlcdJ/d215FaW4/9FMuI1ObyNstUFY6uF0enLn9Mbk/dHptD9PBhpzz2OtdkQb0XIzzB8M9u/dsWS0vLw1L0g+bnhOJ8k7gdd2qOeL0HU8IYL6DnuBh8RKKS2atFS5NAQsZx4Xju97tWmYUgKEnvQHX/rSF1vtppQSgNUrBufc2o87G+Qs1eLju0ds7RokBIRwkSiNVtmSMQqAlTJEacED1nCXl1cSYN9878O35o8qm3seYItcfml3fDouxaiz1eAcK/3ojfeGVreymbq09+za8na7uez6DlhalsqqHJBbsIxBp9PqdDpVafNMSqnv3LpHiHI9xoUTN5ee2vr5Zy7/R6UaJ/lglp6MpkdS56PxhPMw9vb+1//9n02nymzBPJkak73w8jM/94uf+90/+j+aS0qjHgweS1W22w3XYY5DlnstAOgtNbQ009nc8ann+bLKtDJRs83EbDg9iIPmrf2HjbjX3aLdTafR3Csr+u3vfNjqdD/48ASYSwktsnI6nhdKKa0JUimV1raSGgGMJZXSBFgdE2KtAUpBUGMtMfWcAEopuXDmSW4sQaQMhOCO44aEMIu2EbetxTxVxAqtqNVaZknkC99hlFLXY7/+G78iK2sVWmPqRgSldJ4kjUbIfY8gWGsD12832jzLep1uu9HyhasKlZPs+PFRWZbT5a7n+UVZUMqSeWKMPO6fEqJdV9QZgZawspRaqaoqyjIZDvet1oySa9e2/MDNs8n1Z/fevXHTDXhvpdntLX146wPKleuhsqXWFDnKuXSEAGuffu7HgAZAOOfIwHABKJMiHefV2IK0lFhigFWz+UkUBcTS69ev/tZ/8Z+/9c6/lfLQoKDgL3W3vvjFZ9AIYtB326ALQqiWhnKBiEIIqUrOOQEjlaSUUaCeT32/q01TVrosq1u37jAmwiB45plPPvfc87Isj4+Pjo4PT04G4/GUs+KzP/ZFpfD4ePid777x/HPPvvLKK6HvZknq+35RFMYYoAyglvrgD//wjy5dutzpLC11e41GgwKgrR3qDIi1xngeUzKnhHoO293ayPNCK10UxfFJ3yByLrwo/okv/SyjdDIZnw4H/f5xkWWllIRYSzQCpHkBlEtltMHJePLaF684bpDn1fsffACUJmk6GA6CwK9k6QiWZVno+xcu7NUjSlUpZVV5ns8or0pJCBXCA8IBUAiBQJrNZtxoWQJKKaC00+3leSaEI6sSgSmD4+k4iiLKhR9F8ySNojB0vapIrbSdqCWQ72xsJUk6S5LpdNpuBgjkYP/ug/t333j9dddvXLp05cL29sXdnbW11e31LQP0ty9fm+vqvfff+81L2z/5pZ9sdjbeeOu92bzs5/iZn/3V7z94ECztPjycjEbT5SZ/+urVzd0NmU+iVkvKqtQKkQh0LSKjVCslq0opnXNW5AVnLI6iOIyAEK11UVSWYJ5nnHEGVCvJGau/dA5Hr5VXYwxQQETHcTyH1yUsYwuVpP4Ga22d9WiNKopyaalXlkWt3wOA5/lRFK+srJRFIWWVZWlRFPVCXdsY6hknwSNBHWLUbGLQ+JUtCKhGO0CT5cUPJtOpptuCNQTteE6PksBzIwoeggM0cJgXxSKIQq1lt+wkSXb16jWCMBlN1tZXHdcZjU6Vkp7nLoKKCFldXTUGPS/IZuXy8rLHmVWyEfletMSQxK12O24ZAnmW52lSZBnhMOgffnM6+txLVzljLI7jo8Njz/WsNtboZ5+7PhqdcoePRsPx6dCj3f1Hh2Hg/cPf/IdvvP5Gd+XeybC/s7t94cJeHMXLjnN41H/n3RuNZvPVVz9rCT04Op5M5rsXLjx19SoFpiuZ5xkAMMoJJU821s8J9meps3gOijuXJxcaaj0QAx8jPwmxAAShdoiaujNbN3kpRQofu0h/ZKbq/ALqhNXaWq6UOkvW0fXxrigK1/GsRUu05/qu677z3kfJvMpyZQzllFGGBPFjOBcQbREYr5dPpVRZ6bIsSyWNMabmLyBBWtfUADXN/yxr6kciwQDA2sVtqX/lH7lplFLKiLULuurZRBQSAsZqtGC0ZowBLGS8OvwJABjnDnG01lprx+GO42ZZFkdtACAUEZCglaoilFlD5sl4ODhEq7QphMOUKgWnjBE0KFxhLQECgjmRHxOXFml59dK15U4vHyXTwRAIWWq1VVkarZXWGrUBBMqkVA4wo9BqQhEpow4XUbslcx3Fzf/qt357ffdSmiazWR5HHSWl5zpJktWhzcbUBlM4JwTX7tize3WekYEErUWLxlqCvM4APM97qyV5ik9QhxfMMMqZJWiBGKPr3LAFO7Zuuyx6poZSQimx1hpi6MI7sYAq1IADsnDQUoNotaF00QFglFt7foChlLIaFVa/sTVkYyH/EkoAtT7vGKC1Fo0GgMBxKQEtS4cJqzGMwpPh6P/8F/9Xs91e295VpjCWCE9UWlvUnHOjDDBYWlkxYUKA5tJQ5hZpeqpmVmlOeOiHcRiWefHO6//26s6lH3vh067TzMr8o5t3MfRaa61H/bsnw0duO6lUQcBM1bHSymTmxu1R4Lnr670rly8+1Vh+69t/yZovjkbFyWHSa+1srlzuxms6R0Ec3wuW1p+llGprm2ETKXDfl1rJLKPcIYRIKYskyfOMUhIF7tJS99133/7iFz7r+SElrFJSCPbk/4Lz3oslxBhTd8fqqVBKKZ51epAAEgoA3HAglpxlkyiFbhzdfnDrD776Z6tr3f30xtJaY+VST5N0kJ4c9A/Cjs8QjCpznU2T/Thsv3f3AyuOk3JXS761cbnhd5e626pAa4mRXu1xQjSu79TbCpCGVFlRzrKEPLo33b8/Yi4hUC2v9lrB6t7WZ7tLnazIPM/52tfuPn6QrS5fjBrdLJmNRgf/5S/+zI2b3zUwV3YqBI1j/3Q48xzquDQMnSRJ5pPp9etPHx+fAC0JuK7rZPms2+swrvJyxkNAN6HEJqrkPily1XAuOby1d3VH6dj1Rzc/uBM4XhgEpydD63CrzdHBIVpSj4bmWdloWsEoFQKJQbSGUGuQg0OAWCAcaJ0ISrlAYGVpGHWNxjhsAnOA8rzIPc+XUhkDjDnWECFcqWRtHCqKjAvRasfzWSoCYYwhlFo0x4PjoizLSgIFz/dlpbN5anoaaviIQV1pClRwR3CBDrqOa5EI4Saz8Xg0MlqORieOwxCV0sZ1Pa1RmSr23I8+GO9d/PCpaxvf/fZ3250tADqfzy9urRz39w2WhuioGXMhbt+5ibYQLtclVqV0Y7+SpMpNK/CuXv8EY82yrBxqfW6A2P2PboGRRqoXX3oZRTlNR0HolnlJDMkS+eXf+BnKyuPjm15UuaLDqAfEEYKKgDPrAnKCrlaacgeRSFUxAUHgV1WV55nrcABr0BKkjArOmRB+FMWIUJUyz4tiOE6ziRBibW3j059+JUmSfn8wPB07wlfS3r3zQDjOZDr7yle+Mh6dZvO57ztGKmMMWRS1kOdVnhfzWXp8NFhZWfnMZz5TFIUx2vO8uNFwPVZVVZlXjFGlFCKWVrtCeIK3m7G0qBCKokjTdDg8zbJsdWXl6tPPfPozP1ZV1Y0bN4aP7h33j4MotBZbzU6Vp8C8T7zwzPLqZlZhXskkS7tL3YePHkpZCcHqjo3ruMaY4XBIA8aANptxs9Euitzz3KKogFIhnLKsSpkTMKtra54fffLFFx7cfxgE4XA4HAz7dZuvkLrX62VpGoQNJKiUbre7s9ksycpGw2n4PSlLLQ1Yx1akSKrVpbW9nYvD0Wme52tLOs3yyTzTRr/xxrdu3owR0fO8S1euvvra53cuXrqwub22tun47jzJbn90/83X380r4gft5dX1F174cQ6CWvKXf/qHuxeufHTn3nI39LilnK9028bo8XgMJXMYA4BSFgSJIwTn3FRK2ipN5rWeKoTodruMsSzNkvn8vGZ9wjkJ52G8tXGOMWaMQWTnQ+3n/e3607rG1aq6du1a/dXx+LTf75dlWcf5MsY4o47jtFqdjY1AazUajRjjVSkZY0KA0YQyYS0Po95ksB+1lqezweDk0frGihPQtrCETOfFMeeiBD9NCrRu7K10Whdif0dqG7X8oihRAte03eo2GkuM+rNpfnH3apmb4WBOCAEKRhsAaHfaGxsbCIQxppQO/NBoURWYGimazu7WXl5K44m40dbazOdTo/W8LGspGijhrutdvXq91eg24taHH35EKZ+MJtZgnheVlNLorV5rODoVrvN7//r3gcDK5jJwjJuBLu2b3/1uaIFSdu360424edwfcuHs7lxY39hwHLcoCrQIFhBrk6gWQhhrF0orgR9R0Wth8lxdP9Ox8ImdDM8sjmdaJmoCBKglDAhBRqm1pr47BAjaH0IcPNGgP589ByllXRvVn9aVXx0Noo0WDuMUPrx7850bN8fjYmllUyNU0jgeU6oQZ9gni1YZq7Qy1taLslKqqCqtjdbaIFKgQClSQusJsBpS+nE5+0MRZfUw3Dmg4NxYfP5xDdlVStVP7fn0m7X2PH2qFqvqL2ltKGW1NYqitdbKSpdl6bpN3/cHg3FvaWGxlaqizDBGKjnP82w8HgBR2paexwkQ1/U5Z5RSWhG0iAY598CAlZZaePmZFwSKeX9i8pIDoUCNUQZNVamFqZmC0RrQYp3v4LiMUkoRwJRZoiRurV967/vv375zsL69s76+aQ1xhFNVleMIY4zWdVeFPuF+Ps+Cwydn4yxaSgilQPkiKYEt6AEEFs+bfRKjXV/Ewn/JAAlKpSlnFM6M2gTrkeFz48qT9pXzeGRy3mBa0LrxrM6uU+IMwgLseFaPLZyyCyvuEy9ojKlNEWfAWrIwlFuitGEEHMdnjHu++5233vrOW29s7O4Ix00QLbB61o0xwjnX0gAXHg9G87lDzXyeAGVKIhguXFdqkpflpYt7hVRHR4dkctAwRffV51qOgHYUx3Qgk6PDu8n8+G++8RdhG3Z2NqJG6FHR7XRPhtPR4NB2/PFUv3/zQaPJozWq3Bm65cq213DU48ffvT0sXnv5s+ud1ZODu7dOTyjjcdzMW12gwvFD14scTrnDa7+yASDEaFmdns7v3L31/LNPR3GDWKKUEsI5O9l+fP+ttbQ+6Z7VuMZYrNd9cpaRQWoPMmHWJ2iINQQNMGCC7e/3/+Lr39m99FySjeepvPX69zJ9ubXkKZkHXnM+KhzGARg49sVPXzs5Pnn+hetBQAw/SfL0a9/8hu81e53tna3rvtuI3cucQeiH1hhExj3HKq2VZcxvNaI4wtU1VpZlWUplzHhQaS2PHmprx3HcjBv89b99L/SbP/0Tr33mlWvz2WPHtWvrl//gq783lxPqN01lBPihsyQgiv2wSOf9o5OLFy/cf3C/t7TU7jTnmcmy3HUcSoFRqigwDoNxXzDPET7h2m9Fp7NxNi+jaO/G+4d5lh7v33362tM+J0tryxUAY6wqtaWUITk97pdarq71jNGWaAuWUMoZXZhfmahZ7oBEa4NWUp9bAtqYyWQGwDzPA+DaKABi0FJqGQfXEUDQWEmZp7UUglliKCPLK20BrJSyLDUSwrhz6epT9Rwr5Z4ftUbTO+VHt/KyGgyHFqDX6yXz1PdCILwsMou0rCpUSlVqNpuVRZKm8zBi2hjX9Rh1HMEFZZ2We+lS5/rT60Bkr7emtXBd6gYud/xSDS9e3ivVqN3cK8pyOps4Hha5FOA4THicN7trWWJ2rzxHUFRl6nDmMbTlFFXBMCuy0+HoGIIqaDsIOBunsqysTKwmG+vLf/u3X2W83Nlem064NhVjqI002jKgRaVdxhlnwKBSlR94BLAsS0QbBgGlVMpyofLYep8yaBUh1HMdV8TGmFY7LIp8lszeffdUCOG6/oWLFxzPHQwGSZpSxuZJMk+TTqfTimNKrJTSWMsErxefqiwODw6iIGJcNOKYIFIA1w8oo3/2p3+Sl+nly5c3NzebjQZQXsMfEaxSilBbSU24CHzH99utZqS1LsvypD/o908ohe3t7WcvX9HW9Acn+4/3R4P+fFZUlXxhZZ06/nK7dfOb3xqeDhqt+M03v+v5rutxKQ1aZIwxgOPj46ktX331lSyZSymjKAAgrufUyclESc91EbXVmKXp0cHh9vZOGIb9fv/2rbs7OzuMQRRGVVnVICqllDU4GU2M0a7rulzMJymltFQyjhpplnDhWwOzWcaZG/isuRzO59PVVUq4O55OxuNJliRgyw9uvP29d9/2/Hirt7m9s3Xp8qXN7e2nN7Y2fvnvDYbZo8eD/ceHDx8+Yq5YXl1qBOzrX/vTZkBtNXnq4qYnIJnOAt8NfZ95nuM4xmhPu3me5wt6uuGCSUm01vXi3+/3XddllC02lyeoR3U/qsbns0UcKQohCCH12eNcpmGM1akErutWVZ1az4QQt2/fTtPUcZyLFy/ev3+/7pMrpcqyQsQ0TcfjMaL1PLfRaNZ1CCGARCutwth4oW13XaQz7jKTQZYbtFJWshEnwudpNjqdZs1miwFXrOpPBsP5TYfHVnnNcDlww8hxZG7jOKwq2Wh0KHVu332gDKEUar+BMXp9ba3f77eWVoQQjDHf9/MCKA3XNzfz2XgwGMfNNqPEWqK18d3AbbhkNgjDEACiwOeNRrPZ6OSJGp2OHeEHQYiWGkNG43EQh2thnKUzhzPKyGQ+cV3H972Do4f/0//8P7S81nyafvnvfvmFF17o9weTeXbt2vXNzW3HcfI8ZwDUIgCrcy4oE9ZaqTQhtBalkHw8zVMP8dWV5ZMoK1zAsADRPJlMS86Sl5Eu+r91MQMAlAF+/A+fSFM4e7PPK+a6iq3r19qp7XlelmVBENTfH4TeyenxH//7r4Zxq91ZssSjIDgXeZp7rssFqx83AowAaGOKUuZVVZSVNkZKqY2pRbt6CsgSNIZQipSyWlc+r2zOZ8KedP1qjeeX/SPDc7UKWFs1HEecx9XWXqgz8RLqDsWTDXpjTB3EGoahNQQA6oOHtRZREYKuxytZ5Vk2mxxleeL7Tl1+uy6rL6usSkRsBLHRlhBw3VCVpu23Xnz2k4ePjmSRyVz6jghCV2qVFTml9cZGa92UaMMA/MDVsl6rLaPGdVhZZCvLm71ue3d75+hk/tab7yr15tWrVz/xyedcV2itjSG1xnwGvVrkZSzK0/MjAWCdkEYRAQgFQgzWsDdKqD17igAYIQYIGPIxb6vWR5EhIYQysAvCMVpiz05WWFsFzstZVhPjnhD+ERAXFSoSqIVYunDGEjg7fnwMoDiDNizGGIHQJ9wUeOZtWARmIBKltOu4sqoAqBu4/8/v/97JaLR5YaeyqLW2VFitOacMgBhEogVngjpGQf903GbCdXxiYT4bK2WTIlFKNZvNo35/Y2MDOZ/MiZI2EiymCZjy2Y0l5Xdnuns0buWPP5xbXGuvV0bxwDsZTHUGgdOpStzd3Wu03dPpIWcN4jnd9WjeT+7eueGU9Asvvvr8hYZvywtPtRLqDU9HJ6ePD49KqbhlQbe31equu37MuCvc0HXd8Wiwttr78MPDT77w/FNXLmi1OJ8iYq1zn4MsFthpCmRhka/PgWCsYoQSpIubCcQQpECQM4J4brXff3z0L3//d/euXbbACu02nfXSM1u9K5WZra/tHB8cOcwX3B2cDrzA2T84kZnUmiWJJMRrtDvT+bTbjbQafvvdf7O1uSPMB57vBn6opdlef2pl6QKYAJWjFShFLOZ+yITDuSCUe64TZWkxm6Va2SKrTo4f3Lt7a22t+8zze9JWYaPXanW4s/af/qP/br//0cno/gc33pycDhmNkhEWc7W0vNRr0WxuW42VbneZEBRMNYP4UWmMAocLxwmsNZ4Xl5Uq0mKlyWfTxGVd11kqclHl9oMb3283vdXlhk4zYaUfNSjlJUrHDZFSBDKaTeeTcbvXZpQyh2lt6/tGGUeCSimKlC2Yz7bmSxRlmc4T3wtLqR3XC8PgsOjO/6cAACAASURBVH+Uy9SSon/yaHl51XUcz3dYrTtwOHx8ePfBgwu7O2BV3GyHcZNQIbjHuGM1VlWFjK9tbf/8+gYBmM5m9x88eHxwePf+w/k8yUv54NG+w8Xqxmo9ml2WlbVEKUmBVJUESgI/YsyVVIe+uLi39KmXdmRxPDiezkYpYVBIqVHdHk+9gGd5obS5eOnKw3sn9QLouzbgnSKXgDabZmXlXNq9xoAur7Y215bS0bGj7OQkmzqZVsPukjCYHR4feb6LylArIq/597/yD8p0+hdf+/1PvXpxf3/geWtRyCwpEJmxFBztOpQgMUCKvPjWd771yiuvRFEUxzEhpMwLRjmnFghaYykAZdSa2tqEVhd1E1kiRLFvjEMp1VIZSx48uK/0Pa1QW11K6fnenTv3nnv6GljLWD0Uj08EHOLVpy4TYqsyZ4wAIIC1VjmOt7//8M133vH/5puNRuOVV1559rmnl3s9xikBQgUjDByHArFSVtai64g4DJXv8d5SVVV5VeV5PjwaGGs7vaXPf/EnXUaH/f6dO3cv7F2RCmfDyXA0mifzP/7jrwrBvMgFTqukbMSxUqpUigJ3Qz+MI8rA4XTQP15ZWZ4nSV7k2loA1mpE1iiCeHIy+Na3vxOE8cWLe3fv3n348MHdu3efe+65zbXl2TzllGrOppNJI4r9wDfGBEGQp5nlBAEdLipTpkUaxzFwDFy/bhNJWTJK4zjOqnJne7URsdEQOeN5VhUV5kU5H+y/8fDm1//sX/tBeOny9c9/4aevXP3E51++kJX6uD/dPzo8Pj3Z22795Ve/ee2pi+3W5wEJGmK00VZluSrIvC422u32UhShtVmWzucza60QgnKmjTFSua6vlCp1CQukpgEClMATIzeL5nYtlHAi6t35yVLHWruysuL7/vHxcVVVjuMYrfb393d3d/M8Pzg4qCq5t7dHKX377bc555xxJRVllBBSVSpNk2azGQR+7eiTyipTEFBHx/dzdSw8yTntdDpBECuplUZLyHSWloW2xp3PTBwHVZUHoSn1GJhfFJiPI1WSbmPLyPDixSuU6eXV7p3b9zVqKQuoDdwEEW13aenP//zPf/nXfiMIQoBJFMeG0nlVFloZCsCpF7iKGAvGDRwGpKrKbqvFOUdEz3U5ACXIb310Z3l55Quf+8Lb77yTJFkpy7JUboCVqsrJxPWDyVTnqiQ8UFmelom1Vasdf+XXf8N1Giej0fr2zs7WThQ0ZCXTNAPEoswArAHUFuvAAWst1KeKehZ80XA15+rauWv2zMBe07sWncInDbXnwV+1SmdtXdOgtVD7EGqjQl0fnLOrzo8vZ0PxWBtQzrhuTErpeR4hxHGco6Ojb918fzwZrq4uc9ertOGCG6Mdx5nPBqtr68ZWQKhSylhVaTVP0krpSutSKmtRaYNgGWMWaho/UmCIH8elorXnw79PcsTOddn6O+sj1Lk340knRj0UdRYkZs4BVdYSYwwgPT8n1Obe+sW5YJSKKGoYY2SlgS24vJwzRJumyenpsdKly6XgxBgF1AoGdSiu6/lCiLKQupRCOGlWcuJurG6ETvjgzgNTaK5IJ2wgNaUqKyWBUjSWMYqAVhsGVABjlGbp3Brg1K8DDgTj21f2nrr09GxijZbtdido9soyHwyGf/zHf9JoxJubm3t7e5w71hKt7YJZeyZkEoKMMSTWGluTZSkFsOehCfVKQCxaJIQBmIVHmZ4fbIBCHcVGKVV1DcUosVZbcy6aMgLmh9FgxC78I0++KXXnyNqPT2sAYNECpYIxU1/8Ga347LyB5xdT0zmeJBOf/71FApQywcuqch0HKP1X/9+/Gs9ma1ubhdKEc8uYNcCFQy2xWgtGLQDhzEhDOfPCoMrm02LWabWtsqHja20UmnmSho3oYHhS6er5V1772c9/Cil3SMFQYkJo4bc8zw+av/XLXzmmfDIb37p/++DkJBI+CZ34cutodHA6eQx+ZBm5f388n1Gb6baIu83upz/1zKcuXxNpKWzJjEYyjbtiux1VqpWWUEieV3l6cnduhBc0Wqs7vL0SReH777//yReevXrloja2nnx6koJyNk9Za/uEUWZI/RhQQiyrrbIW652AINVogKK1xPCcEENRozGEMj/2rj//bK6q0XiSVVUIvWcuLk+Os0Kl/YPhvTsPhidjayFuhpsXVoBl7SjeunCxzJynLn3ydDgtOq00GVnM4mbbC0U2PRwPU9dx1tc2xqmdzvfBxhTDOGi3ml3fiSxSY5AyilojK1xHLy87xkql7Mqa/+Vf+9kwYn5krDVVJd548yPOHvqBFzVEo7376ku7oUcoN1k+PR0/TooTq92imvSPpqfDJIoDQcFYbIbN8XgimIjiNhdU61OtZavZrOSg01lXWUOp6PbNh/2j8Xgw+OQnnwVTfuqlZ1VeDqd5muaEU4dTYFwZs7LURmKPDvaPB/2oFQPQRqMZxU3PC4VwBBVAqTUWCKEMyqqqZKWNEq7LXcdoUsmyqLJmt6lU1T95dPvuzWazEwZRKww//eILq0ttY7QxJk3yeTK9f/fmytpm1GjHje7lK9eLQlLgru9X2lDu+D41xjYZe3l5+frzZVmWWVLkeTEcDAf9EyQECKMUi7JCbeptG5h0XFdrrTVYhxwdP15bhve+f7Ky7GmtNje2Do7nlPKqKgOnYVEdHZ9YDIyx/cEwjCKAqqo01ZISWiRTpYJXXv5x3w0dxpfajb2dlTzUAbb8vU3vwztxF5TDaOgphqPT0zIt15e2ntp77ld+6Vf/9N/9zlPXNgkxUdispDkdHyrdDb2LDvet1UAM8ACNyYr5O++81e22hHCOjvo7OzsbaxtRFIeeRwjRdf6IsUgMAUvAUgpIjLEamGfOdj3hCo7kwoWdJC3v3HtojHJd1xhbFMVgMNje2NBVqYkCSokx2hjOeRxHP/2lnyrLcjya9HpLSlVCcMYogLVWC9fljhPGUSmr73znjd3dnRdefKEeuVTWMIIUrSdqI5bWlQVCZaU4440waITBUmtZGTNPk3v3HgHqKAguPXWNUMGEk0zn9x88PDo6RLTIKGO0LHMhuO/7k/G01WiWRdXptU4nY0qMUrTZbiolGaOu66ZFbq2yaMqilEnW6XSejxrz+fzg4MBxnJWV1VqDZAR9R+R5aYQOPV9LWaRZHEVVlnNKqW+UlASAIKxsdIwxlSyoAMa4NJIhuq6b59ksm1usAo81tpcZoUWmusvrh4fDWT5vGS/P3Vky+/Dum4+O78zTcm19+/LVp65cubJ7Ye/ZZ14i5KWf+YlXyixbW+oePnoE1jDCVK6sMaUHVGtHiMOjIyFEFAVASKvbqbehsiyxLJHZuv6pl7Jza2kNOT3fferNpW7SKqUIIZ5DCbHGqHoOgXOepvMsS4LA63bb1lqtVJIkt27d8jwvCAIpZVWVRVHs7e0BgOe4d+/ezfL0rEaq62NijFZKKUW58JQERiOrRdxolWU1y9MwtJTrRlNMT4nndDgthcc9xy2LwhiYzqau61iLhBQKR8KP+5NEpQHjn7ckD8Lo4cGdvUuXCNOIlDEmy0IIIYRIkiTwg1mGSmnf94NmkBQJUgRBwsCXptCkomjKUvmew11SzatRkjQaDbSWh6Lx6pXPXV9+Li/TW/du5bOCehQAyyKtHs8CV/QuXKrKKpnMHMtZjh4TbsnKqdr7setL7c1LF641Go36vpdlWVVyEV5AwdpFk9USSxCQgkFDCGVn+ViUgFmEFNeAGLIIIQU0aBa7+6IPj9YabWTNBDFGGWs54wYlLAa/axOCXdBArUVTT+bgk6ADY1EbpHhWQ1hJKSBBSokx0vU8Y82Ht26+94P3hRCN5V5jdY1YRGKBGAK6Usxzu/18WOQl48VUYVGWUsk0y4tF9NeiKK+vhhALFhkBsGBNrVYbjbpOiKjdn/WYUV3N16DNWnPVWtYf1MNhtR3iYyswQQpIkBilEYm1BC1QyollVkmLhAhj9QJ0AKi1rhglwjEWK62lUYPT4Vzrbm9lzQ9NXh1zw4bD/ngy5hyM1cT3KeOUg7KaCiZlBQSxKrWUnHOrWkJEL1zZIhqLWZpViUMoFyHzuDSmzI3WwLnncgpggaIxBrgAKhh30zwnvCe4DUgVUnlhvXPp4sba+k5aOff7+/S5SJaWetRzIjcOCQFj7EH/9Nbte45g21tbmxubQRgiolKWMVETHTiAtchqc7KVAoByYq0lFhezf4AECENCgRq0iEgoWAsGiQWwxiKAAYYWydlpijK+KGptLaMiWgOUWqLrmql+L/i5an6WA16vBTWri9R+aEJZzalgT9I2AGu7L4Ixsv6hun5skAFQQDgzkJ/pzUi4ENzxP7p7/y++9letpZ63tDWTxhLN0QIFwaqaIkE9ai0hlltTIeZUmDDYcGirSB8fHg0dxzZ6S1qJ6cMBRUZS1e5yJ2QE+oP5g/nqXjcOqUVdSIpFmc2AgUPhGgXrOy8+85x9OZxpfP/+w48ePXS8uOs016Oe9gg1lOaUK9gKe5/+5LXNVtPVUrhMW0GZvy0g1WkqMmopIWo58KyUsOLSePOd24+zVGiCVVX93b/zpSCItCKIQIGdP/BkgQzHuo3DKSilGOeoLQUKQK0lqC2jAgGR2PrGufQsr0QDAKtDBw1C4NMvfv7zQRAURTkajUaT/UeP75yePpqNZNxcfWbtul42s/koiMDo6fgE3bULS0vP/dKv/6Ojg9Tf7SBiUc5m6cHp+MHjgzsV+V4zalNqi2o2zwZZli31NpK0LPsYxx0iDTV0bXk79HqdxiZzug74SlKtQYjAorl27SKxiJVymQMCdjZaytgK1ThLD8bHaJEiJYS5wvX9vXbr+c3LnusZh8uqmo1Gx8Nk0B/sJ+nJ6XgcJpPOUlif5VpxGIdC0SWjAqTx4LQsDb9z/6P2Gj8cvb339NXETZCrtud/7pmXG8HKeGAePRrM0iyp0lk+enj/XSKsmjcqNc2Ur444QR+pDAIv8Dc5W2m0vHbQC2grT0sAG0au6wQAkVSUObi2GR8P78jqsMonx7N7HHiR6eev7rDVrpEIoPPiZJbxAjRxXClp4LSoFgINgEUwlDEgkBmfGEPQyEpygGazGcRNa3F376JDoSqL/YePdVXoap7np0U6ViRrtgNljTHaWCvTggPe/ejx5muXqoRYBa4HjRafpiXhot2JDFLmtUFkr7/9R9NJ4nuYTFGIIBdSWWJMvLt+4cLeRcXM1tbaztpanOQ7IUcc9ZP9dx/diJvtRjvmEfRHj7cv9LIRmx5lv/SPv/TXf/Y7o5PvdZYY5UopaUzViCMKH2bVfl4uddsvU7bM8sz14qNiIryuItEsrR4NZ1IMjqazqspPjk+317efuX6l0wwdSjhwAMdaNMZSxgklVAnuWmlzrQkDnxMBqAgUeTUz1CEKCSOEw+OjozD2G2FYKh26vi2loNrl0iondqEZBCtLDWuF0VgW6tatD69e33v4+G4yOY7XNxq+E3lujqTVaLsi0EYToimlRitCCAVqtOactZqNPMvKomDEMGBaK8YUY9zvNABayiqNMs3T0WBeSTo8zX/wg++jKbrNtrWEKSyLdHdn/cL2RnBtj2i0BhkYq22j2UzzlBAKnAZxrJTkgvZ6vWQyD3xfKBVwYBaDTmNrdel0NN3Z2uh0ltI8q3QljfYin3uCIaeUCmWY447HU2NM3s8uXdrLi8xaw0GUZVXKKi8q3/eF61IkDBi3ZL2zAoSkWVpZkEZz7s3SPGxGIJgfhEKIvMiVUuPRKHYmNht+/2/uv/7v/w3xfMOcjZWNnfXdz372C360tHwhKMvEo/LZS6vCymGOSZIOR/O4s3T/8eHffvvt1157TacFFpmLxA9c1/f9IPZ9X8sqn0+1rjhFQ1hB0Lg+kxWiPh8gIcbWAUiMIiFEoxZcwGI4TBhji6ICgDwtZtNp3eh2XTeOQyEEpbQsCynldDo99y7Ws4OEoDWGck4YFZ5XlBmljJKC0cihnShAw5iubNwI/cCbTDKpCkp8L7RK5WHLo5RqXWmQQcN3LQcgfuzmc50lrNMMgWdhR0nIyrxDiQ6isJLSaCYE6koTC4BsMp7uXbrAOQWqXVf4mrUbHUCqlXGYo5WUUmqDnAFFkUzyKAiI4zWWfEapsZZTgN5SbzY+FZwBYG+pk8hUW7G3t1ekyVOXLoPnTiZzbilW+id+/CdMqf7q63/93/zX//Tv/cKvZKlkwM5PD7WPoBbPfjimC2qFrA4XfSK3li1UtDOhq/ZS1Nj8+kZzXkPUkYDlnCMaY9QiGRT1OfnrR8TLj/uS+EPDYfXMOj4R7ERofRLS7U4nL/Jv/M03RpPR6uqqlJIxhrruDjHOgTLLObdAlNZpmguvmmeylFVZllJrZezH8RAWzUL1xB+aPfqYtkssWsaBEGI0npMfGGOUMmtRLdIL8Xx4jj7RUzhj7597Cs/b4oQywhAJQcYdTaCejqQMXYdLWXABWZ4NBv18dpoVOYIaTUdxs3F4tF8UWbMZr6x2ZrMpQ57LJIoiYBysBcs94VdVladVGEQC2MbaznJvef/BQ6I0JzT0AoKWgQVQFhWjlgnLRa0/akrqeDOupTIlOgYc33KQax3vwsbmxvLa1ube8Un6l9942wl7szwXXqg1KrO4G77vcs7bzaYj+OH/T9abxWh23md+737Wb19q33pns5tLi5tJSRZFy7ItOfaMjXgwk4HhwLCDBIGBGMhFLnKRu2AGyCCXsR0Yhj0DjGBM5IW2JFMUSUmkSIlsLr13V1V37cu3n+1d/7k4XxVb477qQnd113e+9zvnvzzP79ndfeedH87Oz7322tcatTBNtbWOEWydoRRbY6yzjOLSPk0wLuMnCMZT7cppj1tq7fHUruccAJ5O8UuDIMbTqe3pcSoVSw6sQ67MYvs8aA3gsTg7elqznqj4MaCpLRBhTEmp2J5+CrS2lGJSulMdxtYwzsARZ074X84JIazTcaWaZpkfhm98/61/evOtS1euEuFbcNY5QM44DACA7SkLDCOsjaaEWoMIgWSSI3estUzTJIyrfuDnzp47v3Z83Ct0Vugi8jiusY3B3vr31i92F77x6td9n+pcFkVfYKSLrOcChE29WUtGk8gXz64sXHvinPXE3735j7d/dCvR6RNXLt+7d2+ttfylK8/MRSEzRcVjDCPLiJQqNTnxoobfVsZkeoSNVghrFg4maJjxWsAmx8e//t/8qiciKWUU+VKachUohMAnzDsHhp4S1hC24Cw4gohzlhBKyOlSlSBcNjvl/geVOymEpnRhrbV1tsQIdrvdhfm1p678AsLF7t7Gx59c33y0Yy1am7+cFr0whqp/MBmMfvs3f9dYaozSNAdAnPNatd1s1p5+6nnC/83O7qNPP/tga/d+ro+a7Q5Yk6ZjSqnwglp3No7aYN3t9Q8fvPXXYMUL137xyYsvVuKO036aaJ0OGaWBVwVnjTGhX8OEIkLqxmoH4EyepWk2KXQ+kpPx6GDDWWQdwTiKwoXZc+eWn3zlhU5c8Xv93dt3rt+59/He0UZWDLqzmHMxGtGlxfMFqu/vfbZ/0J+kgyhGzWa8uLiUTkaPNreXZhd++N4PXnzhxbhTXQltd3Z1aW3126//3WFC+qNJr5d4PmBL0smAs0hr6Yv65vrPACoYY47rzz/9Vcq82ZklQi1Y7YzGQBqNaNJff7Txri7A8/zWTGPQG07GeRiGhFAviKUCBGIwGGXpeG9/U2a6XheDkcOYRWGd4RCDF0UN5sYEyGScObAYE06Q0ZoAMkZzITijRZFZpzGCPM+sNdxnUuq4VgPEuAiSMQQ+nWlRxkgU+57wC2lbosl8/6g/GA7HkyRPJTjsa6U4Z0bKWq3CGBtnY4y4KsyFS1e0xYTxehxVA4bzEcaa+Ownb394cDjwo2qmJrqXzXTndCp6hwf/w+//T1KNx9nB7ELboSFhTmtXr7eP9l21NveTn9zqzkT9o51ux1tqVrQ1WpvyhiOECHzfF14URYKxXbPfHw0//Pj65Qtnz59dtdKCK4MJmUEGnCXIpjLB1HHhWWktIILAGoMBaWWE53k+8zxS5NnW1tbFCxedBWMVIRYRpJVz1iBqnXJhJEqv6qef3uj3D/NiDBb5nBFwnJAiS5Jx6jHsM1IY4zAQbAklnHtFUcTVyn/8y786c+bMlStPzs3PF3meJolxDlFCKUWAZCEJwxjjOI7nFjtHx5OPrr8zGo0AEWksGBv4whO8UasEDKtk5HMv9kPEqXMuSQZaaxYE43HSarWKohgOxkY7Z12tUmWewJQFsdjd3f/yV746HI17vcHh8THGhFFGnLXWDYdDz/Occ5Rw5yAIAiHEbLed5cl4PG61mlrbTmem2e5qY/uDwe7efhxXpDGeF0lrx6N+5PuVip9lGSYIgTXKZFI/fe2Jhw8fIkyZoKtnzhGCiiwd9HuT8Wicp6Nxsr35YO/hTjVuXHzyCkFoMBi8/PyT7XYVO6sHYwLo0qWLFpO/+Kv/9J033vjd3/3dwBd3Pv3s7NLy7RufuixDlHlpxjCpxJXUOauks66EzpdonVM+V/lgKk3elFIlNQD2PPrPcfslEIYxOplMMMZJkoRhiDEOguDs2bNCiOFweHh4qJTKsowxqrUG5MrioQQmCOHp3LpCAuDJJJudqxd5OhiNG/XO7t5oPEpWlmeLolBKyUL3+72lhXldSKVkXImOD44ZwVrLcTKqxCFYjBH65JOPZ2fOdDqdJEmnY2aYlo79Xu8LX/iCA8Q5N8YEfhRFUZZlYRhOBkeNWiw8b5QklHBCCEHg+75BuCiK8XjsANhkkmw+eLC8tNTq1J++dvk7P/jexs7mwdHBeDw6t3ahUW/fuvepM7hbaxHgncbcC8++8Mf/8/8W+rXRoDAGgcunz5v/2rOPP4fJlwpRggkqoegnEQBgKGXOWYxpiZVVWjFGAYhSihCCCbLOkNKrjhzGU5kBJqiE0nPGpuADa0tm/amJBpU5sSXNFqYKSEIILedkCAAQF9xaw4XQhfnuG9/b3t2uViuz83MWHBHMaoMAg0OEuNJHVBjpYc8PguPBMIh0kiNldKFkGUqKEAI4KaUIsU4jwKj8gXEJRjbOOYwZALLOOgenAb/GTvlkpTYGoOSkYkLx1PuOHcLuBF5WMg3K57cjBBNS8s4QYEBEl1rvk4rLAABmiFKrVDYcHBqTMM/N1poOo/6gh5nhHgZMCbPG5sLDRmviEeqBkrknAq2clFqQgAk/YtFMdzZE/ta9TUEpYUwwisEh5JSWCDtAANgSQgFhpQ0mGFPunI0Dkes8DD0MmKOs3ao8deXc0sJCr1e8+c5nozE7e+GLEtFM44BNJ+tl3BpCFCNqrAUwne5Mu9Pt93uvv/56HMUz3e7qykKj3nAWwBnOgCBcVp7TqzQ9jzAV4FKKpqlgU1XsKWPr87wGcMZaRKY16+OhG9PbRCmZOVUsnZz8k3PoTsS+ZZ5CeWg/b7emiQ/otNLCJ5AKhAkwhMBaQBYTggF7nGutKUNgUFFkxpn/9J+/tbd/cPnKk4TzkobmkHMIwFmEEWFTBYsxBhzGmDrrEFAldRTVhZDKJOfnV4zRlOLD40NKI2MNFySKvLW1RcfGh1l6bu3c//vX3/2L13/w3JVnFprNF69eXuu2/CC2SiCrJmmBjFKTse/5epJphL92+QV95cWD3v7hwcH82lMvPfNchfEqZQBK52mqlQOU5dox5QETKiQAPoKJzojf7Y28m4/6NF6kfvUbv/xK4IdFoThnSZKXYTZlJTrNYDuhULvp+g2V159Sai2UDUh5McttBsIII+TAPZY2AphgW2apINDalAq2bCKDkCmDZjpnfvmrZwD4cW+0s7PT6+9bSH3S/qM//G0tWZoWBFGtcoQJpRSDbzXPJoTioF158rUvXlJmtHt4d/dwvT/crfoMEz0ZyEJub9p7lahuGCxfWDncH3/vrX/69re/c+XCM//2d36vwAknglFidYEQCI4tgLWGIsEACGBPVGq8IqOGcVI7lcssz6XWgLEoCnT3/ghjKbxDQllUiVqtF77yyitAMkDpOD3sDbb7B8eXL3z9W//57/NC375znYoccP7s888hYh1CDtPOciNPiyvXrrz37gejYYI9WuvWRpPDr339F156+SVsWgdH29s7D65//OnWwwPrGEJ5uykpxaOBiaPG2pnFG5+ut+pz8/OVPD8CS5q12V/+lS+//t0/bbVnNKqMhsM8k1xwwkKDM2mkNRwgaLXWZuYbea5b9S7UnBDYD3GRp5OJdtbLE7v16KDWYLOzXcZZHEeEMYdtIAgl1BhEALS1AE6pIssnyWRMBQmCCJAdjyfCiynxtNbLS50L5zszM5HKBoeHe1lucg2OiEoUDwaTJC2S3ISxTymlFIJQJKNxlmsiWJ6qc+eu1BqzSvNuu1ER3KaDZhWDyXZ6ux/evUX9OvW9XI78kO5u7IOqv/jsy1966aW//Yc/Px5udv2qVLnwEGUeAFtdu7SzpXXR6LYubT4ca92veQRTMhyPOt1uFIWTPEUIBb6PAVljCCGVarVWDcIosg7Z8omFHHKAMBBKuMBaWiZIliUeqzqNKEVaKeecM+C4u33nEz+EVqNFKR0MxnPdjirGYUitAgtMMAoY+0JkmQyDGgBrt5qTyfDhw62tre3Yo4LS0OeRJ6wna2GAnaJgPUYxRsoho43nedVq9eDoMM2zm7dvCs7jOHr66aer1Vo9jinlRW4Yp4AcZ0xpVaRJkSY/evsHRVEIwZ3Dnh8C6Gat3qxWfIYrcWikwibPTNmWuxLUapVORgkhZKY1ixAqlPTCcDweY8qNVJhxPwwvzi8OR+MzSue5PNp7tH+w7wkOGQ6jaDIe+74/HA49zqnnSZkZo9vtprVuMpksLa5cvHh5NExmussL8+d+/MEH7/30g3olSRmeygAAIABJREFUWltdrlfi3Kh8MKQYBYHncc4wZkF9dm6h3ZlJs3w4Gh4cHjCC06LozC20Z+f6x/tnV3H/aLS7fXz2zEo6nhhjhfAI4VKDx2gljg8Ojg8PBusPt77+S6995dVfPDrcJ4QmhRore/PBxmuvfnFnZy+TqhbH40lKMcGYYOwIciUxvezYp6tXjMsbXTnUK+NLTwNHTx9phBDGhHXGWrW0tLSwsLC5udnv99M0TdP04ODAOVer1Xzfr9VqxhitVZ7naZaU/5rWumTZMlIRIqhU6tlWcefu/e5cIwyjfn8YBCElcZak9VqtyGWt4luti0I5Zz0hkknq+95oNKjXapR6GKMgCrRRw+FwaZF3q91+/85J3Ygwxp1OR0o5NzObZFkQRggcZaTVah3sbWutwzCUUg6HI+oJzKiUkhKSpqlBWCnVaDQIISwO46euPJ0kA1nkIqJ5Ntnb3RJBWK+18kzdPbxHEQlYCAr9q9/511/76q9wIpxFeWacxUIEhCFjTJkHWyJOS3LkKXETn+BST67x52m0aJpoX/rTLQLgnBujAMh0NGsd/lzx6ADKLWxZQJT29OlklEzfy8+FJqWutuT44HIWC1Cmnpa2GYwR5jSuRO++++4bb3zv4hOX5hfmcyUNuOlCEwAjghEBsAaMAauNw0TH9erO9lZsQAN1DpxFgB0u1bEAGOypfhdjTDBxzhIMGJGT+qZE62NMSlFmKS0wjDFA1lgNDmGMyxyy06SJ8qWV57hMxjo5toB+7gpPryTB3BiFkeMcOzB5nkiVEOIIVZjoRrNindve2alUawhr58AhSQgvNcacUxoKKSWhDCPSqDdkqke98drS2bXls3s7u0ZJDhhrG8XxeDyOAt+BM0ZjCpRh5wBhYoFaYIL4mPngcg3ICyhGk8AnF+a7a2fOzHRXNh4evf+zu8trzyx2Zqhf8ykdJyYMBUKaYoowdg6kkp7nl1MrY63WKoqimZkZWcjDg70Pf/p+u1V/6cXnls+s6GRirGaMkjIlzDqCKJ62Q3g6FsUYgXGozHSYpuci5BCm+FTIeoKndWXgBEy7VQRAANtTtsJjo9nHfIdQiptPlxUlHaKk3k5TWPD0gwAITtLvUAm4mBqaCEUIG+PSYuL7Pmbgex7n/P/6P/9dZ3ZuaW3FAgGCXWGnsWRTF+TnwGZCsLHIWVTkhWAUIT4ZScL6jWazVgt3D3Y3Hm5Vak2j4YUXn7t7/1YQ0kLJ3v5wb29vZ2dkq8FgPHnz3o0q5z/87KO5qPq1L315eXGuUQmxxAJz7pCHeIBYJpVUkmJzNm6+uHqBOIS0o8iZvLDO5LmWxllg0jCwkhGEkUJOaSuj6szdbfejT7Zn1p61LHjta68SV96+sZQqDMOyJSvb9NP9T4noMs5igjFMJeDOITj57Jef7lN5OgBYU3Z0hJSQW4IRnJS8CDnnlFJMUAsSUE6Il6U5Qt5sp720sOD5bDA87HaqyGFtFCPMmjSKhbOIMA6OGOMIMK0TrBHllLHa0szVtZVnCLWMoY8+/uD9D9532YSTxMPVt9/9p2SczLTnfunVV6kU55Yucd0LdEZplXtMOwXUTrKJxa5RbxljvYATzJNhhsH3mAi4jzDkumAdboxNkkxKmWeykJBnue9H4156uD9wziFiKXeezy5eevWZJ5sI8/298cHBvjJDP9azs2J2IXK2OB5sf/nVFxQ+nuvWt3sbGrtJkT/7/ItFka+srE6ywXvv/tgVtDPT/P3//nfeemdm/cGWx5pPXD7/6c0f+gHfewSdzrXeMXKqCCp1nct2veaM/MqXn2rW9dIiXTl3pq9yQVthUEMQDHuWIotIqgw76h3dvvMgzxdAeR6phaHv84YuMKPCOeMJQiO3v3dDZ/Wj7c2D4yMvjDozM41WK47jxcXFyBcA4HJAyBIKvf6hngxYO6KUxtVqbzByFtI0y4v89u0NK3tPXX5t/egRJq7XP/SDRqY1ABsOJvOLK5iF65s7o9E48iPGMWvE4yQbJ4kvmk888ZTDnrY0FJEHtu4jTnOD5ZvvvWV8Fgbx9v5+FOtadW5mcW13M/nNX/6Nn/z0zfXNTx0a90d2fqE7nuwzxvIsDTx38+YD7jWtC5ROCmlHyWR2fgER3GjWvcCXWkVBONvpKlVk47HgwhMCYyQ84ZxDhGCMGaWAkXOGC/ruT3743PNXg9iL4jgZKEwxwURJ6bQDRLMstS7vD4/29jcWZy77ot6sN7jAxklnWSWqASqMcYjg27fvJJN8deX82bXVq09eOjjcEx65/v671tijw8M4isFZhsHkmTMaE4EQ4oxTTDnnw35PFXlBcBhH/cHxvft3dvd2jDFxFK6unHnllS+12800TfrDfhRHxtjJaHjx3OpTVy9v7+5urG8cHxwsznUxxtZY5Jjnc5XmFrBf9bTWDFHf951zKysrw+E4TdPS7qmdKaR0AIjgXBbC8/7kT/70/IWLX/2lX16dXwIEP/vZe3t7e2dWV/0wJISV65TA84Ig0FoyRtM0JYTEcbVSQZ988uk4kdeuPb+0PJOkxXfefLs3GnPh9UfjShxWKhVdZB4jnuDrD+512u3EuIP9gytXr2aF7MzMXr5y5Z133tYWtCkwhnarYfOx6LS6zfnV1TOMMdA2DCv31nc+Hh6PB8erK/Pd7myt3nz/W/9lYXnhy1/9yltvvfXd77/52mtfR5w/2tldXl4NwprW+pOPr3cbdWu0PQmyR848Pnm11pYg/1OnDecexuUGi3LOS9OO1kYpU268m63qZDJ54403KKWdTmdmZubGjRucc631aDTSWjPGpJSM0UajcebM2SgOkyShDHPOGcP9o3E7ErlUa2fOaOvGSU+bXGubF5OlxfMcm0ePtqvVahAEjUaDESqEQMilaerAtJpNzwsE9Xxf6AId947r9epMtzuc9IzRhAgH2jgHDi0sLEipKaW3b3129dnnfE8YcPV6fW/nYRRFR3v9+dmOVMoYEwZxURRHx0ftZhNRRikdDoeEEPrH/8sf7+3ucEasUz9674cbmw+Gw5E1UI2rW5s7GOh8Z+abX/+N//H3/+jFa1/UBYDFzpb8KTDWuDIAauromupTT573U0EBnCJky7/j4HEfDEApeoPTipOQ0zhcIHRKGCUUYYKcswAWIUDYTQNUf8409nP5sWW9N61ocenoRIDAIUcI4Zx9duvGmz94czQZr50944eB1Jpx7k7Z+ICdQ9Y4pVUui7RQUgMignOxf7DFBTZuOgd04NDJExTDNGqKsp+fW2OECSbktPIuZ6tlQQPTCLQSToQcoaVzaDp/RQiM0eWX5ZQaIYcwEIpL6OxJgBZBgKyDcoCvdcE4phTl2ejoaDfLR8e9PUxM4HMgUMiCcur5HuMMEHDOMUJZlpe4KqDUEyFFQuWmSFVAgwtr5yMRHu8dGqkEhjAIGONFUXieZ6y1tgRNELCOYMZYgJBwliPsI0QYZQCSkaLV9i49sfj05SuA/A+v7z3aNWef+IWwPsejmIdhKtVomHbabULKRnP66k7z0krlcZkCi8DVqvHi4qzHyfajzbs3PxsN+8ITlTigjDpraWm6wghOUpStK12E1iFXao/LMwkIEDnVDaAT/BYGACll+fmZ+kqdM9MJIcKYlKF15ZdlM4Exw5iAQxhhhNEpbswYA1A60n4OPDyFM5QiWQwEY1xilRFgir3AwwQFof/h9Y/+8q/+cnltNa7WFVhljHZWg8EEAZ6WsOVBO2UWGu2McQhIqfpdX19/tHPT80ReSACS50pJB4COjnuHh/vD4WBjYwNnvN2cQ4jc29xGntEMRIWs7x1/9uDgozt393o3N/YfWgYKQVxvaoeTVFLGrJGCGEGwzFJBEWPIGWWdUcpIh7VlmcSExbEQoecZNVZOOl7bPCI/u5005q56ceM3/sWvcUoJpmWSOGN0qvl5nOh3EszmkAOAElWDELKlDL98D0/iTh6/9Z/+vhT/lO8iABhrOWelxh5DjpGlBBBynHHBOQJkjdQqR6AQELAUI4oBSakpYdZhmSsASjB3DigrKKMYIaPBGoa0MJIZ7c2215596ouXzzy71L5gM7Y8s9qIa3IyeXT3ru/cWrvLcxk4S5lxdox40ps8+uze+zcf/OzRwb2do/XD/iPpJkEEfugcyYzNgcDJ7N+EAa9V/GrVq1UrYcA5d0IAY4YxB2AYYUq5g73Bw0dbH330ycHhwY0bHyKc+qF+5UtXO90gywdap41WxavhcdbfP94wrs+8bHv33nF/Vxv54vOvtBqzUQSzcy0H2ceffGCMEjx6+eUXNx9eNzqvhUu//vV/bTL39OWrrVqtVatwAp129eVXrt64884ovQ9kzDzI8xFAjpEmxBJqj3q7cVV4oW11vUaT1+sB50QWql5rRn4MBgggZIzP8PH+Tj2IarW61GY0nihjDw4Pbtz4bGvr0YMHD4ajsbVOaTUc9jbWb0uXc0GC0M/SAhFKMPU8PwhYqxlEAdnZ3vMEphRVKvV6vZVn5vCoR5kvvPC4Nx6P8iKXvs89TtM0CaOKH8RzM2tnVq4YJygPzyzMLjX9Bk8Z9LaON/70W//p0SgV1ejqU09U4zhgtZ0H41defPX8hYV/+v63DnoPqABChbYOM00F8b2mlpEswjjqrqxe8IOIcQquCKLw3v371z/+mFBCCU2TyUy3KxgFcHmStdstn7Fup80ogzKlG7AxGmOIovDbr3/7w4/f//t/+JuNjYdPXrpKECME9/q9494YEY9xtH+0ftTbrNXqcdStV2fSNGm2fXCKsxCMSNWx53vOQRiErWYrTSfbO1sHh7vaFFevXH71q69eu3at3mimaTYajZ544gnf85SW4FwZQuOsFYxSgt74p+/WaxUlC8/jCGy1FmOC8iy/dfvm7s7OvXt3ELilpQUlNQDyfb/dai8uLpw9c+Ybv/Zrv/1bvz0/N9udaUdRMBgMpLaEeQ6xSZ4JESBElFLOQRl1xhljlChV1OoVTLFzJs8zZ6zve0brwWD40/fff++9d3e2tt57/4Pd3d3jXs/jIorDKIxGw6Gztl6rq0L6gWeM9f2gRAMVhbx569aHH374xptvHB4e3LpzCyNnVHHp3NlWo0owEIw4pc464XvKaAD60Ucf/vCdd+7dvaOUjKPoL/7izx88uK9k0e20KZhQMKWAsPDyU9eURQ4T7nnaWOEFfliTSu0dDe5vbGFMotDvHR3Mz7Zlni4vL3e63S88e3Vzc2N3/xAz4RxMU9qtAbBlKXWal3uKmD1VJAohYLpYxJRgSgnnPAxDjJGzrsRgFUVWr9fDMDTGjEaj+fn51dXVNE2zLCvd8KdApH6/v7e3W6vXoigqJ2sImTCoYK5zd78/3lZaC5+kWVar1+NqKAuVTSbWTp1qMlecC9/3x8Ox0crjwljDhQBEsjRxBvlsXpDO0tLqvfu3x+MJpRyQAcAY0cuXL7fbnYcPH2V5Pju/PBgmDsj65r3NjfV6NeIU93tHURwjjKVUpVYn8H3jQAjhCXH54nlGCDHaVuJYO7h84fIkT9vd2e2dvQcPHl154qkvvfKLv/mr32jUu4f7gzxxYKaDRusMIEBQkpMwwtRYRz6nQ5a3XaCEEnTCoCC41Loh604GW1MfS6lcPAm4sghNAcLW6dKZjgloaUs/PiEYwIGDE+Tk55SAMjXunyO6CMXaaEKQQ8AYC8Pw7oP73/ve98JaZWZmZkoNc67cRZY7a+2c0wY54iyRSmYqTQutrI+oppQ4wMpgyrB1Jyvs0kFvnUOIlZNU0Kec1FMS2WPmdTDGnlrWTg3dZeP1uEqmvEwlc65cngKAc4YxfkKZRc6iMoDAWieEb60lpBA+7vX2jS4ItZO0zxiq1eO8mGRpUW+1GGOBQ0maVmpxv9/3PI9TUanUB73+YDCo4C4iyGrjpO00mk89cWVva2807gd+WIkjAloqJaU21gHGlHKwTnCuZM4ZtYXmvKCYgrahAC01ERD6eGVh/uKF5dlOY/8I3bjxsNV56szCiojqXuAXNlVaImS0TjkjWlvrABOMYFo/OmMwAYowocRoo6RijGBMEZh6LW7UAt9jw37/nTffIJQ+/ewza2tnmOAIQGmLp5NPXMo2AGOjDcbYnRRMZRoZIEcpNdaSKbTfAYC2pU7JnAo0nbXTJq1k/oE7ASYQcA5NS1t30stgrS1CujyrxljGeJnC8nhSwOfE5ZKaTDBlDGNinRWh/1/+9tt37959+vlnJqmyAIiWGb2YUWKMY4xxMYUNn+qsldLWIgDqnCVAABHOgzxXWaaPjoa1WsUZFkRhfziwdtjtth5tPWw2q1G1PRhM+oOjRuRZKucX6/VmvdKoZiPpkUDMxtXVmZ/u3HVSEWkvrFz4woWncmWYBqIgpADEZnkSYR8hRxjmiFDh4UxVqzElouo1lB4fJblj1Z1j+P77j5rzT0lMv/n1L2NrrLGA2AmHZPopKIvaUsslVXkrR6fgXuectY4QCsY4BOjku07z9h5TM58CT2wZHS6lfPxPCQrKcGOKWdnEckatK8WL1GgjfA8BIohxGiKHCUKe8B2yABZhK0g8XfYhwjhXqsCYOAdKWYQtQ95Cc3l17kIQRcPh4GB/9/r778jh4WDvqDZrcpmNtPCrHijY2r3PQrUy13m4szsuekdbA7hHqr6Y67Rqte7MzJn5xpoqPEGjdJRxHFhlKACmXtSoF0UehCKXOUJokiRJmjHtEAAJo36/f/fW3YO9o7DiZmdbywtn+/1Hu9u7L7/84u7ernNqdXnx+Gi/XvWNND/74K0XnnuF8ejB+o1PPr79q998+fBw/+MbP7agEAQXluc+un794PDQKvRHf/B7aY914qheb3kXznTac4XKMrVPvOxo+AAJ02gubG0PitQGjcpklHg+TCZDZVWmk3rXB3+IDU8G2hN1xupeMCGUg3UcUewIB8YLwgJtZKakcpgSKgggpbTWJi/GVISeX8EYjC20LfzI44IkSaKUFkFQicN+v+eFpBJFk3RSpP3z5545Ptzq9QbdmZVud3Y0lmGlebB/rB2v11tSGmsMC4TnieNeH0hw7elLxlJEeLNeq4eiJlDIDRf2wc7613/zVxImJlL9+MfvIq3OLV+u8rnf/Vf/9j/+9X/YO7ibqsG157886E+SZDw53O92urWIeqT67DOXssw3xnRmKhhjBtg6u7S8xAW31h4f7edZeuf2reWlxTzNBGf1SoUS4IRRwICI5/tKaU6oNdqjggcil/k4GR8c7FtnCThrkdLaOYcpss7u7+0QYaSUrVYLEzYcj4cjVq8F1tlatfJ///v//Re//Oq5MxfDIB4W42Yz5ryJCCilHqzfLRXPS0tLzz3/IiHIaAOEUO5ZY4FgyhDF1sh0MBhwAgwD90ihMqtzKzNOiMWkVW84J7e3HnbaLQIIrPO8ECx+4onz4/F40B/1D/eGVJy/eGF+foYStLl+79aN28dHxxQzKYso8q1Tu3s7lUpciXwpC6Wk73uEYUDWKSvTrFarpWmKrG43qsILpDJBGA2Gw3Pnzlltdve25+bmxuNRJQoDz0uSZHdnh3Puh4EQvnPI88R4fFStxZV6hXExHI36w73YR7FXc84KrLPxwBM8y9JSpkgI68wsjIejp598YjgaUcZ++PYP/vH1v+sf7odhuPNo84Xnnk6H6STTWY5mFtt+XBunRaEkRwwQYV7AfSwLFkVccH92YcUWo93te/lw/6lLa55AEQMsKmeXF3b3D9774LPzZ88d7GxZ5wgqpQVYcO6sE0I8Ds4va57yQcOFV+KPCMHOWa0Rxrher8/PRmUcxmhclFyI5eVlSmkcx0mStNvtZrN5cHBQdg6PsRSItVZrLQijlBojpcoqIfihDz1rnAt80WT146PjqCL8sF44U2Hs6KgXhmFZgxmlO+12r9dDCCVJYhH4PJR5Fvp8OBpeWn0BY9zv98vbczmQ5Ix5nlet1l7/h+988ctfcRacMwC41WoppeI4Bp0vLCxgQvYODwX3GWNZMqEYV6s1jLFWigvBKGP1et1Ztbd7cDw4qgb1495Y0PD3/rvf+9qrX1+aXzIKHe2PPR5raacVJzYAtmRugmV4OiUi5Q6dnJKBH+NHnpS5YE8MeuhkrljCJkvyZDmEA3Da2M9Tw7A72TmeGLrIKR0JHp94fW7TKYOyKANnCcEOLKFYeBwQerj18LMbn2ZZNjc/L0K//H6CsLEWEwoOjCt31lAo5QzSCqTMC5NJ4wptCYkIIUwERZ76IUUYAUYETyla5CTG4zTr4PSnKtWSPz9IPp2tfk6cLY3bBBNjNCGEEFoOdE9kBp+PoBwYawzAVMQMgMgJJpIQlOWDSTLWRjqndF5IlTLuZ1mCCcKMppmsVCrJaOQHQVHIOKrt7+8rqVvNduBVup1wMjHSyNgPn7lyOeTe7sMtmRUUIwraatBgC1kQJjwmpFLWGMGIKYqAYo/S+YX6fLNiQGdF6rBVxvhBvLp8dmFu1ePx3c8e3OvR7uyzrbmzzKsVGsa5sY5ioDOd9rC3Z21KKLfIAoAzzoGllDrQoC1QghDhFBBFjAIlBpx1znDGpCyqlcqzzz6bpOnW1tbdu3e7M7PLy8v1Rp0Lz1hrnUaYGGMRtghDyX7ChFhwGNkTlYrDBDtwelrGluAS7R77VaZpl2fVWgekhAdbcKYU8Z58EE6MglPi7LSrscYBgHWOEoqn6ufPo0YoJkxw45wBJwRPJqO/+etvZXm+cuHcOM8sEMAlHdfaEoVLwWKEjHtM0OK0NlOdKcLWWq2NH7Bqpb60sBwGwcri2d39Pa2yDCmGBWVUazc7M1+v125v32OOEocrOBYsjlyox/nK7Mx6urG63K3NzH22uSVturo6F/ripw9uX9+8u1RZuNQ5e3ZuVVrLqSmkRMhwhghynHKki4hbioYEk8mIaaRpZXb7CH14P2kuPdNZWHjttS9FQiBJABOL0X+VYXF6cay1pzIQTBDBMN21TAnBeBo54yxG6PMYv3+2tDkVkzDGwH4eseHhiGJwFlw59HYlS7r8T4jDFmONELUWI4cRYYwSbRWAQ8QyipHzrHMIEMXYaocxQdgiZFCpiQWEsK8LkuWa0NrCXOPsb122WX94tDk62kqSA+eQMeTm/Ts/+OCtM1cvdCiL643d/cP1nS1C6MpiR0gt0/TwwaOPbvwgEs1WbbZTW6SsGwYVsERBhokIQlYUkiABDjWr3UYVrNVFkY0VmmnPfPNXf/0bv/pr84ttZXpJvsuMJG6k81CQljKjZIBib1mnbuvhliAtrUir5d28+WPMzYOH95IkOejtR5V4NJzgO58RwIzH9WguZPNv/fidl7/w9MHx7nDcX7/7QBp45vnlW3c/zOwgrlXDePbCmSvGyOPjLRqk/cGRc6jbaWJqAQ+7XVwJ4kZ19vatdQCTpQcIVz0SySE6v/SEmqC8PxgePfTr7STV0rHM04xgwXxGuLUOIYYxRQh6vUMpJw5JhjzGKGPMIlzIjADCBBdaz7TaFOVGs1Z7Qfi1IKyNhuNOZ/aoP4qiih80d/eOiqxgkbezs+8cAsSisFmpdpHjCJzHXcVzAVOYqEdH2z+9eZ20271MRtU4T8y4l4/37/37/+MP7q5/vLVzu9pg1y7+AiasWq8qnWLwavEy0m1ArUwJTARC0rmEUFQoUa1Uz55bO3t2TQjPOTceDQ8PDwfHx0kyMVrlkwmhiFFaivI3Nx61221GceAHyXhyeHRMmC4J7J7nYU3BWamkdpoiNx4PZ7pzkwLlhT447jXqqwjjvf3jSrzoMVbIzI/Z5sP13nH/pedf9gRFSGstAWPheYsLc25OFEUxGAwOjw4JwYLzeq3WaraE8BwAxRis4dxfv3/P45QRRCmV1gVciNJ1ABasYhg8gatxSDEJvTDJC8DIKhn6PJrvzs50slyNJ8mt23cB2ziKX/zyqwA0z+TRo/vj0fBgf094sfDCSZqHke8ItsjV6tXJOAHnarWakkWrUZtMkk67leeFs4gTVwm9erOttFxZXpBFzinN0tQXIvADwXmSJIIHSpo0S8uxpXPGImdB+wGr1MO15QWVZ9aUAkimjfE4D6LwuDeo1atpIZHV4+FxHMXWuaevXBqPx9eefpJSMpmMi0nCCBtnSa5pvdm1iDDB9WS0uf6QUhLH1SCqxHFQGAcUIwum0O+/95MLazMBh+Hx0T/+3d8uLK1deOLynXubk0ytr6+fWVmuh0JrBYCt1dpoY9Ap+Ki8cZ3Kasua+yR8ilBKCSF5nqdpyqkoEzebzWapi93e3jbGSClL361zbmlpqV6vb25uUkqVkkEQ5EXOOfc8zzoNAJRRAGpsnmVJVmTOoSSRWZ455AglSTqqRfUkSaNKNJlMAODgYD8KQ1YKfBmnjPd7w1qVCM4Hw1HUQkqrhw83nLMYI8ao1WCsfuLiZU4oxeRgf39ubg5j5Am+8/BAKTU3N7e/v78w0xoMBlEUCyGcdVmW1ev1IsvG47Expl6rGWMYABz3ez97//35+Zlud2Hj4c7zz778L3/ztwI/HB4PdWakwZVqYzKagAXGCSDrrAHsCGEl4v5k0IhOytSpox8hAiXRs6w+AVyZUHpS5xGMy1NVhrWebgbRNNAJYYwwganDZ+r9d4QiPF3dnihzHwu5PQHZllYbZKzBCJe79Z39vbfffvu4f3zp0sVqs6G11ma6zi4KyT1hjHEOGWudc1rrTBdGOpWB0lKBtBhp4yw4Z1EUVob9zJYD5umLmhbdhEztYCfcU+ScA/c5AqIcRBFCTkxC05hmrYy1jlLkLBinKcOnHKgSYvVYdhRCmADYE14qQthpIwnBYeRnWTIej477960xns8wxsqklOMw8ou80FojIEEoev0BAOTFpFqtOnAYs5mZNsU8ywpP+FComVb3uWevPXywPpAFJzQUglKKATlrpFYnGDzKLMyvAAAgAElEQVTDGCHWYqsFkvON5tmVxcsrMwuNADMTVb1cS2XtZIK0q2JU//Fbd4Sonzn/fK0e0wDlReEw4SLwSVSLPU8osIWxEhFS7ugxQgRRZDWnCFOMwCKnGS9Tji1yDqxhnGolGWMlcyMIAodgfn5+MBz+/T+87nneM1+4dv7CeXwSu+aMwxhTRpM0FcI7acAcxsiBdYCttUorpdTjtWy55Sk7kGkWQ3nGKD1FaiCECPm8LPv5jusk0gyX7xm2AHgK+yKl8w8ADDhCmHNQbzZv3r71J3/2Z5evXm3WZzBjhdIEI0JpKS2gCGHA4MqqH52G4Z3w4LDDYMGU+hwEjnN+5+ajCxdWbn72bqvVStOkPdsihBSFRA4Z7R5t7khf+35YIfXB/tDoLBmnlSo72tqvVit3rn+8sTkKKqyf7P3s1v3Xvvbs5Zef10OU76p/+NHdGO+/9MyVpW5cb1Q5I9blMhkQVMQBB6eybIyxcbhjWHh/U779s/36/FOeqLz2S18JA2el4qTukCNk6t08LWcfD/xDYFFZ0U4F+rYMfsPIYUwBLMLEWld6JsoP2omGHj/OXTnl1Jw02wRjbLEimAFy1gAmQBmeOk4BAxCMDMMIMLEACBDFZRozI7gkYzvEEC7n4wgoIAIYnRBHAJxDVFriiKUUETDKmELZSMT12cvzS8/4whsPN249uF2orWbz4ub6aGM3kbZYPXfmN379d3r9/tHh7qc37y4sdK9cOUeJlnmvlx2+99O/kRP0xIWnF+aW5xYXGQ45rfpRzUrsLHe2jFwBj1djKlu1xvm1c1pZbWRcvdSZi5nQedG/c+/TfbL9YOuTzIWNerUoEkGrL714udbwi2J0/8GNpaWudbZSr7xy/otpIdvNhT/7f/78m9/45vGB8/jcG9//yfLi2cODQ2nyZ65d++D9W7TQXkzWf3Kz1z+YFNFLv/DrH/7oVrUWx0FL1DpfevlrGxvrk2SobeEF5Li/5xjRSrXbla3tR0HkGTkASWLeeO7pV7mpXF37w43tRw8Phm9/dEuPi1F/gAmyskhGY+VwvYkpYRbB0cEuUCsEQ8QhzAihrtAE4UYrHsvk6DhZXlxo1+fuPdi+fGm5VgvWNx4pibgXXzh/8bObd63JENBKXC+yYf+ooJwQRpdWFhEOtUV+gNtV0QhRyE2hJv/fd18vKHJ51qq341q8ODd/7NKZ1sJzzz397/7D/7p4xltsr84vzI8n2eHBURR7yUTIDIWsAk4QyrSSmGsMuihU6EWAAawFAKWdURpjOHNmtf38F4os39nauXfnXu/g8OLFC44irdyN23eeepJ1uk1jrQMDwDzPW1s9d/nCFUq504Awklo6ZCkGT4hatVnopNWZn5mdc8gSzpQySaLCJu7199N8gimuVqtTNA84SpwF0AopbTEmXNAobnLOjNGT8WRjY+Pjjz9eXl5dXFyMQx+D8bC/vbtzcHiYZlmlUqGUxFEUhxFCSMqhdlrLVBYyjgMAkIV2DvzAR8QVuUQAmPDAE0E4IwKeZlleFHfvr8tCR1H1/IULc3OzRZ6tr9/f3t7a23mktYyioFyxGgvOuH5/sLK0PBwNAOHhcOj7PiE4SSatVssRvwxZiuq1PE3iqDEcDJy1u0dHMzOzSTJhjBltyxgtxtjB/u4vvPyyAzg4PDw8PGjENYwBkGWca2OCIEjTvNFoGAvCF41Os98faFVoayljvieMNlIVnVYLjHXORXGNWL6wvIopsYWpV/1GtGqdHoySw92NYy64V5lbXHMWCR7U6/XvvP73RTJSDn3pq1/f39n67ne/81v/7b/5/ls/BCDr9+794isvtWuxlnn5AHLOng5lS7HBKc2AEEIJJxQB2Km5wFnrNIIyHhUwtqPxuCiKIAgqlUq9Xtdaj8fjo6Mjxtjm5mY5BC0jVJVSjLHHRzPWako8ykWa5lkq641GVOFJngVRpK2pNZrpMG11muPReDgY6Vw3mo1kPEml8n3POu37gQEqRCCLNI4qi4uLu3t7nERlKqc2qnwJ1WplOBw6IHEUR1Gc5jYKAymz+/fvP/nkk7WQF8kw9MsAUUMJp5RKKa21YRRrrcvqnP7hH/7B9Y+uX3nySqvVbrW6X/varzz/3EvWojwpfO5bZRwlWinKCMIOysEDshhRjDjC/FQye+pVOqm6Sn8OwqXgEOMSLQvgTokEBCNKyUl860mAFpiTlAE3HcBMd7zTKpYQemLywWCh3MBOreYw9bpjhAnGAM7zBSZkOBr++CfvffLZp2EUzs3PW4SVNuiklSmj3qwt4UyukEpKVRQykZksjJRGGW2RscgpBYxHGAhyrt87iirixCnvSkmkAztdPTsAhAHwNC19+mQt0fqUlNQ3KB+ryGhrjAOAMi19Wr+W6XcneRHuJDUXHLLOGWOtA1dOgZwlFDB1zHPSTA6OHx71tig3QcQJBakzjKFSicrcB8o8cMQhV6pnavVqbzDIkrTdbgvhFbm0xjEmLq9dnO9297a2sHGR8AXjnHFnndZaa6OV5UwQRBjBBCy2BTHZmYXWl75w6ZlLK7UA+cJapxFCsrAIVdLCu7cxurMxjNtrM6tPRrUZ64xUGUKOUkwxinyBwCGAPMuFFwrPO9ksG4IcgMFgKLIMA6OAsWEUEewQshgBo9MUBUopwdQ4xzi3Djw/WFxe8KJgZ3fn5u1be4f7gCGMQs49QqmxtsRClVCEcm5qrJFaSym10mXI8OOtcPmLEjb1G04n5Z+nK5c/Rfl+nRS+GEEZkofL817eIk5i3uBEBY6mDi9KARNMyVs/fPvNt99aOXfGDyOLkLSWB4GUkpQoPOQIJQgBmUY9TE1VZWpaGbdRhi1bY5FzCMF4MjjY/4wz4fuBlLpEGkdxoFQuPF62grVOiBRlyOPUt8j5kZ/JgrFA5SgdO6Dx/t6R0VCrVo73eqOjouYv6Cye615ttM+PUrTXTx/s9O9vH/UmNtEe8ZqWxhYJ5lewCJDoDHLx4b20vnC1PbP4L//FNwJGrTTOMeUwEMAn6Nnyep4Go0zzq8Giaes4vWGfsNjQSeLaKdUOTnSz5Y0Hnwp7ED71pyI3VeGXHbOkDBGCAFuMHMIWY2udKjkhBJHAjyhhxlmtNWVlAe0QwhhRhCmangcH4AglMNW4MAwMIwHEAZWklPEDIyA4DRHiBpCyJteSetHswtlLV577wvNfPHP2cqe9gBzfuP8oHeeRF7ebc2srF8Mw3t7d5gJZyDBVK+dma22xuXfz5oMPCjM+Hj06Gmz1RzsGZ5hKh2UUCsapA+v7RKmUIMAYMDgt9dHB0WRUZBMd+s2ZztoXrnxxrnPG52EQ8G67jolLkhHB7NLFK+fPXpldWNp8uP5o66Gz7Pr1jzvdahjSUDSr/NztT3YpYYXMsqL44KcfOYzml1vHo/vXb7xdbwQI2OrKxSKfbDy8v7e3uzC/3Dsa+qxy5eK1e3c3n7v24pUnn1XSKKmbzdZTTz3tCa9/fDQ+7l0+c+7JMxeIVq1K2KzXmecfDVIeVuO4Egd+LQoJIOdQGFZqtWqWDj/+9APCjPDJVFyEQMmCEOx5DAsGAMk4G/SGzqLxZHh40KvVG4R5w+FkY/NhFNdbrdn79zYHg4E1Oo45AP3/uXqvWMmy7ExvrW2ODR83rjdpKjMrs1yb6mpXXa0m2TMjojkzEiVoQGEgAZIeCAF6EQSBEh/0KEAQRAiYF1EjUhJkCA40owZdF9XT3STbsrpsV2VVVnpzffhz4pyzzVp6OHFvJvviPlxExr0JROzYe+21/v/7w7Bz48UvhUGPEZup3F1NttqiGVZPTu59+6/+QrQak3wxH0+TKO231wOV/Af/9J8+PHj//pP3dOgqU8yyydHxEymp2UiAvTGWnEjTpqfC0VwIj6AVpowgzxK5gcl7FwSaiLI8M87GcXLh0t7Gxkar21GBfnJwOJ1nQsmkkQaxfrz/+Na9h0eHB4ssv3L56uXdK7byAPzo4MnCOFDB4f6TO3fuGsMoos3NXR2EwMDsJ6PRoN8viux7P/xOVfrLF64MVta8dUye2TMDoNQq1LKG+ztmB+yDQK+s9GsT+vHxyeHh0clwPM8XFy899+oXvri2vqF0SIzD8Xg+yxjQmzKOg/5KB8h97jOvJnHLESaN5nQ2deyVlgIF1eB4Ad5ZKTgK1epKb9DrNuPodHz86PGj0/EwTdKt7Z1r165vbO5oHTHL8SSXMoiTtKwsoCjLKolTqdSiLNudrmdaVFUxz7US1lSz6VhJMZ2MldJaaYEiCEIpRVkVddaElEqgKCv3pS9+tdHorK1t9QebcbMzmWfEWJ8jWgfWGuuc1tIZ42xFDGEcNVutsjRBEGitVwer2XRW7y5ZvmARffErbwCiZMtmzmYaae42053Nte3N9dXVtWJhmq3WfDJc67e+9uVXv/ylL+zuXiSU2Tz72U9+8tHNT4wHKaUScm3QT5PI2qoukzxB3ZGti9q673beyxAiDINASkTgs8YKKqkRagsKC8GdTqfVah0cHBweHi4WC+99s9lsNBqNRqPb7dYlQVEUSinn7fr6ehAEzlshhFDCeYnCThafnIwelsYS+063r3XovPFOOGvOhZFJmi7yvOY4xXEIAAxiUVjysFjk5PDy3ufv3R42G535fFxbloyzSZyu9AfvvfNe2mg2ms3VtfUgDCezfLC6sbqxvrG+Rq4qFxmwH43GnV4vTRphGGbzWRSGUgdEVJXlKy+9oBqNxnNXrpSL6vOf+3yr083yfD4tlVQStCuNQlGBB2RjfaBkvfRRCPISWKEItD7z+J+d0/WZfd4OqUftdUFbF7VLCIAE5KcRWVKKs7JAPhN+S8wMtMQSnc/yz51g+HS4C+fk4VpIp5Ry3oDg4enJn/75n21u7ayvrxMASiHq0AeBwOCcq72Bi6Kw1jvvF2VhjCkLU0BBXpJTZ4h+RiW8t0KLKAhN5b33IMVZPi2gQAFCACIDIdVKlLPWnTqve86tbIhSoGBm50yNlEOUtfi+VtCKZ75q0tA5+oARhFRSCAAmdkI6YxfT0eksOy3KmdCkdSglzefzOI7DMGSG6SRbZGWatrzjIBZpI3bOzfOs0Ujazc50Mpvk0yhIBoPB3t7F7PHw1v173VZ7tbdC3rOv3VNKCkSgQKuqKom8lBxp0UzSS9u7n7l2YbsbNnWxMOW4dKZCyJSj9OikfOfjx621i+vPX+ew5RtNmk2UUouFjZOg3WqUVVZVJ8207axC6JpSxs0zraR3KBDJE1UELLWQIJidRGQgAJJaIDAiWutQhVIpZ03t2fTO6ihIkjSMoiAJxpPJ93/wPUB8+YWXr119Po5ja61zTmtN5D2xJzLGGOK611vD/54u47OmLBMx8VOA11kTsc4rU7LGzeJZHSYAuIbU1q1YIgIPSqm6WkYUdZzbUlCLot3t/E+///v7R/tXnr8mwnA0neo4QqUWVSWlAlha0kAwAtXJcHCWkXiWvScIWaPwiE44kILBJ0k0OTYbG2GxqEzhQJJS0lRFWSyqanHp0iVTufloGnBQVaVlH3USH9HwpBxmNoLW5MRuyvHFC7vra908m33nz96KPr+Bq72V9laneSFNut54JsNULPLxk/FJcZL5jw86zXC1F2+uNfr9QSjjdz+52RxcLSH+1m980+eVotiVcdgIM3RMXtHTbDD4uxHZ9WlxBq5ehvABMLAHkAC+DtVWStQi5nMM9tnvnmui6t+tM8fE05kSOE/1fUMwCMlnqGwQTOgZyckaloLoGSopkVh4RmSFKJmMEHUIJQESImN9pUdEkExc1+HMpKQLAgXeWWOFEI4ZlcpLh5UTMtBB/8bVwauff52gnOWjd9772a1Pb45Ojg+Hj3QkZ/PTMBQ3Xro0nhxNill7vfErN7788NGD6VGWxtpyMZreff/WX/pKthqrg97ehb0b26uXbUWdduRdVRRVGMREAKCq3KTNliscSXF8PJMqaQSXr1z7YrMTHh7ff/D4ziw7UYE4PZxNi/3r169bV52e5q+8sur80NsigmCze+HeLz4YbPSss++/84FzvvJu+1Lj7r33n7u8+/Z7P/Wsb334IQG8+OKNo/1jwUKieOP1b/zgB9//5q/82uHxo8eP7oQxv/vez9rtXlGQLdx6b4PjeK1z0WRkZzYMQ7uY3frw/fl0mDYGxlpPvt9uy64sPRZeTMeTyWyolGQlrS2UUmEYIQrB7MmOJ6dRtxvHCTlRlpTPJlI2hLTHpyMlo6IshJCIYjqdOU9JlDCbNI2MK9fWdnrdDYKQfBkGot8Ou00VB+6nb/00t144H0XJarNDBj/68Ber/c0vfeWV//73/ot2VzWaifMGEIOIEIwpF1ubveFwMh1/FKcOsafDNkIfqMG+oWS1WCyEgDAIbH1tY5RSAteUZS6yArUkAfN5fjKeqCioyB8Nh0l7+2QyGo1m7DEvCibh7FJdY2xF4IH97u5Or9+7e//+yfHEVI5SjyAkhlKIyXRydPik0+1FURpFKbDwjoJQAyKzcI4rbwPplVIo0PsKhUAU1lry2O92sCc9wKIyk/n8wZMDKcTm+sYLL30mjqLDw8Nbt27dvHkTifLZHKFCoZqNdDabJmn/w5ufHJ0crG+t7mxvxWnsCBeLBbAPQ1UucoEsUQaAgRJ6YyUMQ2vc6cnp4f1jU7nVldVrz7/SbLbn09nh4eMH9z8djmbGMerQEHjvVRCdjseNRiObTVMdknfk7fHR4cbGRp27mS3mrVbHWps2I+erZrPtPTHDfLZopJ0f/ejnzz//wubWdrunc2P/5DvfbSbxoN9ZZKN2qykRyZnRybTX7wVR7KtqtljEDEVlwjhBZmt9UVbe2UG/G4dR0Gw10nQ2zxTalWZs8hzBWGNarbUw1rcfHt69e3Dt+ivzPBs/eRKLwuSz/trGxed3VweDb33r1/ePJw8PJ5YYiTudTp1beY7VP69was/AeRu1xhoEgUYB5H3tClBK1jS3mmSsg3gwGDQajVar9ejRo5pvkOd5rawLgmBnZ0drDcCPHz+ezia1mOFsRIaBTqSkRWGt5XbayObTTrcPAOPCMnEaq+OT45X+SlmVUmilZLvd9taR95PxuLA+iltlYbKskGk4mUzTNLXW1Ju9lMiO0zTNs5yIvHOvvfbau++996XXv6qlnM/ynZ0dZ4o0wAd3Pul3W2VVCSGGw6FSqtPpLLJMA9TMyjiK5O/8zu800ubLL78iUJRVhWdxIMAshWQAj8yetVLLmrLurqKgZd1ZI7TEuSu5PnVqkUBdAQDW7EhiJgSqx79EHp+OApf1K7Gn5Sj97NDC83ymurbA5cEmUKDw3tfCbSkFwBLGxEw6UM6a/cP9v/nxDz/65OPB+ppQ4gz9xZ5ILMUJAIDOeeNsZeyiLIuqyheFMba0hoUgxwBIwJ481JcfFnEQI8qTo2GUgFJC1IgvRKgd7gzEROSxxjTUlAVYprMKgSgQGDy5Oon+rB0FWmulVE3TFBJVjTsAj8ievJQKBEqtpRSwDGVDIQDRkS/m+fFkcmhdZkxOZIJAhoEiclEYWOfKotJB2Gy2jHNCCh0GgfazyVTpAAF73UFVmCIzraS9u7GbqHh8OLKzbKXbDZRy1pTlApE9Oeed865uahJZZBcI2l3rvnR1+/PXL27304b0aA0KaUlXLp0VrbsH/t3bo+7W8xsXr7OOUAbkCDgsje13u1GgyVvyXms5m2XeArC0tmw2EyYH6CR6haSQtAAtUUoWyIxQX3aAQbJAQCYWUjGzcx4QrScGQCUqb5y3oLAwldRqbWuj2W6dHo3efvvtOI7X19eWi5LIOrLWW+uNMdbYGvnEz8iyz6hYomaaPkuJWgY685KGy0xM5L0DBlEn3iIAsFi2kmtScg3eqNe/ABSOWIfhw+Ojf/4Hf1g6v7Wz6+qJtVLggZkDFbCvcxforEfoa+rFkoBBxMBEDsADk8Tl5UkACaSqzN//4KfWFYh+viiiBDv9aLDWunBpczadGWOOj0+Kwu5d2ClNbtmApMrY9dVNU1CgkukoOx1mZTnPZ+WFzWufu/G5z7/0xqB9oZ2u9zvrjbjZbLV0kOggbrT7nd7mYG2v3d9E1Vo49fA4Gy/ULEfWvUZn4zf+0a9LQCUkeQxCVTrSWgoAQedEAjjrgtf95hoMQkKAEAxATB4RwHsEEghSgAQQsIRan73MdQj2eeyLPwM5g5SSPLnzWGlEhYgokUWNUDv3RtS9dkQIgwAlIIDzlpcP1tIPgJq+QAAMAgUTnWcYMjMKFKCQAymlEiCEB7aARExCagZNXjjpa9okM1jrikVRlU6C3tu+/NKNzz733LVLF55Lgtb4NDM5+cpvrG2kceJMFcXaVsXDuwfNRrPZSNrdIC9PSz8uXX4yPjo8eXznyUf7J3cPhncrHjc6imQlNKGAKEqsIYGhNxAGSsqQvJiMisP9KZmg09xcae+tDy6v9i7GUccVenySCwqKrMwnBZv4yt6XJydqdbCrlRLgD49Or157TsW8sdsc5482d7uNZvzWW28prRjLo+P9/YP9KA7zRR6E+r33337lsy988MFbxyePh9PjtBV1Op3pZKox/I//w99+fP/42pXP3r2/v7574e7BQYWLw+kQAsHgyVXNJAp0IFAqGdrSBhEfDe+Ox0eVXUSR6nW7cRKFUcDglRZBFCC5YlGEsSiK8vq1yxuDzsZaz5pKBUkU91uDNSGj4ekUGMNAT6ZTS5CkK6+99mtRMLAAIKrdduPGXnely58+/vgvf/rjzua6R5PlY+fd8KBqpq3f/a//qwcPPzo6/cTDLG0opZC8d5YESleBd9hqx51ugGiy/CSORbWQidoia5Hs6PT0g/c/aDZajFIoxSgAhSe/lIMrKZWuKrsoqv39g8lk2m63F4ssimItNSJeurC3vrL20vMvNuMGeSLguw8fWM8AIg7DZrN16fKVvb2LUmmtgjrUR4eBs+7TTz+dzGa7m3vXLl9RiHEUOe+tY0YBgEprQYxngdzeOUAhUNZUeM/ee6+EbKZpp9NOkyTPZ/v7B8dHx9a6rc3tVz7z2SvXrvVXVheLqijdtesvs4g8ivc//PCTT2/98Mc/3D/cf/j40Xw+azUbSRhIICmEFJIQGTCIAgZ2xkiBjTQdDAbdTouYxuPRwcG+tWUcJ7sXLr3ymc9JFYCQSodZUSyKqiitZ4zjhnaVQvTOdlrtNE7q1F+pdBjHxDwantQDVWNMHMfWuzhJP/301rvv/vzdd98ZjoazbPy97343z2bj8ejC3l6gVY1UiqLEe/bIQkpEIaQGQCbO5jl532o0A6VNVZRVNVjbvHr9BWMMsF9daW2s91qNKI4CJThsND7+9OHDJ+PdC1enw1GZZRpEFCREOJ6OHj95DIxa6Qu7u6FSg16XwXtricg7OjMc1yNDXxM/nXvaDZEqVFrVs18Gqmsz671DrJiTbn/jyvqj4cn7t2/vD8crG9uNtJVnOXor2GnhAoz3Dw7G2fxoPGQl4zDeWF1ViEJiRYaBnbMyNKyHhR/duX/XWOFZFtV8ZbUxmgyDINJBOByfxlEQhjoIdVkUzjtjbBTFaTP1nsnT1vYaE6HvrXavZrOS2ZA3TOic6fX6ZWGu33ihv9JvdztvvvnmF177wnha3nt4WFXu4Mn+dDw6Pj5y3isVFGUV6FBJKRDSNCHm8XgkBX7tq19RzUarkbSdc5W150auWhjg6+3coxSqxkIhqmVUgRQMnrkC0OdemeWo7zygSwhg9rScjQJTTeWSSgIwOzjvZi35smJpFTuTjPhlCYjLz1ctuq0FtHUdobWsH7fWCikQQSmldXB8evLWW289OTzYubC32kicczoMKuMAQKCs8zCEEN4DERVVZawtS2usqaypjCFgAgYvnHd1lxlA1HmpzBVTJTCJ4pa300AzipreJICWosV6DKrOAaRnwFAphff+jFlW2+lrwQOf23oAWCpQCsmTEIA1r7cGP9WxamxYeB0Kdl5KFpJOh09Gk0NriyCUURSkaeic9cYjoo5CIXRZVMZUiKI0pdYayXjrkjQ2xnY6K7Z0k2G2u767sbKeT7NqnouKes221prqPDX2lTMAgIw1AQnBSjDtRnTtwuZLV/dWmjKRzpclBBGxnkxLEfdOxvbnH90P23vPffYNVlImiWAEz1xRpWUQxM1Gy1aZ9RwE+uj4ZGVldTycNpvJyclIAjuyTBUKRiZd3z8Eg2BGQhDAtVYAGJeQOOc91pEczJ7RegfALIiQnTOEoKR2xGGaSlFcvfr83t7ebD5TWjvnrHVV5Zxl55yn2m/H56PqXwqlY6glk099imd0DwRmIev5NyEzYs0HE3AmOyDCMIqy2UxJSUzGGKkUA1j2G9tbT548+Wf//A8vXbrQbrezyoZhaMmfVVdMziDWa4vrDBuBQFjTqxQTAhIyCvRQO9HQSylFqLwABmw047UNeO2LL1nHD/cfPXf1YtpUiF4KNRl3Hj087bQ7o3xekcMANKApHTkgLVaaK6EObJFNF7P9x/nwOHeL9Nfe+Dfbje04aDfiTjtpeufJGQnEgMBaSGW8SZvR2ub2dDrptBpKKVNk44cPf+PXfrXIKxVHjgAleCZERlunFOPyW4CQwjlLRAAeERkZwHOtnidC9MAW2Mmzxi0xL/UDgAzsazkH1gdzXZg6RFHz6VGcqaFgKVZClrhMxiCEp8Q9BgbBDEzoBCpGIJJQX19rEdS5ZmR5e0eBT5v0uPz42uX7QQIh0kJZbwChdqAy+mfDBYnQe2YPleOqZCnDZrjX3Nl68crX/t3f+E+eHNz52Vv/+v7NmyiLbj8cm2p1cCl4sXtyNNG9FMHs7GwnzeHDh8NLV59fFMbxRLTp/Y9+xnfE+up2I2qvdLY7zfWV9rZQqZastbTOeu+FElpKYMXMVQbei9mpY5Yy2tvo33jhYuRhdnj04BXbzEIAACAASURBVNHDJ/fvHay99tKn7/3ixRuXbJHl8+zKpb17929/4asvGar+9C/+bHUryPKJ4cVgrSUDSJLWD3/0N1u7Gx99+tFHt97x5H7vn/2iKOfM7rOff3U4MQf798nyC9eujMYno/l0VOVv/u0PPzl8OB6Px5M7r7zyuRsX1sajBcDq6WmGEFYVjyeZMYtGSsSzCxc3xuPQkQOCKAqyRS6k0EFMRGY+aSZg/aI09vadO5tffPnoyb2T0SSvwtKln/3Kq51G5+23/gQ9OeuEVEUFa5tr7e66yYUOGFGutju9KLD++H/7V//n7cPRa5df66hUxmsHhzN/JL/8xleev7T3f/2/b64O2irQRTkvs1zKuJmsWL9AqaZjL9ChzFutfpo0vWEL8tGDe3uXdqWV672VP/6jf1EWLmg0KmMuXb68vbPJ3gZhgFJUxiCKOEqMmVamIvDWllqq8XC8vrb6+pdf88baokqDsFjMhVCE6AwzIYNxToMQaI1WkkHWDEEQ4Igcqzv390+Gs5XGLIlCCVyVC1QB1Wo9AUkgPCjr3NkISqNQy4s4MABLBInA3mkEHck07iEKYlGW1YMHD8bjcbu/srW++W995tXpdKp0QlKPZtP94yOW2Gp1sjybTId/+Rd/JhB3tra++IXXXnjhhU5/BTx7gIK8IJKA7BwKAUDOle12vL7eQ8Q8z8fD7PDeCQCHcfLiy59RSt3+9JYxpqoq59zR0RFmk8FgIIQcDoeb2ztx0iCiKI2EEIuq1FovFoUQst1uZ9ncmkoKvnb1oifKsuzwyac//tF3O2nQaiVpnKZp7ExJzAJVmjSDIHx0+CjLsm63W78sOtDZbG4FhFo6Z0pjVBh1Vwbek1Lho8f7P3/rxzeu7uxsrexubcZxPGN9OJ4KHSZplJUTjxZV4K0zVSVC5wHyIjflZHh0HIYR68BTLT9kIiLnnTN1m1YIfR4UyssZOBLZyoDWWiotpW6mEQDllZ0VhsI4WV2jQfvC5u6mhZP9E5MV7bb69Vdf+8s/+X/Y+Hw+t0aEUchSlWU+yWZo3N7GRhQGGMsgjtlrIYRxR0fHJ91++tXtVz7+5NARZ7NpYcZBkDKgYxvFURyHpjIIaFzViJtBGlalzYoMhYxiRVSGsTSmUipwzispyKOzVjIj8Olo9PrXvg4A82x6//6dsnBa6yRtV0X105+89ejh7eHw4OqVS912q91qkXW1BHwynQghpAClZBAGqmYrnHFzngoEn87+QDKdq2OXqUjEACyA2Tk6T3Cty8RzBsRZncpnEltfK2qNqZRSUgrnnXOuxrIC1rpDWrbBatEtPKUl1PCd5Xz/jGwgJXoiAtahrv3O48n45s2P9g8OgjDc2dtDJdm5KIwWizIIw2cmwuy9M5arqqqqyjpfVmVljCNyfolqp6e827McBwFM5JyLI9HrdafzEZGCc0zskn8qUDDAMsX32a9nzddCLLPpAEBIBhZEvo5Uq29XDNIt01NY68B5JvLEjMJLQVKS8UW2KKoqm85PUTgdsA6EkIzIeZ4JDpvNhjEuy+dJmiitrC2kpDQNiZiccI6t4dk0b8Wt53YupTqeHJ+60jbjVIQQBqI0xhMDSs+qblsJZGctEHVCs725euO5ixc2ev1mQCaTUhivD+ceZDKH6MMPHp+MYbBzozW4GDU7LJm8scaCg1jHzS5oqYty5q0nwKPjYx0Gw+k0DAMQYKpCshfsCVkCSCEEohIAKAg9wd81BCKIGoa1rObYEzkiELRUIgM774XU5GE+yZj5ytXnr127NpuNpQqsNdY6a11lrHNMngDP8SV4Lut8JgnvqXXpTKB59k/ICHgOj+Oz6cL5sq/V/YtsqrUyppRShVHkmQBFp9n9mx/95Dtvvnnp0qU4TozxAKIsjZTiDCSCTDXPWACgQMYl1OJM80DMzAJRSMnkmUAI9M4CoA6lsz6Ow9e/fuWVVy5P5wvQ0/H4fhSvnQ5PyIk4jgb9vhTxvPL3b+/3+s1QyqSpJuNsNBxVRUXE3XYjTPq+TRur289femF19UKrNWhGbSWCqrRFUViySqs6tlcpXaswqkXRiBPnXJ7nxwePv/71rwsh4zgxxkopa/zf8gN+Fph3Nq5fkiFqbYEQy8BiPDNTLtMxEBAIqC5cl6UlMAhRU6HrsGvPxAgCiJbsL6r3kGUh+mxi3LNb3/lmWJ8oCIK8J/J19srZlghngJdfWhV8ri+ius5nrpeKRwIWKGqpPSEuUW7M5MADAwp5bgsgqmGUylte5FUz2frmN/6Jo/x4+Oj45HFRTqYnk8nwZHRqppNHqMxgo9lprcsLvYPDJ41Wejp8yGJrfbufxqmWIbnqcHTzaHj7Z8N8b/dSFDZazXYz2G61uqFuWCPYK1t6pQKpkH2plHJWD/er0/1REFEYbV/dvfzSldhk3E5TW06dN92VTlnZGy/dWFtbe/P7/+La1evHk9vNZuv6jRskALDcPx62esGd+7/YubiRJOn9u3eU0jriRZEfHw8/vnnHe7u9uZk0kj/58293es0HTz75h7/59/I8+/a334niydHkk8k0Exh6JwGDwWBju7daVelioTzKT+5XaIyzk8paEccKI3IVEkZhZK3XSYskK4ZACV+ah49PqsI4ioxVk7FrhL3jw9Mqz9vtlJl1EAUYPX/9JWMqR94baCdhJ03iWN+6f9tQmTT0nbu3w5iKahElvVba+ie/+Zvf+df/KgrM8PQEhddKrvV36kbaZDLv9dY4tt1uhzG6e+dBFKxdvvjS3U+y+RRXS9fS2hRFr9dfWVkZZ/k777z7ZP/g4qW9JAqDQK+vr7U7ba2F9y7P87JcaC2tLbWK59m01UriNNJJbMLFYpY1GmntAyImIdAzPHr8YHNrWyiJQp2RvEkgV5WRCK+99ppQXpMnIn/GiJRSg8B8Mb/18c2Le5fCKIzi+AwFWD1NPaxPLl4uTvJeKOkdoVCB1huba+sb6/kiG49PhsePozBUYdJf2zo5PQb0RZHXmstAB71+z1XVh794/5OPP2w2W1974xvPXb22trEldRBrUaOp6s9gq9Vyzi0WCyGE1npltdvtd6y1xWIxn8+c82mjeWVjK46jsjSz6fTw4P7pyQmJSrfEcF7GUWitEZXz3mmtlQq6693JZFIsFtk8W1np53nOTGmS6nZDSl5fe1XKIM9KBq6KoqoWaRIhiFdeeSmKkuajVWa+devW2+9+uLOzLYAaaQxAWZEHgYqDRrYwSbOdG7KEs8JNCvvh7Qe37j9YG9zrdnud1QtP9k+2L14BXXzvR99OpdnoDQadVSGVcKC1mhczwRgHsRBUmQWfZcR4Y5nIk6tzYhhomQOEdQdQKCWFBGZHBEpqIFjklda61VzprbZuPXhS5FAtUpSAAtL1dSoczWd//tc/TLprmlcGu9Hpg3vzRQ6WYwGIwksQWhr2YIVWUVVCKJMwbhDxZPgkbNLlyxujYb62tgOeigUSjcmTMV5jJDD1jrRuzuaFc9MwCoi91qGUajQ+aSSt/nonbShHJfsSEbXWVZlvrK5NxgvvfRRG9+/d63Z6cazEDImo3e68+867w+H+2lr37p1PydMrL7/ciBMdSO9dFEVKqSAIjLEAuISZ1dzWcwnas/u7FH9H3MZnCFUUgoic5/Md/Axx8JR4AMxnMbCAdXpW7YlhJ4VEBEYCFIDLCFghRC1jAAAhl+m5Sw49nmvpAHEZTOCZgjCw1goly7K4eevjDz74oNFqrm1vGmMYwRqjpDbGxUli6uarA2ucc854V1a+rmgdkzGWCXydmQlLIa9cwlPOUh6EdJ6ttWHgW63WcOyFEAy8zOYF+UyCFDybnvqM9ve81l8+7ewOsEzKJcJ6oMCQOCIppVAspQy0yLLMexMnSkrIF+PZdDTPJsQG2Dq7aLUaYRRYa5Cx224PhyZfWB1g2mhYV86zSRiGSRxoiSBlZoR1tt1a6TXb6731xWyRD6ehCle6K+y9tbayFSMSCk/oHIDzSRSwK9FWvU77tctru5ub6922plyVhbNmWpkCQhuuH43tvf2R5ZXdF651e3sEgSVC75xzClEpFccJcCmQClM6C9aLpNEHAAZHvsyKYbk4kbgpwQkBNeNa1pAA5JpGTP5pLBwxI3tL3jMBsCNfj8bgzO+ltGZLYRSdHA8J8fXX3+g1VspqQSTKckHgPdUesDppcilCOo98g78bCVZjZZ/F0p3fWxDPheIohGBiIc4zAs4Abd4JBGAvhJBKzrNF1Ei7Kyv/9x//8Xd/8IOXX3mF5XKSEEWRqW8U8DTLWwALYKkAJCJgHddAyM57IAIiqUIpkZAJSQgWoKx1UilPJAOcZ4fD0YOHj/aPjg6eu7Jz7/5HW1ubyIq9DrVupb15ae/efSTQDtZWhRBJEigZmCganZwu8jJMt1cHg9WVjbW1K4uMFjk0Ig0gp5OZ8zaItNLSVK4sSyktex83GwA8n888ueFw+Fv/3r8ThkFRlGEYG2PPWuD4rF2XkYnpTIyx7KPWJaMjErKOvfB1OVlHggIwA0pkwLrLg0KKc3Ne3bjluq3tvRDCLQXPAFxr3AUDAy8ZSXUZDMsyeilZI1+b1ZblKdYMEzxD5eAvl8LnBfHZfljfPZa3Gk8sALE+llgAoKz/I17msJD3gFgvHgCoBXPWOKW0o/ppotd4fnvtZZRUlsXh4c9v377/wYe/uPnRu5dK9cLLV1Z2273OfJIdEjTLcpHneby9HcTxfDpzWEklrR5m3p8MC3/sF+MoCpsXdq+v9S7Hur822EUSWZYJWRGUYbCKqKtK+cobJ6sZVlWG6LfWNqVyDDQv5qai3Qu7YZQs5qYseDGjZK314MFxo9FM2iMh9PZur6qKWX7y8PH9zY1dZvHpz9/9+3//H/zspz/+5t/7xmh0ks1Gn955T8tgVub99dadR+8j4vpuazR5fDi+12x0jo8OFoXZ2t59dHxwOA7CMMyyTOn09TcuZ1k2HDXzfDEez4anR5F2i9IwmSQOy4VHiVJKJzGMW6PJuNUOyVU6bKyud7/++j/4P/73/zkIdJro1bXe/vFsdeNis9kvKhsESnnfjtJmqqzP3vz+nyZdvbfef/LkJME0EvHocPy7/9l/XpbT6fAR6nESCQQtMXAFNFtJZbNAqdFwmKSh9xTFSavdOz3i0xPx6NEkTuLRdBF11HQ+iZKw0Wg4xDhKNjY2wyB59Pjxz3764xdevHH9+rXBymqv11uUhVRKIHv2jmyg9Ftv//wrr39ReApCLVuJ8xWCNMY450BrIn96etxsN4uq0kGwMlgnJmtdoHUUhd77IAjCWD63syXZk3WeAFF554IonE6n3/+rv35w6clgMFBSbm5ubmxsCCXZ07nC6pncIhQAErDO8GMCgZLYNxsxs45UBxHvP94/Go0OT0dFkVdVYU2RJrGpbJoko0WWJIHWSmvc339UVOVHN28Rwz/+h98SQjH7Gl1SFJVSKgzjJc5PcCBBSpEkncHqCpOYTCbHJ6eLvAjDuNlsfvbLvxIGajqd7D9+fPfup4v5ZDIctxopMbiiWh+sGGMWiyoMo9XB2nw+BfLMDN66qlICpcQoVMf7EwBIBr00DhZ5ppRGwY1G+vJnvqCUWpT+T//8zZPhaDDovHDj+TgO5/NpsxFm81LosNUdWBYO5Md3H1pjPUIQiOI4ezQs7c2T4bS81mqPZqNffPL++ORhGsQXd67s7T3XHXQH3WasJBpCIoHSAwqhHJM3FogFnucmMpF38PT0cc4iQqyQQUoJSiklBBGdnoybTr908aV3PnxIXn/v+7dR+83t/kovWWsnQZLuj8bHDx910sarn/lc0O2YPANTaQGKHDCzBBDaWKon9B7ngkutA1eo7Hg4DyDLil4vDSSGOpZhFIXpbFKUC6OVIsJARRyjJBkowcjGV7ES/UH/4MnRWmuSh0PPBQqQKMijVjpJ0iiIhiej9fX1H//4xzvbO2XJYRgwg9B6dXWNqHjxxRe1JPY+DCPvXBrERWGFEPN51uv1nJsfHx+pup/knSdecgNgKZUVvMxr1efgRiZGkExnEwhGsTRM4DM65fMjnwBI4DkttZ7COaXFGYD2PATLn/Vl64nq0q38DGoV6vaPlEua7VkTlwCZwL/3wbt37t41zq5tbQgpF6ZAgUwILAAFgXfOEbP35L2tjLHeLRaLyqF11hhbC3if8aQI70kI/KUGa53T4ckS+ThJAAQvUV31JVie16m10u5pjMTZVPE8lmOpsROyNql7T4hQH2NCSCJfllYIrOHDucmRWUgONXpfTGfjyfTI+1Jq1EIgqpBiQJrPZ8AYBCGiWF1fn05HRN7YktlJiVEUMqEUyvt6nYUbvXXhYDGag+VmmGqpyDnrHLHPqzIIIyG094REShAX00jRYJC8eP3CK1txHEUKnEApUHuhMWyNxubj24cVNuP25Y3VvThulwaZyHurJKVRGoeRAAkkWIg8z/Ji5j1I1QJWEuUin+XTB8Pjm1EQhtKxXpquxNIAROQJEDwBsuAzaQcAEIFjRzVyn4mRCFw9i0cUznoEeXw43NzcvnrlWpo2isIASmOd9cRMZVl5712dikso8WkX9pco/fVbeY7xOkMpi2eJp0/z85jIE8J5BeyZl3APY6zSQVEWvdWV/ZOT//WP/ujg+Pizr76KUhq/vO3ki0pKyYTMAoA9sSSSAAKIQQIsV905TWzZSCZf70UARM6jQEZyZDxYoWF9dTOOkksXd3d21/u91qXL69ZU7XZ3Ol5MJ/mtj99P0s7uhSYAEy/G4yyO4sl0OljZCMNtUzoUK5Ee2Cq6e/soAKmhoTFoN1IdqFiFQguUGEZCSiGkEMxVVQBwWRaz2eyb3/xVZm+MY8ayLIMgeEarUd9MPPFTZIH3TOxryAmxheX4AogJ6kE+eUseiBFlncZXe6+kwJr9dw7+OquPyYNHRIVM7BAQwNdFqVjemOFsInTWiQdCrDmBTMsGyVmyrvewJOvxL915ntWrnBe8dZu2bm95IhC4ZE8v30R5dtGtKdpLnFxtQHS28uyElMSWLAghUShmn828lBBF3b3N1y5uf+2Nr5jT8f6n997PFqMHt09AYqOzhrJotNYeP348Gs6Bg8oxIUqJvbXu8eQoDFXUCDopl/loXN1+8OGtIqNG2F3pbXQ73X6310gboDwTJHHojfCWEfXKyoo1BVOBhMCgVBiFwfH+6Xw8ef2L35RBNZw9ys1sNp8en55kxy5tNNY6zXa75YgO9L41Xkl44cXnkyRY22g1Wq6yVZIGVbVQyFEY/uhvv9PpDE5Oh0EQJq3u/pODwcZukJcrmy2l9KLKw0TGsZJBLCVl+d20GSUNFccb/f7Ljx8dOsuzWT6ZzKvSMIcEPi+rsuAir2xo17d74VicnNqrV5/bXNt+8ni/0202O9Esn69v7rz2pV91Pg2iUGupqOp3414/+OCTH947vBdtROQ8SUMUNZvtL3zh67/6b7z23/0P/00QZ4ONwFRFVblWY8U7Y8dFFGMcNlZXWo7yO3fubm1t9HqDItMKVy8/15/MFsNZvt5uLIri4OCg1b2LMgjDMAwCa22r0d7e3ut2+pPxbDrJe/2ZsSZJU+8sMXsiRvj5229ZKne3t1ppur2x7q0TiNYZT05hSOQbjbjVSp0H65xzFoV8ihFEjqKI2VZVpbRcal1qziCgc9Tr91u9znQ+f+fttzc3Nna2t1944YVut4tEyIBnqTSI6L1DAcbaMAiJ2HlbN188WACytkTAna1NC+rJ4QmRK8oFkK/KsipKY/JikVtXkTdpGnXajVazYS2iUGEQMINW2jmrlKolhec+aUTvvKlPVOcIQTQajSRpCJR5XizK4tbtu0KIMJD9werG1qZZ5I8e3i8W+f6TR6aqTsdZFAYra5vZfCa0lzJIWvF4eDKaTEIdaC29sxVxr9+RUiKyc67Vbg5Ph3/wB/9LI2211y6++NJLP/nJj6REFLi+sRHHIYNXSmVZxiy9ozhKpAxmRVk61mEj966ouAAIAgkO4mY/ivuj8fz69S/jjc+MTyezWfH2zTv0sek19Fc/95lBp++8daZSQeDALT3KDIBIgEugJQAza63P5Z0M5KyVCgQDOWcAEHBra3uaV1mWkbemKHtRM6+mPjN//dbPPv7F22984XMbnd44GI5n+fd++OPnru/5pEXzWQCQBnFuCpQCtVaCvWMlWEojlM3mE1u5rZ1N51wUcKDZlAvmSnNIlpMoDnWIKMvSAhISOGNRKEZsNBIA1oF6/vp16fw03/dcglcoYoEiDEL2dOXKlTfffPNb3/rWj370k9/+7f+0ttTXxOVmu337dgZASqk4TaqiEBLLsjxP0ZpOp3EcTydTVW/LznshhJTq2enqcvT2TNf2mfz6Zf1aDwiUUt47rZW19kzCzOeAeSHQe88AUgpmquWk3vsgUER1L5MAQCrhnFVCCVGLRQQz1bFRZ9s98nIuDwJRCBGH8U9++pMPP765sjpodFrELLUmYADFgokojKKqqoSUlbGIWJiq1txY77N5bghri1zddPFEdRktpbTeq7M2yfn02XtHBB6c9zaKhEDJBCD4LGTV1dxZXGKGBD4DDzqHlJ0VPxKAiVCgIM/kl3df4vr1RqmUVuh8weAlAoFjosl8nOVD4sq6nMG0Gy0hsKxsq9VUSlvj5vMFgFAqmGdjAtNqNWfTMooSJaW3OJ3OAyWQJJa4ublFcytBIbJCAZ481KiHXIWBkGFVeYFGASWhqOaT9V760vMXL2+vrg86DemIsCjJeOl88Oho8uh4NrNhb+vG1sou6FiGSVVYU5okjiXIViut1w4JyYiTqbHWtxptayvy4KrFbDodHd2eTz9848sX85wUlhqZUNVsCyYvFCOwIyZihQyoarwAI3hyljwLXIbRsmdgT14IBSBOT4dRkHz9jW9EYYooF3klVUTkpAysyYwtawosoBCInn4p4+0pPaN+H8+9pc/6T3+pM3de4J4jis/veEKIsiySNJ0visH6xvf++of/8tvf3rpw6eKVK4WxgASg67NHqcB7D0+H7GQdSWCNQMTkhXAgxJIQUlO8pJCwHLNAPSKwpqofcM4EoQAOTMn9lZWimJCveu1E6fTg4KDdaZ+cHH/la9dv3q5mMy2kBhCeDCJa74rSVQvo99ZXejfSKG43Wy8+f/36c1eRiZ3J59NupyuQ54scCLXWURwCMQIFQcNUVbHI//3f+q0gACkwz835xvLMGAhql189jiEC7733DmV9a621RowInojPsjBqKTVhzalFXnassdbP1i9Cze87+8NAwAKZkBBIgBK4xOvB0r/3y4XpOYbl7L0mqYRUotYC/RIGu37yOQz7PNeHiAiYEIBJLh1jKIRaBmDUXVuoMdXyGd0XLSttQAYn0EuFTGekYWIUqLXy3leVDbDlWAGn3VbylS9c0CGkSfzxvfd//w//22svtQ4Ojo6OTnZ2dvOF+Zu//lF/pXfjxnXn3Or6ReeqJI2cp2Y3yLLi8fC+wvAXn/40DZtKBraiMIg2d3qba9urg53dzasrvT1vYHJypGSkpLTGKB14BnQATvhKTrKCoGLshLK5vXL54mbYbawHgZjnp/vH9/LqdHz4sNULmV2/01DKPHd5azI9VspZV4URtJvp0dHpohq/eOGGx8o6Nxotdi9cbbT620H68OHDne1tqYKNjfX5fKpdMOi3jw4fBUHgnHOunIwOgpDCELu9/vVkr9ddyeaTDz96P230Vtf2vBeHRwdhpOKo//hB+dzlzz949OB4eHj5cndrbzUcZUWVSNV2FKMMPFXdZuxt/t6Hf/uTv/2LqNdY2V2dV0wUjJ7M4qD3j3/j3/7pe9+dLg79Yrq6c2Vlfe3xo32Htt1s5XkmZDSfDxEFi8VgZU3rJFsU3c6ed8nGRr+/bk0lKzcLovCzn/vs2ub248cHk+noow8/WlkdWOO8Y/KYxG0ppfdAHoMgSJrNqlpUxqFwQRiDEKej4enR0dbGupTSe2edcc4JYufo408+rqxttbuDtY04jorKpI3YWVuWJXn7k3fevXr1YiS4s7eTF6VUgfOu2e56huFogiilDHQIYRqHSTydzVAIKSUxYH3yCpkkCZE3BoVEYyrLDlGCwFolJURgimKJ7GSoyvLk+HhR2cP9g067CZ7ZUTafSIFaySQJm820KBd9FJb9+upqoIOiKKQQIJUS0jsfKI1S1JDUZrNhTVmUVZ2Y7ckpqZk9I0UN1eh0+ySFEPP51DlzfHhgbNlfW++22t/41W9mWbb/eP/uvbuHT554UI6EDtPxLIsaHe9Mf7ByenIEQDrQ8/k0DMNmM/VehlEwWB2srKwCyAf7J3/xp//y+PR0fb1nrW1EkSlLIRgZlVCeodNqJ0k6LwtjXbaoVle7YSiIXb6o5osq0FoGSRA1Hn36CLEdhO3dSxfjqMHoptkxVsOiLD/6+OarL36+KjJfmrMJEnA9OlTq2W2qLEshRBiGskZ2EUuhJJ6584GODh/LIP7FL35elZO33/7h2uUvojdRZQODR3cPfu//+x8FuN/9nf+y02n+1V/94B+9/h99/M7b0/v3q2pBpnQoCBGAtFK0cEEQOO+Q0TuYT/OVdWls1l/pVAsX65XJMNNxNJvOgqiyzgFAHKVa67SRuFFZWWetOzo62tndms1y2Q76/ej4yaEKU7aBd+A8dVc6UZxqVg8ePgbAy5cv37jxgpTIXNuxRBgGKtDWGLZFINs17WGxWICA0/FofbBqrS3LstVuqzNHAp2RWenZTfn85/Mtu2ZL1XVxPbxTEpm9QPbOCgRmEsvpYd3BJUCWCmt5KNSmOSkYmMgT1aeyIPYArLU676vXNqml/wbrvrAHqg1h2nl38+aHdx/eqSqztrkeRbFnkkIQsGPCmkAg0HrPQpTGGGsrY5zzZVUVRem8AwTnvVIS1EWy6QAAIABJREFUpfDPFCKI6Jb8LHueVVYX3ACstXbOO++MKeM49d4iA4oagFwbIZHBE7ln46DqP15Tkc/o8ciARIBIzGBtnQBsz5tDTAZAInpg58kWZT6fjYtyBmiqat5qJ5PpIgw1IpRVyQxSKABhjA+DoCwcc6kEO7MQyI24US5MMSsaurvILDLu9NYSUp44CWPwpJQyrrLOGm8tEIL//+l6s2C78uu8b63/tKcznzvjYh4b3ehusNndJJuUSNmUZDGq2CorSuwqV1LRm19TeUolVXlPUpX4IeWyU4nLUhQp1hBJjixbE0W1LIlsdrMHEGigAVzgzuee+ezhP6yVh33ubZApo/CAB+DWwTn77L3+3/q+3+csx5GG4KQvM6Pu3L7w8rXzl7a6zRidnU4rE8hMcrU7KHcOTnJv4ualjQsX47hrZMsHoqJCTxo50RKNoBDqNoLJdEqBPEYCE+9EJOM8H42Pnh0fPOwk5VtvX17J+KCy09FBo71qKdQ8YiHqCD/UqVtA4YMVUjKwZ3IUQKD1FhADBa2VQIEgveeTwfHlS9du33rFmNjaAMxSmBBIa+M9FUUpFYYQ4AU419mFXR+CfwzOX8uHL2ThmTmclbUiotbGe38WLaqrxeprRgiBUoDAANBot373D/71H/3pt7evXGp3e7ktQSiuDc7LF0On+it9zqRDIAZ2IYS6agWlqkXN5ZEPqL6seIl1o0DEgKS1AghZnLSyJFS5AE/OsRdlFbbWt/I8v3zxIhFnDb3zbDCblq1Wv9Fs24oFuNmYbl1/MzadSKdGGXJ0sLcfS7Xe7wL5ONbENgRSSgbmEIJS0jkrEObzORN94xtfQwi2xEC+Pqa+sI6Hs/etPr7WwysDgeDTlhISkpk8ogCkUwN9/Q1iZgqh/j/X0S7EsGQaiOWsujSzAnoUxOCVkkToKUiBgQkZA3slodbVUSz700VtZmUgJmYKwREp75mC995rberQ13IURq5bDBnorNuFKHA4BfaBqG+ggpcX2OdLG6gDCYAga04C11YaBkRZzwcMSL5mw+mlN5gZAghAYPLB1b4KFliVDKCfj4a//3t/vL11hemkkamLF7e0FrbiN964CyyUiIvKzcZeCPn40dPdw9GlS+c3NlZ1qhHC7btXyENkEqNSCnzuQkcJ+ezok/c+/KvUrG2tXH/nrZ+2OfmKtEmDK7QA5KAiHYiTqMGQWlshSl5AtcCjQWV9EaeqF19db1+6snUHZJVX06KcGSWL8nE+LA+PTkzEvV5zZL2r1K1brxKh85aBK18eHO9tbW+oIDqdpgslYyjsTCifzyZHx76qZBxnRvN8dqKNMFpba/PFXCJOJSJPr1zqF4UdHn22ura9spIE8lrxar/96q0b//K3/rjVjnrr7cc7T6bT8PWv/23nFQVdVNZEYTpZ7B0/+ezBn5+M7vevtqtDe3Qy7sar1sY//61fkir5s3d/e+N8W6pu5biyxcp6f76YO1EFSWXAOGsTOh8CIB0eHqGWvYZUoEIIgKykiE221Whsnb/QbPdeueM7vd7Hn9w7OR4s8jwvisOjY2v9+vp6ZlJEmEzmrbaQ0iDK6TS3nivrlVSdRtOYqFgslFBlWdXEoRDCpYuXtDaPHz9O0mZtSJ3P55ExSuJ8tsjzxfBk2MlionNSyRA8opov8tFkOpnOkqRRk9GNjrU2WZpqpZg4OK+kQMCitP/Hr/zKa6+9trm53m63sywVQobg6xJLYGBEFLKmMntPtnKNNOuvNATzfD4VzCej48l4ZIyIItVudZTUvW4XgLwt+r12pNBCkAhRpOh0ZeGC3d999uu//usXL1546dZLFy9earbaIVDAICQH8oFIGRWCFR6FkM1IEmHn4vaiqiaTycHxYGf3IEnTrNl6/Y234Au8WMwmo+Hh4f40L0sP4/Fc6LRw5G0ldZZmLSHE8GSSZgYQ5vNFTZjeWGtcurCyyLeFkPPZvNFIvLWMEClD3i1m87XV85GWucf5bKaVZGZrLSDGScMHKhZlrHUSy4ePPpjND/pxh0CVzoGAZqu/1d342+98wc+ro52D44OTOEoYl2MJMNY8wRc1lDPKZ61kK9aIQikTmJyrGElHAGhPjve++9d/fe78pYf/5tmXvvaNk+eTC6vbv/yP/vHJ8dGHH7z37l9/+Ord262NcwvEuLvFFTfZ2dlJWU0YalC/TSLjQwXSA8mN1dtRHC+GuzagwWgxd1ki1tfWB5P5ysqGczmFCUqa58dJ3LBOMxGQ6LS63VarsjkCFGW5d/iEOXPe99sbNtdVSVmjHTdaB/uD/sqqUPqtt97KGo3SBSklcKicbXd7w+EwjmMka7QEUkLIqNWazufb584js/fL4npVs9+1jpi53oXBUkzlZT8tg5C4rFaCJYuz1h6ZWIhazOBTEJVnYCFrdBWdtd2e8QoAWUgGrM2Fy4aeEEgKgQhSSu9dXXwKiEyMdeC/duoAJ2nqrP3g4x88+PRBq9VstNpNKXwgqkmTTAwohPQ+BCIApGCtdXlZVlVVOeeXW3Vixlog9cFJKaVU1tra8Vbbg2rLw6nCTwAQgmdmrSSA8N7WE+1sfmKis1G47lvAJbPr1DxX31PqbfULkg+gkLVP71TdqXUaBpDOV1rVk4rLi9l0Mnbejk4GrXYqFcRJw/nKuWBtUEpEJmbC8XSqVWRMwoyRSdMIBIpiUYIXXIoYm2WAk8NJv7O2tXaurZUUwgtFISitAoXKWmUUcQCgEHyCKF3eMOLW9e07Ny9vrrTTSHlbTmaVENHTofxs52C4EK21683Lr6+314XQCiSVtlhUACFKdCOLnXNGQyBwPgAKG1ygIJUy2qFDN3Pj4eHo5F5sjt96Jd5cyUQ5TrzpxtHB7LDVagmOOAAhAAatEFDUlUwgQk1tdBwckXVWGUUQjDbsghCSAsxmi3a7/3N/5ycik1SlDwGZanWtdkY6BF6CaZZlB4RCKYkhOADQWv+YrfyF9hBxhhb+3I3zAo+5Vv2VkrW1RkoRggcgRPTs0277o0/u/ca/+ldRlt14+XZAnJe5kIq8E0LWP6we2k5L5paXH9Rlt3W0v4a2+Jp+jHW/mlKgBUgpvLeswPsANQNXoEAGCHHMWYrHg+M4wnarMTqZKJ3k07l1YWVldTA46mTxxY3NXR4WC3/hwtp0YuOt9UiuxWL94vrt3ko2n0yUEqFanBztJop73XYcaSGEo4ACtdQUfJ4vGlm68/TJhe3zX/7ym8ETAIbghVB1dvLFvB0AQ/3FPQ2P1uOgAGQOAMTgAZCQyPtl1grOTNUcuG5dW/aCSyEFYv0GBg71iRoY6h4FIZCBCBgFAtUIOAEIEoRgJ2Q9A9ftCIxAS5B2rYmT8F5QDUARQORrdDQzSCGYfiR48GKycGmoPavprmWrz6OudKpYv5jKlVIiMYXgEYUAw5TUrl8GBqCaEFhbMgCAcYbCMKEx0jMT+d/9f353c239aDoIvizDcbPZjiJYX1s92D9uNjre8tNHu/miktLkecEsXeUo+F6vkTUiIckYgyjmi5ktyvc+2ivzMp9X3dbG++//5dfebrIiR1ZIXZR5M4JGhCB5MDwIUjTSrpAxVpo8kgNgFNFCGmbyvpQ2R6bYeomQAa3JJLnYfenKRlCvBusm88VgND6OYTYY7o9yn5qNZjPZ3qSqKonc2lp3/+Dpohysb6xU7kQpbPWkLSuhRUXV5saqivnk5FhGYrXf0koeHh2ND/f6rXav28liV8YsEMfjqdCqmg+vX/jK9sql3/qtf3n1xkarlR4e8N1X31zprFWlcQJAcSRdkQ93D5882X2KEhbP3c5oWDl77/DT/+zv/v13vvRT/9dv/u+sFiQY2JwMJ1EiRycDFAFyiKLm3uGRUXJjvZeqrN9bHwyOGKT3uYChQIFsCJ3UyvtA5MfjUSC6dfP61WtXFnkxHE2Ojo72dvefPHmSJKlQxgfvPFWVlVIiUGCQKhqNFof7g4vbW84DoGIhnXOIIjLJ3v5xWdrt85d7/fXV1fWyrIRSWus67GFtxRCiKG42GrWXhghUHB8cDx48fLy7t7+2tp7EcVWWWql2s8WBjTZaKSAiH5QQlQ9HJ9OdvcP9o+Pdvedpktx66Va321np9rNGQ0kpVFQV89p3BQJbreaX337raHBy5cI5BO6220ar6Wyyt/f8+e7OYjFbLPJ8vuAAAsX6asdXhQSKpEZVeyEYhYijuFhMJ+PBI1v+8JNPvvbVr33rWz+/WBQMyCHUSMfgyyxL3awAWsKaEDAxWvX7UhkAdM5VVTWZTYuiAOCs3b29vnb52vU8z71zT5886TWaw8HxYLxI40wqVFHKEvOyklIbHU0ns3YsXeHYudJRp9kKwbP3SqlynntvYx3fuH4TQWRpcnT0SX22xxpHI5lYeFL9lQ7i+N3v/J/HwwedftOY1Vb78vrK+Var2do+H5lUxbIqbRqlgKLOmS8Rk4GEPLXyIzCT1hpBCKGcDcBCSAYXvAk+eMR6MHNS0uZa8xtffePg+OTJeOevvv0HKu6sbV1uNPqd1upPfuNnx4sTL8Mrb7598Hy8vrZyvFjc//j9lVQJVgYVBxcZA+TJBwiQz/DOtZ8+f/n8ZzvfP55+osyiKufNVry7+ylVbm88bDTjEHQ5n6+urXoXgKUSggWcHI+sm6+utpvNtlZpVcwrOyuK4qXbP7n7ZAEhkIwePHwymeZffPsrgOLGrdtFkT/e2bt87SYiMWC71cnzfDqdXjq/WS7maZIw4PFg0Op2J7NZI06sdfUjWJ1ZMWqXcS04vRhgkjV/lKl+eotTaBEz8GlbV11XW0+8wIQocek/W3beLm/mSFIIAHnKlj+LUJwhCEAqlFCbH0gb5ZwDBh0ZpaRJ4u9+92++8+53VlZWVtdWAcgSxcZICASMQta2W2AMPjjnCdh6X5ZVXpbWWh+CDz4EQhAsauo6nDUjwzLgtTQh1Bmgzy20GGoLCzMTeWZSWmpt6rIxFOi9FUK/sKaEutjj80TdC+k6tSzZrD0Y8tTiTSioji4Ggihi68rDw93R6MQYE0KIUo2SS1vOhsNmlq32V5WSAGSMHo6GWipgYPIIKnjrQymESnSjFcez4fxgdz9W8e2rN7O4qaQWGIQUSpjFYuEDC4EEwXsyUiqpBSLno9Ve86Wr22+9drPbTL0Ps7lTpmOl/M5ffve4iHsr5y7dvNronAsiFTqy1nlXAQclIErStJFKCYzAAp1z87ysKotSGmMQnGTP3o8Onxw+/fjOSyuv3LmWz3aUH0c60gRpLMvBCMELNELIOqUXmICZQCAK5ysiCsiOiJikkcQURVFRFI1GBiQ//Oj+nTuvvvXmV8rCeseAKhB4CijROVcnHaUQUtanKjjjHQsUfNphIaWsF5ovfhfqifbFCoD64llCAkNQStaSqhBCSsEsrK2iyNQExHZv5ff/8N/+1u/+ziuvvW6SpLBWCKmUYa4RpXSW86/HG1lDUOHUy8uCgYgZpQSAQLX7naVEweyDIyVlAO99nXNTQgohpEBADyDIBQHQ77SjWESRcRUplTAp60Jwod9ffWXj3MPWLrsH+7ujez94b3P94usvf3lwEJpxO1Pmzq1rRmsBoKSUAopFLoDKspzNnNAqSRLvnFYyTdNHjx7eunnjrS/ezReVEIKcNyZygc6cfC9otJ/rtXVBFy9v4B6ReTl4EjAJXH5c9TKnvqUIIeh09ARAqgEEXN9qABCp9vejCEQSJTAjLb0Bp1EAgSiYHYJCAZ9jK5bfXK4LeHDZ2RdCcDXN5xR2C4CfW03qNddZr8ryblB/pCz4FJGAtQ/69BKSNcgW+CyTsDyDAEoUCCIwytpUghyCJwoCJQISBGZWRlsbmNkuika7+Vu//TtE7CwxcbPZbEosywKZnJ1vbLSqvIxSfff1Gwf7x8dHo363313pMTPYhUGVz/K0EQ+mx3Gq00Y8np8sChyejI3KDg9PRuPFq69+scgdkZDIWqGEUgtXhur//t1/NnPl+rnt8xeuvfTSq1nSaqVtCHh4nGttmGQI7AM1s3YKQOy9d0rJ2dSWRVCafVBRvLXe2e50G/315vHJs+f7T549ezSeHIwneRyHclVsrl8djY8kRhSq0XyaZiZpNIRy88Xg3qd7WqOOVEWzlolNrKNUOOJ2rz+fzxtp1u31jk8WlSMOodc599qdLz59fDAbzLpvXgYXfvIrX//pv/WL9++fZMm54+MhErca4mDIfzW4p6IKBUqVbm5fnU2Gz44/+8//4T+4/8n3hBwZZVZXV4jIOWNduZquW1durG8dHR0rhWkzKmylKb3/4NNFPmlkXRGw3eg246Z3hnxRkImzVNTr43nlgxdStduNTq9z/caV+XQxmy72Dw4IWCEKhQFYSRAg5/P59oXz165en00nglxROsEMQEVlrfMJACAeHw9H4/cY8G9/86ejVlw5q0wUvNVG5/ni6Oggn+cXN1dms1lklDHaA927d8/E2dOdZ1GctBqRQpHFSbvZNloDYFEUErB2+k1mcxHFJm0Yo6KkoSKzd3C4d3A4GY+n0+nXv/71c9vbsdFKYPBBIgVyjSzWajV4WxXF4Gg/BI4iffP6za985R3v/e7usw/ef//o4DCE0Ou0fFWQ90EwkgAAqTVwaGTZ7vOnk9FJpAQHvnLpvFbYyJLSViGEwnpmMiYaHJ2sdFeYuaqqab5oNJrELBgp2BCImXvdJlEWQiiKsiiKxWIxnU7rLfndN946t711cnT44YcfTadzVxWLPG+bJE4yZJjP8yxrtrIor6p2Ox2NxkKI+XzebrXns5lUIkmb1sHaxnlLQEpMpjNEiWfx+mVil5uNZjkfDg4+deFwMjzyfHh8cHTvg78Gz+OvfunKuZWNzurBwR54iOPE16nU5X2DtdRa67rrNXhS0njvvfOIaIwJwQklmAMjJ1G8vtYjV46nIzfPu8326sr67Ssvs0mfH5789Xe/dzyYZlnzyrXrq5urf/onf4rfwWaj/Uv/yS++/uq1f/M7vzZIzaXNNSN0ZZ3lipCBUnIoIl2VHIg+/OS9ip48fvrR5vqV61dvX7301etXZw8ePNjdexarpg2xXWRKYbPZ2Li6NplMTk5OTkaHVVVEJhkcT+fzSZY1s0Z/Y2trf3enGSfSxKNFQYDNbmcwGq90W6PJ6Hvvfe/qjZuRFta6druttc4XC6PEIriqEoAYx3EIvtlsLibTegEYQlA/ZiB7kTN16jr4EaLqC/ayOtF/ypziurWr9qaFmtz5gtVMADIuTR5wSrcBIVTdklD7ExhCTXusnxY+BEaITATIH//w3sOHD4sqv3z5MkqBCp0jECIwBSYpFNfjKXEI5J333pXel85VVVXZytdUYgYQkk8rMtlZqZCIvKczmQSXUu+Zua7eJ0JtvqiZkd67EIJWxjuvdD3mhtoeR3RKqXzBkXy2aV02qUrJQEQWkOpcSCAbRZEQorKFACEVD06e58V8NBrUAbI4NoPh3AdoNmPibJ4vKJDWisgLiVFk0jQTKMfj2XQ6KvKi3cqAMImgEStXwLWLN9IoZR+0AIVhmk+VMsQUBAdvtVQ60pI5krLKC6XktYtrr75y48blLQM2nw4DxMMJ3X/6dG/omt1b589tN5vdTmc1sCrmC6Gs86VSQkVodCSkrjwDUWkdVZW1nlmg1JEWWkJRLMajSTHbV+6zb/7UxlpXQnXciVOJTS2QnK1CyPMZkffBC6lD8CiFEOCX+Sf2NaSvToaJ5SThvU/TZLFYzKf2p7/5d7a2tp0NxiRl6VCI2nQlBEgp2buaoiCF8MEJgcgga5w+8YtFKT+W7znFd9T6/Y9n209xS3Qq1gZchsyIiLTWWut/+s//2SeffXbn9bsg0db7ccQQHDNKqYLzIJiIa6Hx9IfUjiAJp7ml5QhY4/OgLvIWREgUKIRTUqpXShOxEChQIAoGISA7OpivrGbkLRhot5p5bpWGbr+tY5U1E5cvuBpcu9Dtt5LRMHvt7hdOjsfdZqxg5quD+XgtTmKjdBAiNlGWJs662o3jXMi5BGQitft85+aN63fvvl6UlZRIgaIo8t7XtnIAeBGI8mLy8iybBcvdfd21tSzkOx1nqT6NsJRCCCDGM/sTcJ1pRYFYB0+xHocD1gGxJUWBkaDODwItY2QowlLKFaeAQkDGpXZMxN67WjhHBClqLIw/jXbR2Xn1887e/x+zj9kvqdX1QmbZe8z12emsS7xeJp7Nx3WmsM691ad/IUFKSRyYSQCiEK4yUmiUQnJ1uD96+viw1elUJQarpEwik0CYCqJ+q1PZRdSQCKilXOvfkMIMB+MQqqOjEYQ4n/N0Ho540l5tntvcyKvx+sp2q2HT6Op8TPc+eP7mG2+d37oiQ+aRyBVxpDS6ojw4mh3mYfdwevTR7t9cOLrw7ge/3066G/3NXqPbaJ1Ls2a/u2WiRiOJ82KilRKILCyjNBHHccoUQlDMDE7t7+R7z+ZRYtrRtdWXb8ZpVFSLslqMp8eT2RFkncHxngtlq7NCDjjWMob19jlnSwqh1+0WReEDH59Ms0a/2VxBozpr3cVk7hfTZ/t7jW7z4GgQR+XVGzf+19/7jfYK3Lp2qZhVb9x5Y6Xdb7y8iaJxYa0lIU+janc8Ppmf2306j6L2vUdjW8w6TfNf/Q///eaK+fa3/6C9aQX0FpMpQZWkJkuj4ARKQ0EJlKtrzbycFdZ4Fx+fDIzmSOlFOavKvUSuh0prDSXR0dFRv98noijWiYgr53wIwBQCmkiurnU6vcbJcPzw0WeEiEievFGqKPN79z4pS+600s3V/mg46XdbUZQURSWlyvPi3Na5rfX16Xw+HI28p6p0hPVFxYjgvL127VoaN6RUWusQfPDsUa5vbHiCRqN5dHTsiqkxpirK6Xh88cLF4WA4nY6uXLpcOxfLyvb6a1JHgQMLiUo3O11X2eF4Ms/L+w8f7e7vJZF++427SWysdQzBOS8lKikaSaPbzhaFZYbZbDE4HqIQaZZ8/Sd/CoAm0xGzQyYBgbyrQ6NKoQ9BKzGfT3q9dmSwLMsrV7YFUvBOAFINcDfJLJ/9b//8X9x4+ZWtza2VlZVer2s9IbAxuioroxUC2mLKAFLKNJJJ1AAWq71+WZWzWV7k+aefPmp1Oq9/8UtSqGCrw8NnxwfPBoND8s45Nx5OKPS892UF1kGUxP2VZDQcNJuNPF+0u82TYamTrGTpPI6ni8p7VBLYC0QAX1mvVKOZNsgt/t63fsHR3jQf5hUuFrKYF67Kr1xcGQ6O9j57IgVKI0PwdZoe6/ZDASGQlMxUW+qpqqpadxNCWusRPCEFBKV0HvzTp/NmkkRRsrnWZZBFZT2dzMqjy6vxpf/oi0zi0aPHDz/94Pv3Z8dPnr71pS8/ffrpr/+zf/Kbsbn/w483V3rr7YbLC4kAUua+SI2CQMxVo9Uwik5GzyzuyNj9ybf/3R//0V++/vorFy92srT18ktf7rZXJ5PpZ48fzmcn09F4OJg0GjqNk/716yfD3cXcbp+7MBg9n0wmkawYQepoNJo3soZQOorjVrtLvppMp7Yq9vd36yeG1jqOk7KsyqosiiKKonxRZI2G915F8WKRLxaLjY2N+rmizjLaLxa0/qhS+yMz7qkh4ezhutzO149wxFps8gBLdiacdVGebkhPI+GBiOreZGN0/XyrnxanFWLMTN1udzAY/NGf/vFsNtvaPpdxWnkXaRkomDjygYuiiOMkz4va9Rg81bBla33hqiK4GmvCzJ5ICIVSMLPzDgAUsDHGOWe9VVIz1Rag5YTKn6vRVHeuEpFWgqQgZu+9Utp5n8kEINQOYwCmAAzh1LMhzo4OtS+z1nlq2C0ACwFE7hTWy5UtmIMQ+vh4sFgMpUQhSCoZyI3GcyLf6XaJXdpszOdzpZQQQusoTsxsNtnb22s0mpGJkySSUkihpdS2JC/43Nb5RMRlXmRxjEBlPkcpPQQffJxmoaxQYqxMOZ1Loc6trr5886XXrjVXeq35eF9IjLT+83//waPneXf77uWX3lbJSppkkYnH47kUTgOEsjAaGlnkgQHQBUKUAOhRlFVlrdPSNNJUsLflYjI6PtkZtZvFO1+61IyOslhEoill1+be2Yn1C6FU8B6YiEhFytejByJgLah7wlrVr0GjJFGCFLGJ9vf3gfnnfvbvxaYznc60ToJfUpxCCFEUOWdrXbVO4Sgpva+Y6wDfskCVgWrXQVVVZ/HHF+FrTPUkgS/azetzmpSqXnogYlV555xS0hiDiEVR/Lf/3X/T2di8/fIrNjgGcEQolGeKlGFGbx2iWBIMarjTcj5eDkhYm2gBT/Nn9ctWzBBqihUI4CAAUEobbA1vZWJkhSIg+yTqp4lg8geHe512nGZJlqVFWR4c7YBwnmxLJRfO9RcLvnal5T0pHW2u9oYHXM4jZDg82G82m2mSxCayRWFMFEWxFLpyFQA655M0+uzRo7fffvPOnVveOkQMPgCBc05K6T2dBaeEwNME2yl4lgItmeFQfwS1Xnumn9ee5RowLOUS0BWCXyK+lkae+jgh60ETlnYDCohIGICRWdTHaVjuc2pQRd3GLYRYMrOQawRY/VsCCiVPBVRAgSEEOKVcEAXEz09BL1SO4eeTLtOpjssC1ZKVC5/bVE6FA1ySsM/CslIyE4A/a1NzIYTlvbp+eZRG/coGDgGF6LTML//yP97b23/y7P5H//7Pdg4fn9tc2dhcNYnYfX5Y2dn6Wn82m3Zb/dl01OuubWysaBR3bt7d2Rm/89VvKd14/+MfPH3+6fe/966Iy6vXzvd645Vee8eNrl279LU3fh5BIikBIY6z+fQ4bbtG2/zhu+8mzfDazcsyixvNzmxS7tzf2Y6apHgwnx09Gs7Gvt3YvHr5zs1rr0glO83uYjF3ziKWQpWu8nESQ9AUZCNOoySezYfO+3xaFmWmkrgTAAAgAElEQVRelHnWjJPkwpVXXmt1tTB2Oj98/PSHz3YfP3v6YG2rrRsZBdVuZVEcHw+KLM4W8yqfF4PB4MLVXqzlSrf/6NFO2koWwUkjTRzpSL/3/e9+4e6VC+e2dp7s37p2q5iXWhgOdrWbNBKNYfzv3n33aHDv1bsXnz8bff3rb+4OppfOrfz9n/uZv/jOv+11cTR5VC463V7S6aU+5PmicJWJTXs+sf1eX0duf5APh5UHd+HCheFwP8syILdYDDI9V7AabDGczn7zN3/zG9/4xoULF1qtlhCotUQhhJTeByaaL6ZpmimFQnAgCuSkMi64ja2NKFL7+/Mnjx51fuLLi0VulDRGW2vrB621Lkui7XPnL1y8BCiJSChprdUKpRSj0bCRJhsbG/1+r1Zq6r6k2y+/HBhv3Xp5Mpl0GybP8/v37+893+12ulmWHewd9jpdrfXx4dHJvErSTEoNqBiFkApQEnCSplESr6ysRzHOJiMp0dqCCBi1NqKqrEIoyzKK00groUyWSQTpnJ/NJvfvPwhUnj93bjIerrVXghT189QzFUWhlHLOjobDTrstJbXbSZaaNDHGJNbRZDzznquqsDYMBpP2aPL88DhfLL72zjuv3L4dXBWcGw8Ha6srUkpA8j4wMqIAQqIQRSki9ro950Lh/PFoXB2PXWWVEhe3t15/9bZAevr40aOHj48Oj0aDsff+5sb56WI2X+RZFtvgrbM6ktPFTJokTrN84Utrh+NplBoAFYhQyEBUVVWj1TMmkeDu3HojadxSMbFMKstawOhkJ/hod/e58ByzNsZ4TyRq7rgAzxSICerStvquslgssqxZgx2JCMBGMnLOOu+0Uui9LysOlDXaAQQxnmvr7a3OvJwfDQaDweBcx1x4+0YIcji7czKaHLnio7/50LQajoLWqwhspFrkc2ViZYx1s1bTOHJxLH0IWdb6+AcPV9ezy1e3jWqjXLz//lMBsYC039u+/dKdn/+Zf5AXJ4TTJ88+2nl27+josHo2b7S1td4598rLt3d2n0LVVpEBqaI4qWxAlCsrXZQq2CLLsgf37x0fHyOAlCKvqkajIYQkIu+90UoiLhYLrbVSmj20W92iKJaugzML4AsRDT57locQ6nZJFIKYGIiZiD0iBnJC1E204TQVAQIFYC2gCGYO7FnWKE6ugxpS1YKDAAAlZFVVtWeRmVGwENJ7W5cLG2MG49FffO+v9/b2Go3GysY6SxkCKC19YETpHRJxpBPvCEAUlQ1Mzvu8KEpbOees97Ww98LqP5DzS6csYiCum9KEUgQMglEgcSAmFCggOouq1FBMKbRzJKUMofQkpFiRShF4Kch5L1ADIAExEAoi8kKoUHuWmZjRkkcBBGzBAnAIIQTK0kZVFd4HZi/QzxYnT57uWVskqbQuCCNUpJSSaKitYolhNp4B0XqnG6eaEVBKYk5a7fxwrj1ESaSVyhpRWOQSdG+ll8hMWWmkMCplIh+sJ46tAQlgtLNO15+Z872GubLZuPvSxRtXegmUi2oc9Mr/+/3dJwdF3Lq79oXzxqQqSaMoaK6K2cyFUAaZtdtaNdIkLcuFAgbyhtmV80VVOSmkVL2VBoL35ZRtNRscLgYnP3l7t9/vRRgS2REgAIWrxhwCVZUMaR5Ix+xDqXXTe2+Mcd5b9lVwXmBgZxG8d0oiQBCAADJUvPNscOvmGy/deAVI5IuAEAcPzL6eOpUQrqpqAY9AuRBQGEAFoBlrcYwBGaUIoe4KsULA2ReBCGocGACQDAIQCJlY1OoxkNAgFEaJeu/D9xtJ8/LFy4mObJGjhChLvvv993/79/7w4p0vmiwpQqiHUYEEQBqBQlVf/ABAJJnZOQcAAURdnldP5N5bZpBSneUX602CqBPxxMDsCSQCBQCUlSdkDkQ2OCAyxkjOZCyCGHoMAY0Q7dHhhKGMpHIWW6YHFISPYmFdMT4ZDtc3twp30tnIUM4m0/u2OndSmmHezcy5dmNDVpT6EMVSSuEtSeCDZzvXLl96/dWXmElrUxaFlEJIBgoMpAwweWYUUjHUbAIg9rWLgMGhWHq4GUApFQILFFLp2oYekBhYakmEDGC9YwSUop5z61NiPUGGEADrEBkHCvXKJ4BgYqzDw8vBVHquGVxBgyEG9hQvYYIMRMispPLWCUD0XkoWRN4HIaRSgtnDaQGEW/ZZ1z5vFCi4jvDZQiqkJYghLJEvwgk4DfQFgYgBkJFRyqXjxTshUNQbIqqRKREwMCERSVQCazc1EpOQwrtS1L4UkD4QIt++dvnWle2vvfn2kyefPTl4d+fxIxVVLHB9cyOf50bHpa88hN2jfWdDx3TGWl/e/lJMN4WNv/zSlTdv5d9865eOjg6fPnv+dP/d735wOB1N+63N8xsXuJDeOhlAQbnS1YKOj4ePnw92epdXLty8UFVzO1ssiqMrF7Ks7xt9uZgfXd9qHu5NyQ12Rn/2yR/9m05nZWX1HJNqNnqdVrehmmna8RVpKcAjhVDZBaJEUI2k1UixrOaAwbry+WdTHwiENFGn1/qptRvinVeC8yfj2fGMD4ty9MkP7wFa0dFZ3GxkjV57xTpfOnuC1krQysuFVK650b3hrb735MHrX+l/9MnHP/0TfzcWXeuJpGRhnV9YW1azA+9HX/r6l6Q0utkbHExosvilX/6vH+48/fCzP9/caurFnVF85MEX3mTpSuHmUabKaj45nLSrRrOZZnKNonxR5aOJ7XRXW81mA5UTaSxV5SxDM5b7Lh+U06Odz2bPn+2trK5dvnK10WzJONVKBG+y7jnrK4Fj5xYMTIFCACGMkPHa5uX11Wp+bTNpRgVZWMza3W4g6cHEaYsYnJZMIANLJCFQEAlEJOEqQo4efvr8+ePj29euBOeBbAgUqcxXU1Tae9fvJ7GRUSrfWf9yWVbTyXRn57lpNIazHECcTPPBeJ4mGQIicSTNWrcfm4isC466nX4IgTw0k6bGBNhTTQpHrwGZ2Jg0BEZkZMsEgUhq1ekl7e6lqrTz+fz+gyf3aCeKom632+v1siTVWidx5AoaHo1ms0kja8Qo+52YeAQBWq1+Pg2xNpiIpw8+ixoMEtLEuMWonchYQu7lvLTDeUVyvtrraRVpRVKzD47YM6IPFpDLcqEkxoq2+5nc6Mzzoqzs4XD4/OhYKtPI+re+eOlVY6rZ8Mnjx9PJ2IZZVTmJGMvYFpZDGI9Hb73zM3kFAGI4PgGuEGWRz9Mk8c4HW2oVtWXaiuB49/Hh7l47aQALIUuAgKAVXxbg2uhAA1EovK81lxACey/rQIQAKUAgA4LnoJWw1UJrTUEws47iPC/iRDMFJB0IUBjPwNXCB4tI93OEvZNev6vi3tUb22VZWOvyRdlEiBO93v/aN6q3rStZoDIqUFUpL5pRABYejKDgp865cgaNNOum18/17pI/AbahmFryU5cijPsdz3ou5fqD+13Ec2kmt1a/utFZeBpMFzvD0cGDh+8d7J7sPj9Y6W9srW6HRbXaWJ9UYnTyOImN7Ffl8Ch4lzQ2nu0eVhSCIJmWMDUmVlm7NS8tS2VthRDSKK4CBaLhdNbPkrr5CwDUjzUhncFozpZfXK/cAZa5DQRgqAM0AMunb61Enu5nP29mQ0Z8sTB0md5iKYV3DoTWSlRV2Wg2Q/DWVd5bY4wQGMXRt//8zz+698nq5sbm5ma9ksvni2a75Zz7PI4jhPfeh+CCr6wtq9KFUNrKWutrlyHgi+VPZwrK6UsVtS1yWdEONfMHGGoC3LLhkohQ1EbG5TtzivfjU9kp1FVnombK1v8Ya6AmIRLUte0cAAGRAwcgVNIYLYpyIYVotuLK5nu7j2fzIYMFIOcFI/T6XRNFS43Z+cHJYDGb57N5kpmsFa2sruaTSaPVFEK/fPOKUdH+7mHprNO+p1a6na4E1EJGkVZShOCLoihtJZSYmQWQMNDQECvvNZab/eTlq+uv3LjYbcaK/Disf3jv0+/+4L2ofbm/dr3ZXu+vbCplFosFsp7bkoiUUSu9VW0iTyGJJAQhODCJ0clMSG3SWAlOG01yYng0UESHz+8dHbz/rZ/9yoV0uyjmjSSJk7rWOJS2KAsrAIWUsdbNWFf5PGp2hUTnPQmwgUioEMCjBHBJkiCSd04KWRV2OJj+/V/4TwVG5MF7D6cntP8QuKNmiZ4ljc7wTC+iZ1/8+yGceT2J6z6uOuOObL01iQbEdr/727/zO7/y67+60lu9ffP2W1986/VX70gtf/O3f/vf/smf3n7tDW3Syjk+LVkVLwAWPjcw1F18p1v5uv7sdCvPfGr7PqubPmU04umxjesu6bovNzCxx9oA6olTjH744NGFi0m3v5lFcWDZ6nXLckKhinUcRwkR7B2cZFlc48SLYi6Nns9PdBR1u9lweuw5NBM3Gx9CuSYhrULWgtU06jcabQT45N5HJop+9Vd/4/z583fvvtbrJc5CWZQAIlKqqEqlFaL0jkIISinicAYaY6DaflybcJbWBOSzuxCFcAZyflEKfTFz+fn7xvwibqL+FYKTQihtiMj7AMBU47BREVEtwbrgZZ0dFFifJZb0r/rAASAEKqUCnFaoMApEuQSQLW0UgQIAC8FnsrIUCEgopABEROtsve5adl+HoOoeMmaBqHUNbjvj2vILFJbPRdyz1POLsLn6Ei2KEiBoHd2589qrd18C9JPp0aeP3r//2fcHw521jdbqWieISRSDzOTg2cjI4hd+/kv7z22SxJWtAldJ3Lp5Y/XatZdF/LWiyO/f++HHH937m3c/2OpfXu1sZUnMZMnPdEz3PrqXdVOTiE8evJ/EKpUmbsTDk3zw6ZP4cHb5SutkPNw92P/4owc/+zPf+sLbX/jgBx/kIWgdPT74pPyU7AI21y9kUWtzffvc1gUjIudIexE8hlDaUhojlVYZRo5IoC5Lq42ZDqez2dgonedlq7OxuX7rwqWtn3qnmi32Hz764MHD7x9PJs1WDEJKEe8+23t+sHv39S/YMk9S+forL71/76+Eytd6L2VR5/bLX5gPg4kzZlkV06ghheDDk1008OTZIyXUeu/C0eHBN7/5d26/fPFf/Nr/yCLfPzwp8gXJSAjUTogKsix1lieT+WQ2T7LExPFkNGv3OzgTu3snCNRMGxoz3Wg4V0YR+/mCK1jrbjXTrjRRVe4ucv/06YELu8Ph8O7du6sr64heK1zMp1WRR0nMIQRfCsXAROQlimazaSItlTDG7B8d5nleP4UjpbU2deyRmIHAA7BAbTSxeOPNt4fD4eGznUgZIQhYOPJCKeuClDqKIudcEqn65AzA0+l0ns+zRrOw1eHhYb+/+uzje1HSYOr1eh0tsb/S01oJAYeH+61GCki2olajgYieAmL9NdPATOy9t0obaz0ixnFcVZZ8ICKhVdZI4iQCxsp5KeXB4eHH9z5J4+T69esrK71+v/sf/8Lf++jjH/zw4wc6SoCVQBSCGPR8VpCI4ij6zl/8pdYJEDvvpJRra2vWWURpnXPOzWazdrP5r3//97fPn3vlzq1Ot+29X8wLRJRCBPIMqIQgJm+rZpamSbLS7wupQuDBYPDks09tWTWb2fVbtzbWVsuyuPfRh589fLC/N42UyosyaXRMnJRlTjIaDodJGmtjyFc1i8CWlRQQx6bRTHeKIniuKidQCWKh2EjUUjJjYDg9nDMRVZUXQkhpnHNnlStniBjnXL1LNMYwcwQZB1/mHEVxVQYAsLY0xhRFYSJFBGUON2/euv/gk3az+ezpZ61Ww3u7ublx9Vp7MZ0dHQ7H4zEXQQgkICGVtTYQJUnKiETkHaFKKhs9fjzptK+//ho+3fnB8GR4fLzb6Zlu107GNgRVFdXW5vb+c58k2clR2WxGnVbXu6ai7uWtN9949RcX5f7HP/z2YHgwnanSU5CVRdttJxcvbF/c3jw62H1++OzOnWvPnz5qxB1BQrqMAhgdSamZQetovpglWkcmWsxmiZZra2tQ5kmS1AOeOl3L0n/IQcunYf/aMivqRP/pPf3FJ8eLfzhbL/Jpy2WtKywF3VoDhoAojdFlsZBaKS2jyCzy/P6n9z998MAYc/HSRVqudIX3vi5S8t4jCmB0zpPwPoSqqkpbOe9LawMFH4IPgV7MGC8rfGsmzpn9EX4Mle9P+59eaIg47SAFJiJY0pQEM1tbahGMiaydKc2nJHVfb7Dr3JcnX0dBpBSBmThAYABWUqBQzjFg0FpyKPcP9oajI+vzOKpr35qI4vDo0DaSvMx1FDXbrcloWpQ2zdrNRi/JRJzVvDDNAZVQGoxbBGFlrKNus9uBVahIGaEQfKhsIFtZTyS1RpQ+AgUKXBCuWmmYyxv929c3u+00UXo+gaePD777/LiqePXiO53VCzpqMmgKygaSwlSll7FqN5pKK6OVtSUC5LMieOeqKnjHUhfM3SgTyHZalLP59PnTcr633q9+8ufuNLJjw4mIdaQxOFuWOXGw1oFAaeJ8nhttzq30F95SsA4sa1O64DigUhVDoCAF2apSSlvLi+lkc2P7K2//LedYYHCVl1KfOQFeNAy80NOG9SdbT0JLsZBq1NqLi+DPzbK1I/bzTgDmZbWHABUJFetZXv1P//M/ORkNv/KNn9h7tr+6vXX/8cN7n/7QROZ7H3z/Sz/x1VnhKw6oTi07n//kHzGv86lt9NTYsxxoAHC5Rod6wCYpJApEVAgKGJg91xcDMzELWs5hBPWGHShgSdHTZ8PjUd7u6H63s7a6pgQlSVLlVavbJhLT47E0ShuttIii5jyfEtlWKwFEW82IZibGiseNfoY8tGXMfsWNF9lWtygLJVW73Tl/4QJKMR6P/vUf/GEjS1dXVtbXulsb2yBQ6qh2mS5HeQq4xPmRgMAIP0qNqDf7S+61QOQXDgA/Zm4+/aBf+HbjkoV5ht+qF/9K1vWzhHXnNtYafN2dzsDsA5EAZhKw/MIurxZxdgEgA1EIQghgQgYpFQMBIlHgU68EMQHWyTQB6OtKtzphCyDrUw0vOQ9C1CAeqAG6ZzZcsQyJ4enN50dBCvU7E5avBHH5nxYClEAhpPLeVaUHiJUSBs0XXr70yq1vzhbHx4Mnj55+9PTJUaA8TrWo0n/4X/yXgpsIC+cIUUamEcjmCy+lFmXXiPabL2+/efsb4+F4Nspnw9nz471GM2QpT4eT9z58uHZ95eLVbXHMzi/SKKYSM6uSVmNeUFFx2uwGcdDf7P/xX/zJvc8+2tk5DExf+vIra6ur61u9cuarfH93+OB4+uG77xXNtH3p4ktrq+eFSBrNVhS1lcaqrEIgI2NnfaSNd77daDfTFFhWDbDW7u8sDnY/JbbaUBxfeef1l+MIiPzUH5RlLvnRavflz+4/mc7yXmdjZX371/6Xf9rrd4qR/8I7r00nDiBjkoqg32oijiwtvv/Dv2lvdbMkfraz8/Cz3dWVK7/0i//o/Xt/BnLS7zelVGJdo1w9GQ4m08lkNk2TVpHbyKStZocIhyczVDiYDBezab/XazazOIufPtlrpxyzwpB2ks58EKCwbANK6R1UZRDKpmm8u7uXpumznadpnKysr9qyTKNEGwMICgGCZ0FCeMCUiKy1wHJBHClTFKVOmpExloBBSiGUkgKFEALIA3FZeaUUExmTXLl8WWvpvY200kvonkEhrPNSKut8bcHSUWSDG46GzvutrXM3bt4QQmxtrh0cHS/mUoKfzye7O0+63a7WOo7M2upqp9NdlPNGo+FdqNWvOEsDhLr9BgQzh/+Prjf71fS60vvW2tM7fPOZh5qrOFRxpkSJotjddg/y1N12EMCwg+QiV8lF7gL/BUFi+C5IbASBgcSx0YYDw24P6UGtFnpQt6WWqG6pKQ7FKhar6lSdefjm93333mutXOzvnCoJCa8Igjwoft979rv2s57n96Rs02w2S8DmZMZjibxIaVulcHNzfXV1pa7rJ7s7T3Z3BHh1dfnn/+pf+Wvf+NX5eHI2atqdLM+788oz6iwvP/303sHBSafXD42nZm617ne6Vd0w4nQ6VUoR88nwbHdvbzwdPnr8ucvs5ubmW29+iTmBRkEAIpFRaJVG4Rh8YVRTz5TSa0u9lX4n+DBtwv7B4c7THY1qZX3j0tWrKDAant2/f//gYH+wsoaI2qgnTx9ra4moLIrUzoIp22nBGlXXlTFWRDtXkvjga1I1GUw7q+dooUYnoDWz0jrlB/A8uHxxGOZ5nv79um4SXcdol8DViLquG2NMaMRlxZ07V4qyfOX2nbOzofehrrxz7tHDnUcPHrZapbFqbX2wYVebxo/Gk/FkYoxx2hJRiNFqp3ShdCbYHk2qvLysc/fWW7ckwvDsbDY93jn9ALzGGD3lS/3L+zvzIu9/5zvf+qf/+//y3le/dOPmzWvXbt64eSP6jqB7+dbfRdWMx0OWjski2nGsJ6GpO528lW/evLYBXB3s7ly73jcCbds5omlRlr1uv2k8ANZ1Y1E93tm59dLLk7qZ11WpVarhICJzUex57oJNShUuinKYUaeXBAswCBMtyAYizMIptv+8G+yng+HnmeKU2EiysNYxxgvjqVIYY5TIvUH/88/v/87vfXN1fa23PAAQQciyfIHHc64JXiuDoBEwUvQx1DGIyLyuqrpmkRBDZFpwjhYdmJDyMbgAeqRBVp3DPuHcjpamc32eZFeI6H1IKmwiOSulTJqBEFioqmaFi3meHx4dt7sOMfVkMiIqUIhCFBeZd2VEBISttSLkQyMEIOSyHIEmk7P5/Gw8PWx1lA2KyHfaJUuYjOaZc8xUFHlkOj07NsptX9l2KptOpqBjq9cdn42McRzBmKwa1hLlyvplDYYjlcZoiyZTdZhXTc3AWlunM2BllFPMEuq2jdfWWy9fW7u6tdTv9bXuffzp4Xe++wliu3/7vY12z1pri14IkdlneVbXlXO21W7rwopI3TQxRASIwSul5rN58L7fH9TzubEu+shVMx8efHH3B0vt8Gu//JrDMwon/SwzrOqamvnMZUYjErFzLk2Q7W4nL9rKwOnjcbak50TzakYYRAkwEQMxWo0hxhhk9/H+L/7ir9y4dms2rYQRjUbNkSMudPdnd62fofqn4VVrDectxOdP7MXEoJ+n65+LXwAAzrhIUZAERWnV7vcOTo7+h//pH9557fWNdieoynMYz6eddqfI88lktH3tynA2MXkHCUPtc2svppPn79znY3fqX0UihgXacTG2JRt3eics6CEkUSh16iIIKjhHOIs8qwwABhHQDApMG3X7ZDQ8mZw8enqwtT7q9fIrV9c8CUznk9FsqZNbaxlIlETmPM9CCOPRJM/L6Wx6ePL08pWtouDl5Wx/70io222tzYbzej7WKHmvH0UCcZnly6ury6urCDCbzf7kP30wHn37jdff+PI7X3YZBE91VSuFIIzITCQUEQFN8jMtMl6UyF0J/SACQj/TyMWBk157vlz6qRjWRaWtUgpFMXOUdMRjUu4RFaIoRErcNoUkpOD8zyASiFLpAxAjopDoNEfC4sjS5yo7gmhkENSLjg9WWntiBDBKUAkJp8RXMtQiiDIqMf4EBEF0OnUT/O+igUXOe5jxmUj7/N3sglFz/gmgQoWEWptk00U0SinyniBTUPgKmc1ye7k0Gy/ceKc3MLv7n9+7//GrL7yxvXHn7KTR6IRRWxtjrXWmtGIW8DmoRdp6ubMyKKS43sqcPjz64vMHHz14OFxde/3SpfWTw4Nue6vXt6dHByeT43Z3dTSlldXBZDL+9NMHKytry6tro9FofX39tTdf3d19Om/q/ZP94lK+dW359OTUtrUSidi0+wD57Jt/+Ju56zDg9tLNa9eubW1eLrKOb4CmQQu22y0iX9Ve6aLVysvSAZYklBgKFHn3wezsZKyVtj01WLr01de/srm9UTfVRx9/dHi038o2f+s/fPuFm7cst69fueOjZVYtm0FVcV0ZV52MH3/88Mc3l17YWFm/erX81m/9+X/7X/93Jtef3PsR46yq7eZGf3V9s4E2a37plRfv3r13fDhqlX0CdEWZFXnZLnYP92xmWmVrPhl3Wq3PH3weQIMffrGzv6mGt7ZeyAP9+D/9Ifjq6st3puNhp99TCiazaeSgDcboh6P6bDRUxmRlO20ktEbmCMJKofeNy12MEYHbRenrcDYcbrb7mcso6XmpD0Gj0QaN6ZTlbDozBkMILAJ1hYhlUcxmI+dcIAYUq3SnU06n0+OT0dLSUl4UADAej33w0/mUgdY3V7TWf2vrG5PJrN/reV+fHR/fu/fZg88/S8jtzGilxLpca7N3cLC+vOQyNxyf7R8dXL9+rddt+6aJMY1oYG1ORNaaGAMzi+jU+dwsQmyotWq3W0WRu8wKyGh0du+De6GBl66/9OTpflnmZVki5iyIWn12776ABmVDXUffdHtdpRRRZKXn87m2xmh1cnpMRJ1Ox1p1Njzp9/vOufm8EcZkWBemQAKoXWYyZ2MMKEQ+RGajdavIbFm222Xiv37x4MFsNgOAjdW1d7/+C/1+fzyaMmAd/JMnT4puV2mMzLlzwQfDSinV7RTCgWI0xiFZnyD0iMBc+0oYUD0DoidCQvp9z/KcmZ2xzwhUWgNA0zTp/WWMQVUrbZk5BK80+lDneUaRgExT+9ViqfJH3//gkyJrXb164ytf+cqf/dmfiWDwBCJ1HerpNITgfbTOra6ub1+6YrVtYtRaMxFBAKNZojIalSPBg6M6z5RTxcpgfbVfX7n6ap75Bw8+kmidHhjDLHF5tT2vT47PHnzxBz+eTSKq/MaNl3/+53/+q+99qd3pW71MESjW1ubNdDqbyXQSnVXtVv740aPJZPTKqy+LgFZU102329rY2Dw5epIXrY2N7WoyXF/fONjfD6DQaE94+fLlR48eJY32YgN7oUoucv3p5QoqJcsZceF2ZSalVCpHSLNpklUQMbXsE5QAACAASURBVEZ+rvuRzkWmxUiRyPAsbEyCdAoRGWtanfbR0dE3f//3RtPJ9uVLLssYyBhLkReeQmZi0coSM1EkZh+C92Hi6xhTdUKMRKk0YVFaAKDwp4aSn5lviChJIM9GivMK0/SmVCrN+ufvNgCWmHI7WisAjhScy+u66fZaAiGV+qZPklm0MsyC5xFvhYoopv9rABDxdTU/OHxKVGW5ynJQmkqbTadhXlWpv60si8AxBB8lZLmJwc/rajhvnM2stafHQ6uN1SbT2eh41Mpauc0NGaeddsa6JgpN54RGa2uBBAgVgEGVoTJN1Wrpa5cHt26srq4MgItPHlSfPTioqL3yws+1+6um08+cVYgcg9JRGfRx3OoW1lnBSKQQwNoseq8QfaC6mlmX2SILYDJXKo7jo4en+59Ttffe26vb6y5XTyxy0W6Tl5or4tRHXCNgqywDEaBCo7M8nzchQDaLoWN07YMXACUKmULUYBRqijwdzfu9lb//9/4rY/LgQalMa1XX1WIFT/y8zeBnKr6YGTB1DicbeFx4CRb4NmFOnQ58sdw//wmLggwWEmSbWVO4b377m7/7rW+/cPtlBmBA51xkquraWquNZpDpfNYdLBPHQGidZYrnD6F+vhJsYYfQOtGgmSmhby/WBcnerVLpaxp4hEGUD+HCQqp0nh5A4YUdKNVVwYJ7TJO6YUSNdmVlZe94dDaZHY+Gy0vtvIitou9xxhyFhcEWraXRcBgDOdfa3zs01nVaG7nrd9pFNY/OdG2xPBnFMhsg6qJM0FFK1YBMEDk6a1udzosvvex9c3Y2/M1//x+cs1sb61tba4P+oCiyGJsYAqpFH1jaUaaiPiJClTi7GGNERpWAZecdJcaYEMJzpcRyoddefBoXW/j0rymFqSABUTGTiFpkVZM1hYVQtMJF2XfCeqH2HLXSKEBJyVn470mQzcLtwEgRlUZUCiiyALCGqLVhEQBSwLDwblGq+1bKCXBiJKQIoDE6sVaezei8GG1ZziWB83MsrbkuGlt+GhmBdd045xCBGbRSWU7EMxDLoKy20UcFOTXx7DCU5vJrL210y9boNCBkTJUy6b2OtOCSGa1ZJCSMB4AGRB9j42PZ2njttdWX73xtVI8ORjufPf3L6exgWM36nZvzzFXTpplVH/3kk1bLNj6srPZeefXV07Ozrc1LDx4+NM50ipYI7R3s3Lv/4dUrV1c31+pZrJu4e3DwH3/rD3zQKyuDra2tpx999tt/cLw0WNvevtrKBqtLlzfWLhd5q9Nu5R2DkvuaSKJRCplRoVGY5Xnpikubl6ezWaAQK77/4clHf76njOovDW5fv/Kdb32w+8Xhay+99je/8XcUO2KljQsUS6taRk+b6f/9r3+jwWY8n6r91tHB6K033nvnS2/+X7/xvxk7WVldms1GJHZ3d97gOHJodzsrayvDs9nxycny0vp0Mj/YP3KZvv7i9cOj/eXeUktlzcz3e8un87kYvHFju34wef3lS8WtpXf+9f+xdzY9GFWTyejh/budpeWy02kaPxyNrdIadac/YKWRJeVAadELLpE4zzOSJNJz44NR6vT0VLtyUvmy17UZlEXRKkoECKFRiJPhEIB9EGZWLFlmALhpamMMI4pA5rJv/t635vP5zZs319aWJ5NJisbOqyov8hCCsTpwJGCJjbOKqMmduXR5a211mZlPTk739vYmk9FweFYL6K3ts9lsdXkgIqDwn/+Lf+4ys7G+/vILt25cf2F1daPdbocQBCjxRfD8MVYITiMgCHM6vK3R0TcC3Ot0Bq+9Ws25njUff3IXkdvtTqs9GCxtjKejB48+n86n2qkscxRCggnGEMEYZgLGCFJVlSjQxhiDWqtL29tN08B5XR+xaGMVKBGeVlWr1VIiyhhcnAcSQoiKrLWIEqO/fPlyukGdnQ0fPHwYQnAub3f6AfVkMla5s85dDFK1972yXRZuNh0JU5HnDlsgWlSMjCxBCIiARYRBa5vOmUDknEuStrVaL7I3lIyXF1bP1NsqMBYpiBTGOOj0qjpM5qcAaKUlYPYP93qDpa2tzZOT4eHhwbVr165du/x453FeOpYQYuVcy2hxlnyIT58e7OzsfenLX3ZZhgh5nhF5Y0hZZWxA7Zkxc5Zi0+q3psOJ1nVourXVG4M3ty9tW9P2ca9jmLiOMrNlXC1sq8UAuPv0J//uN3d+53d+s9VtX79+4+Xbr25vXdlcv4TLPa1pZ2+WOx4M1OO94ZvvvPfqG68TCjrKrDNad1rdzz493d/fV+Qzo8qyjMxlUVbel849fvw4fVAmados8dwJRgh4PowuMg2LjSgSnnNAYkyGNnQuVTNQ4g2dB8sondEJa2yMMcYk2AQmMgdzglURBZdlv/t73/z88/t3Xnu1M+gJIoMIq8CilBKWxGpipsgeET3F4Gk+n3vv5+RDgp4smLfAAhSjtkZrHUNEUPr8XXgeaZd0TUy33udpOxdyXRp9Fve2BCY7V52NSeRaZo7M0TlHBDFQlrsQK0QIoTHGam2UsXVdi6BwElwYiJhDWRbG6LPR/uHRU4HY7uaAQXPq6kSl1MnJsCzanXY5Go1c6aI02qK1uprPjJW1SyvtdvvocDSfNWXZRsKzo7ONwUaGDgg0a2edQT31xyIYOdk+tDC0slx83bICcfziRvvy1a3rt65lrdbjJyd/8dHOZFYsb76yvrKJzuRlrgAUoG8qjk2ZZ51uFzT6EHWmq6Yx7LTWmXHIOBqN8qxAAybLGaCOEavqaOfe0cGPX76Vv/ryhpVJaXzLlUzgmxhibKgRZolsQFujFRmnrM1cQ01T1afzprO+POO9WQzgcsXAFCEGA2i1oig7u8dfe/frN2++dHI87nXaREBRKEYETRRTudwFwT5NP8/7LBMzi5mMMUqrGFPrrEkGaWsXT0v6r9JtOBUwGmO898ZZrTQaDQb/13/yj58e7L/11XfmVQMq8yFoQAVojZrNZlmWaa1C8IhgUKXlBShcuC2F4Zw/KgLEDAggLCIxhvQLqLVe2GdEtFYKVWq0SlfK5MJMPzXVf1CsEdFam8qlldKLSz8BAKDBVq9zNj7Ms/x0NGXQTcRmVJ+MpjFCu9W7fbO1traGIKxs3VC702+1yr29vZW1FSIaT2oK+uRo3tSyunRjOsn9vLO5fEmroiiKqo5l0UodtqiVQhOIgUAJoNb9wWB5Zc0Yvbv75MMP/5I5vPzSC6+88vLycs/XlQhRFGM0M6fBkSVq0ACiBHPrlFJV8Om7iDGGEC5cCgtcoyTQhEqqRvqn6eu7GPtSoWKyHyhlgJGIIAmZQKDVeVUhKKVAIYkkqh+FoJUyxgDIwvanlDGKgNONSIEIR1AGAKxRBKQ1IJAwAYo1CjSo1PpmDAAyByZMTc6IoBHTXVohKq0RlQ9eEIQFQaWi4xSPe95+fXFXJzrnBi68NCa9oRGJWQI1xtgQa20ypYQiOGuYDYvhSE3TsMuNzUlYG60URopam1TWK4ygIlPwkY1BBlHGEDOgbSIQidbtIiuvX1q7+cLbpKa1H37yyQfHDOPpnmbVy1eMrW/euHL71RvKVCsr2Wj6tChofb3T1PM333x9b//pBz94svP04Xw+H55WZ0dzkHxnd0wCrmVudHjt8vKvvfRz9+8/ODs9fXL89I+/97utsn/rxkuZc91u+cLNNy9v38kgs6YdfRZqjkJM1Gpl09lZ0XaZL0KkVtEy1gHirBqPjs4e3rv39/7z/+zXf/1vbK9fGjcBRTlrmqYiCK6l9x49dXn29Xd+bn949MlPHpDP//t/9N9MpjsEh6cnj0QV/X65t39w7eodl0+/+90/Ra21slVTozKz+Xx1dW11FXr99u7BLoL2NeeYkY9spN9b2ts/OT7c/xuv//LGWifuVi9dXmvlWacTPlldtq48Gs0fHe7M5/5of7yyvOQyo3UWIpOAdpYRKDTaWCXsnDnH4yhUOhKFEEMIeZY1zZxGbM28MqZz7dort2+3Wy3fNIeH+5PRuK7r0FRNbMAQU0zIeOuy2tPZ3v5sOs/z4sGDLz74/ncn0+nX3nuv1+s5a621Wmvj3KIxFIAoMmtGECZjlPdxbW31ypXLrXZnf3//s0c76QL36MnOzZs3nu7tMYAy+vHjx8cH+//x//ltjebdd999//3319bWy7I1GY+ZOGXEUz5Ha0vCTIIKmaPRWgQhErA4g7bXGiy1AHk+n+8f7H7y2V1RJm9lJ6fH9x9+Puh0LMrtF27FGLVWTfQsbLVWCieTsTFahJR2TDzo96wxFEJaaGllBMATi8A/+xe/cefOnevXr169erUo2xTjbDrV2ij2CR7JzNZmTmvQOl9fVUopZaq6OR2NPrn/KEYfQtDGWGNCCE0T8rwAUWVhm2pOMVDTFO0OsHaFI4AQawAFogFUCIGInHPJkqG1zvOcmZumYfJpMdU0jYg45xbGOUyPIXIMed7u9bu9fgbj0B5gE+qTk0PmvMh7P/no+KUXbr/91osxEjFsX75ctPPHjz4/PT0KVDs7iNQIKGOMUi5Er7VWKCF4ZaDM7Ww6HKwWHCuFURlrlFRVU2Z6c7De+JNm3j053ZvMZmpL6wURC51r97prCNntl16qZ9OqCnu7hwxsrJ9P9j6/N/rhD/5o//DkxRdefuOtd95//2vrqytR2c++OGoPbnz159zalZsVRVXqpOW32kWe561Ob3S8rwCm02mM7Gez0WTa3dqMMRZFEUIwkIJQ50DNpHSIMCCLSCTRhuXCOgDPB2jSevSZ8+NcLYfnqYrW2hhj+m4ieSFw1qauzsbXP/n4o/v37yulrt+65WNMOP00RWICrEuSoyQKR2JPMfjYRF/7miI1ISbr3YJFma55CoUxMoMskE/PycZ88Ue9sFg8Fx5f2PiMMUR08e5Iqt6ih0IiMwsDCzETorEmb5oIyAKktEqWeiKa1x4RjdHJJKQQtIZWqxxPRgeHuyGOlWpQw3gy1QbLspjNqul06lyxtXWFGSjMu/1e7edFkTPEEKpW6axyIDSfTNjHXJfVWYWMG0sbpS6UKKuNRkMxhNjUGmMUBMisyVymOGZKXKm1zG9c33rp6vVud+XxQfXx/c/mwXWXbl++vJ63es7lIQQddQxVFFGI/d5ylmWAiMoWpa5DsLbrCGez2dnJqcjiFbu81J/PJ/V8cnJyVB18sdn233j/+tpKcGqWGw1R+TqisoK6phkRG20FonN5WbRijGjM2WjESqJQo+DHH/7g4dG0e+V2YBUJUFhYjFLjsxET/tzX/+rW5nY9D73OoKk9oiFiRGEmFkrp/+cTVBcdzhfxx4VAex6uSmm/ZFRNnszng5JpC2GMiTEURe5jdIUbTs/+2T/9557jK6+/MZvXxEjRiwDHCMwUSaGejkdZnkUfkvXSKkfEySJ7/isjz1VMX/TrPdsqMFPSKTkV8CyMNCnVdPEkXxTwWgoUQ4zRJ0pAumQSJZewQiBjsNtrKx0Qlcairuf9Xp8ljIazo+N5qKfm46PNjdVLW6vA882tFarmnaVOXU8U4ObSymg4aSpu51scl0Jj11duaehlrpzPGkDFEomCc672jdJ6gYkQlrRcizFQWF1dWVru1vXs+PTot3/3vjF6adC7cuXK+sZ6ZjNtVPBBgNMvYKJfCxGAfv571FrP62oBmD6/Ejw/88nPoG7TfRwF0gigU6f2efZTBHDh1lhQaEHS/WPx87USgEBxQa8VViwcOKkjzxhkQABKmJTWyReg0xdHLAIJSbFw96cHEBcXZeKgtTbqmUybXJCL0jiQi06W/z8n8QKm+FP9dpwsy06vx+iNAuaQVHBiAkEFRsAqFIoIVgmTMKNWSjBhd1NZDaNC5ZLxQQBJmEFAsSCIEhJGAI4YJyjY0Vi8ffvX3n7lG6Pp0cnZ0729JyfjR9rE04PDvaN7L9y+cXiwn+eFs4igPr//8eWrV/7KL/38oy8eUZSV1cGgv3F0MP7Vv/0+Q1hZ69y4dQkwzsNJf93ZMiecrHkzHZ1878fffO/dr9RQ/vEP/uX8D+rhKd64fGNlcO2FW68Xrtfvr9YyLft50zTWEph0SWQUlVmlVfH1d7/+9XffKQs3nzeojDWqrqbWqMxlcz/90U8+GU/Cpz95dDI7zlT/G7/8q6vt7r/9k98YrIQmwt7hnnYrZdk7Pj2r4Oj27VeU0u1O5/r1m093Ds9OJ7krti9t7e4+iRycdXUT5lWVl4WzxfHpcDocd7PWpetbU5qWNqvqcQjVJx99NBueOCzXeoN+Z3U8rSLJ00d7K2tL/d4SIGhnIgtqRGsTo9pHcCou6OqIMdJ0NCGSEIIrShFwCoFpd+fx3s7DsiyvXrp0+dL2tUtbW5vr1Wxe1fXwZK+ZjTE1yxMdHBweno6qpimKstPuCjXM/HRn5+mTJ5tbW51Op6oqo036FdHGaKVRKWMtRc9JP1BQ1VXtG5vZO3fu/OVf/EgAY5RZVc2qGpViQeuy/tKK0q4J/gd//sH3fvD9S1vb62trt27dunXz1qC/NJ/PmTnLbIweUWW5DT5RnFkJCDAwAyhGaXxUCosiv3Jt+yraH3/8yfb2xn/xX/59Fnxw77NHD+6vr62lSkHvAxPH4K2189k8zzJnLROXRdEpW9R4LWi0bYLPcscIqExd100TTk5Pp7PZd7/3/clk8s6X3t7e3u62251WDgCprCEGWizZZOFczDOztbW5s39UdlpFUbCI0soqI4KRwVrbLvLhyZ7EYFCaao7oah9YNS7TICjCWqtkaXiuRH2xpr7YNyaC9cWBcDHUIrSMtQhZDDwan+wf3e1vMJp50QutcjWEqTHrXzz58NGTT43JM1NOp5U1Wb8/uHnzzX6v/73vfU8EtNFMHDwFIk50dohExMIanF4YqZQWjQTjs+G+elpe3sot6Na8KLpaD9bXl+pIIjEEzlwPobS6p6DVLYrVvlvurcyqyXB01mkXAABk2uX62fHDf/879//oT3/X2eLS5pU7t1+9fv3m2trG3Xt7vUGHJBS5JQpXrlz+7ndpMhm3Wu1MY+FcqXUTo3EZM5dlmXQoA+cQgwQ2T3wuAdJKAwg/o1/9lH/r+U3f88bZVIKVRgStNXNqM1AiYqw2rmBmlphl2YMHD7717W/3Bv3VjfUQgtKaEgcXYYGCXFRkMhEFpuDJx1D7pvG+CT6GpGbFlBAGeaZbaK0jERFppS5a1C+y6ufB5zQE6AWbPW1yOWU1xHufRoEL7RbwYshgooCIxiBxAMgHg8F4fGYsGIsAqfOTiMTafIHo4YAIWgOz/+LRg6qaVvWsqs9aLeW9n0wmZauztLSklNba+UiGggh6X7e7SwQ+xhBioxRa46ppndtcKR3npIg67W6n6GhBDcYZQ0TEARBYEcUCRDLnLCpumixToZ4K+NsvXX/rS68fHGTf/J0fVd7duP329mDFlc5YNChIkSvxMyJNvX7HWqvQRFLaWCDVeHKuXVV1NTtFNEVeWudEJMY5UPST/acPPjw+ePKN919ca0nhZl3X1qIVkqcmSh3qeROZCGKss07mskJp28QICo+OD1w716U9Ojv9/e9/b26yVueqKVWYkxJd2rKe0dHh2dJg/Rd/+a/H6KqqQjAcg9Ym1a0tLLCpHeO5l/3zGaznaR7PX3IW4T+BGJNdBbU2F/4Q5xwzhdAYY5qmdt3W5w8f/o//6B9++atf2Vxbnc+rmHqktanrmnVUiBSjdno6nbrcCYhzrqrIZToGn57T9KdN0UmiRGZ9FmB/vmQu3b/PMQvC8myH8DNuCgAwCggkhoYRQSKijiLKaESl0aSPJ8syFmZCH0K/v2KshAjWtVooMQoj3L1//PDhwdUrG1WIa+vdXj+vODIHNLa/tKx5UE2LvafNSv9a7gZGFwZtVXtUkmCBIokpp733Wuv0+5ZY0SxUNfNITVlkxi6tbAyUwtlk8gd//IeTyfjWrZtvv/329vY2E/nGW2vqurLWKkDvvehn5Oy0evPeX6APAFApfQFAWFTr/lRE9bxQMBmNFldYBaBS25hI6pVlQgYBUQnxCwJiUAsJCyUeggCSgEatFMZUn4Hnxi1IV4i4UE2UQlQq4fwQAUELpF3YRU0HoFiV5OGISuOiMy6VAC+++p8ezeV5H3aa5lNoNZ02CSf3rAePOsjROgk0Zwlai0BcEFwgOSxUyhUAiFIGQCUmWRq6Y1QGlVIgQswAQKiEIZBERgkxOq01ZkgawTBktfcuKx2bSyvrr7/4CyZzw8nuv/oP//Pm2isf/eTu5tbqd/7o+8bAa6+8snJlczoOG9sbO4+enE1Olge21WqLtAUMIEWZPdn9QuusaWabW2vaZe3udtnVe0+OV7fbYqZFt9B5Pp3W0+ZRper96RdnH/+5r5WvVbe7eeflN7e3rxbFcmEy3zCIJmJoFIJWqIVdNWUwGELIytwaDcTDyXBrc+mr7//SpaPrP/r0h+NhKMver/7K375779N6Pt3Zv5fn+dJgrW6CdWE62V/aWvLeZw6fPtm3KltaWnK2aKp6ODwToX6vU4dwefPq4y92Hjx+cvnqleloVo2my+v9f/Pb//bF6y987dp7Lm+bnlnd7N3wm5892DNGSwgda7rLS0H6JsfQzDDPfNOg1QKaSBQYpZRGzdykPQ8DKpLKN8aaqqpAG1cU509uZOb5bLq3++SD73/vO9/5zl//lV95991333jjDbu0tDM99U1tM5fl5d7evmc4OztbHiwhQJHlq8sr29vbPoaiKIh4LtWnn9xdXVsfDAb9fh8AGu+ddYI6+MZarbQCg74JqYXh8PioneWtsjg+Pn66t5/lLaXBaFeWrflshkYZawDAx+bu/Xvf/+AH169e+wf/4B+E0DRNRA1CwhI1GmVQLxqIghJQWnsKoI0xevH2h2icBN/k7bawXL9x86VbN4R8v1VmWaa0nTVBIVKI7bI1GY20grquW2VeZplCpECIlmN8+MXDy1cv52WOANPpGFHa7bbWuqqq/YPdzx/0dp7sAADG5s0333z11VfrumZuUmBDRJQSpUQQIlPVzJeXl0Qb4xyFiBq1NsRYtltKYD6dMnkRRkVMjSgGprqORudC7CFcTKt0sXk+722xKAmKcuGdvZhJEBEk8w2KyGDQCjK2pXflZFbtsqNRvR+8cnpYLnWNbkdvT8/2QEqg3u7uwd7uBEAtr9qQjLQUAVkpWcSoUAkHZqUk01CIaBBE5UajeWhkdDoZd4b9nihDqJywssbUMaBigWitARABL8JaudPTU0ReHvSKIgNQxmQsuL93ND6dLA90q0QQ/vz+x3/xw78Ynk2XV1a/+u67X/ryW6+98apz2Ou1kyTNQk2IEME5Nzo9LdtdIQYLm5ub+/v7iGgSyn7Rd5/KJxMPHBee14vJ9fmwLQCkiNhz0uwCj0C0OHmJKPEeUSEARiJjDYM8fPz4ww8/DOS3L2/bPIleWdN4VIiiF227CUsuQCyJvlE1TRO8j8GHGAMR8LN2c16IVQvejaRmeAABionfBHTukV28DBhgUekk54tLQf4pfplSCIu6oedfJ3T+OUDT1JkrlpdWZ7NJlmWoGpZmgazWmjgIc4gNouSFCbH+4ou7eWECTb0fr60NACiGcavVy/MiBlFKrHMcmsl0iAi9dhGpzjIzno6NNpnJKIgEV1dAwXfdcqYzq6whpUBl1qXgNrHXxhAGJc4a1SkcclDCRWbK7vK1q9e73cF3/vTB8Wxp8+ZXe/3VotUxmSX2Icwb8pnRZZkZXYDVAopRaeestUobJqGqqcMs+mCs1doColLQNPPYjA4O9453P3v9Wm/zzVc0nOaubhU9C46JZ9MJC8+rKQMKKASbW4sgghRIPFEVm8owZfzpw48e7D4cXB9sdgbDMwGsAZxGPRlPfR3vvPbVm7deGVeQIyK49Eh671PAE88vNYjPrjcX/QjmXPH6mcaEtMQ/R3DAT/cV48W2QWRRB5Dn+Y8/+fBf/9vffPe9r2dl62w4M86mXikU0gp98KhU4xubOTQ6UvAxKK0YIoGwgEK4sOc+vzc/t4EubC0pxn6RaU1jnALUKd4kIMJGpxNNlFYAQMErQY0i6rykiikSKVbamBgqhVaJ8nWcVeNOp2eMOTs7Lds2hFrrzGgXPFOMre6gno3uPtjZO8q7T4tW225trQoAtbLctR32x2dmbeVWbpeMLTqdFsVYFuW8mvY7Ha2wqStUumma9NFRjByT6UGIIqIYo+qmBiSN6GO0eXbn9debpppNJ3/8p39CIa4sL29urF26dGnQH4CI9147m3gEKd+ddj5JujivL0FhBI0AQpCoWupZ4Z+kJltQiMk2oLVjBhGdMrFWY+oKRESDavH4LHq64PymoQAVc2SKxllKvC6KaRRMgJOFcCmiZCFyogACatQsnEBgVilEFZkRkpdWCdAiyiaUIre4wHo9O3cvruU/k3FMNoN0+qVPI8SAmMIljErXYWyMDotONM3EWmcEzEgICMgICkEjKgSl0LAwCCRFDJWotP0SnTiMiXWT7I8akA1EBCKPnLqloyAQsHaFMA1Pg6CZ1PLk8fDmq4OtzeuRw1tvfS16ONwfHu49akK9tX2yfXl7dXltODxR2q+str///Y+cc0ur/WD0tAouy3ceHhSF2traWFtdQkBkfbB/VD2ZrCxvHhyOltdX+ktZv59nGXgfIrnR6NEP7n7xW396tpq/ePnSFWuLdtlfWdpc7V/SUISGOaLBXDBYVyBJ8JW2Wrn8eFy3+tuvb169c/trj55+vry6aqTfTHL0axlsU93oYuAMEgVTVk0dqnlVqfr09LRTdKoqDHrL+/P92WS4sbHqJbz06sunp5NhMwsG737xxUq/d+f2bYoELfyze39xfDbPXF641rWbN26+8eVfmMPJcfWjH306PKur+emcKNZqeDbLB+3hfJq1y05/oJVVGoBViMGqxGTtMgAAIABJREFUhfc0SUsUBQCOj4/KunFFnmVZt9s11goCKuUjNSEuLy8/fvr0+//kHy/1B++/+8brd17O8zwyjcfjEIJ25dnZ6JNP7vZ7ndWlVgzBe+9DqOZHNss6rW4kns+q7/6n77ssu3792vLK8mg0WRr0AIRQFJFzGShEqyenY+99UPpsNKxj+ejxo6LVMglhAMa6TGHU1pRFGUNQTdPr965cuWKM8TEoo3/729+8fv3m5sZGU0ejLXLqkgFGEI6oRIBi5IuEQ6vVmkzGjCYv3cnxsN/PY1NZBULRuZyIep2uDx6Ejw8PT0+PL21vdTtFt90xqFAhsyDgwe6eMfrS5a1WK5+NTjODHGoKUFfTXqfT63W1Ut6Hv/z4473DkwcPn3S73X6/d/PGDWFacKIWVCcajUbWGjFWUkW2SIwEYLIsd9rEumrlmaYAHK3JApOAJI8SQirXFonhHFyiUoHC4i1AIQ2yF51NF3skYwwqRNDzWQCQup6z1CyzvM3GmvmUxpOR17PJSGWuVeZLN+7cGJ6M59NZ0epUs6GwncxCKuRWxmgwEJJlS5TSWmUKDFplrPYAaUYXAW3sbD4/PDq4eu0FJgbOIjmjkxcOlEbUoixHmZ2NDjuuY5xuvJ/Xvmm43eowY+7yjTVz9fLVeTwm4rPT8VqnW9exrmNV+5/8xff+/Ad/sry8srK+dfOFG6g5ULDOOpTh8bGIVFXd6Q2MmBjj8fFxURQUo4FFkaMC5HQ1X7SigyzwW/JTHbkXf/88UPNnIJHqXBwFVMQcfFOWJWocTca/93vf3NvbfePtN0Pw1togkhX5bDYr8jKEeL4HBGFhYh9jE2Liy9bB+xgiMbOkmZlFUPD5UTt9u0kefr6P52f+ei7xk7Tn8xZTZEBGpRKN4Tz+LkyL7M55AM6cr32FmYuiZF4weAGSGgRMoAzUdcMctYGz4fD4aBeVr5upgO/1M+aoUA8GKyI4n9chSJYpHxpjlHVaa9UbtAJTCKEsS/I8G1eF6bJniHrQWV3udLiqFBqjNRNxJJKISox1gTwaWCpb1oqSupqeFGWxsbr64otv3r+3/+DB/ssvv7/ZG+TOtlqtum6GwxGIVVhqa0yRuQyLFoamqBtPSKgoRFIRY+OFYmjqIs9JRFuTonLT6fB4997p7ifvvXHlxTUIswdZWVrbiz6czvbyvGh8mE3rppE81zYDZYMWRIqAajKf1TE0yMV677sffeAz7t1Yq+vxoGQfzGx6ZGDNV3ByNPz1v/13tW037MToalIXReFDrTQiAnFgiQtea1K9zofXi6fiebkupXkW9hJr0ONzBW8Lo+1F20iMMcuyEJo8zxHxhz/84f/57/7lW19+R+us9jEv24g6Ro9KKAYhZiXa6so3hbSyPKuCDxQZERREIjmvyX2+Yje50y5k13PEVeo60RcIOa21TlfM85/wM9KdiAhJInGgTuvsiCiIyBSIKNQ6egGltNLj4URrN1hZmkxPur3W8dFpWfTQAmAk1FlZlLqtlTo9rXaeHJ2c8Kya63D86kvvFE5trb5YFpcHnZ7WMp+PtFJ11SitW60yjf7EIYmcRISA1toEtQnBi5DJDcWQeoCss4gYQtDW9gb9lZUVpdTJ8eFPPvroW7//+6+9+upbb7y5vLxEFFNhTAiLCkAffPqKF44mZX6WHfFMp0zHAiqlAFnBeT8cATyDtjAzpV5ArRdYFGJO4iURp3xnclyJ0oAYhVFwEeNLmqegAmQBqzUTA7OQKFBaoQIQQQ2gAAEViWhAAdEIaa49D3mgCPgQlNLMcK4rPwMa/H8CaJ/pNOfXs+c8DayyIaBmVkpZBC2iCZBFEI0AIaJaCLSIqEWUQq1QEzCiAJI2tRCCgBIFolAULYAbiNooZSNyZI8crSJGsJn11KTVHKAdDDq/+2/+1fqlZU/jmmaeYlEOhsPJ5w8Ob16/GSrz4LPx8dGwbDdf+vIr/f7gyeNTJnn4xf7T3dOqqsDbN9++Xbb1k6M9BNxaXx+djnxkrdV4NLly9frqxnK31ypz3et3j44OtXPHw5Oz0ezJkwPritypYaxijfd++EWscGNwc7l76Re+9tdWli6FKjYEFgGEC5f7GEQZD4oJwwgy7Gx0Xitcufto8vKt91595Z0PP/mj7/3w92ejmmIB7mzrSivLBpPRNMbQbnc4yqWt7aJoTYZDbWR5eTD1s0/ufzwc1+PYbN644ifzZjxdWlra3Xuq8rx3ZXVnsrfRXtvZ/+LJ6WfrvfXrG9e3trauXnpra+3aTz6699Hdp5882J3PK181dz/58Gw2WV3fXFrZ2F6/0u0OrHIiCp/DtlRVVRSlMQ61nYwnM9vMa7+0tCQU2u12UZRV03QGS2Wrtba+MZvNJuMxUXRWC5HW+ivvvvtk7+iXfumXFKCz5uTw8cnJyYP71craKgAa62Lg8WTi8qKqam3dyenw7mf37n768dfefee1V19ZWVnOssxHIuFBWYQQfOPJuqIoRuPx2dm42+0UZW5Axcira2vzOKtm87JVjoajSFErPVgZNE1TFMXBwcH9nYce+bMH930d3n/v/W6ni4CAaNK5HaMAK2W10skrX1XNbDYfLG/FIMOTkXXcaxcpl9nUNUdaGgwQEZC//t57d+9+eni4t/Pw8y+//SUKMfVKTqbTaj5//OjxoN82GGfj4ebKkgKazqb1bAISmbxCoxUrm7d7Sy5vTeb1w8c7t154URBRAiAKCCp0xoXQgM211otkvVYCYK11zlGMZ6dnsZpkSLntAAQRUhqV0kyoUFmnAcB7nw789OucfAgAwAoS3fYiDfb8pd3HoTVtVEFprpsZ6xApCEZr7ebmJd+cdvpQ13OlyKjTg+ExKHsyH3Vaq+31pW53afS0ZIboRcgymRgRQBKWmBlIWCsSTTE2JEDKZa1sVrEyMJ1N2p2ycDifKa26FBZrUuY0CynvfX/Q12wRgQG0yQqlhqPp8vLS4dHTdifPCjXdx6XBUn+rG0Idyc+rSqC7t38k0prPZw8fff7hxz8ajs5chienJ9urK71er8hyRF3X9WB55fR4PzVTIqIRZhES4FTECghMlHrDF+a8mMpNFx7bCzqOWuCC6GLbhShJTjjvbxRAzgrrMn1wePjjD/9yd2+31++9/qW3mxBIUNLei9hoE2PURocUU2cOMTTeN5GaQE3TNMHHEJ4VG2Byu8G5PQEu+OQXNHpctP/weYF8KtpZXGoRRSmkGJ9NOczncC6MMSJijKRQyTMgaPISIyhcvBGVYkBiicQhss2UiELURBijEE/y3E4m05Oj47qZBqo6ZcGsAXIRNs6dnZ1p0AgmaSrVvNJWGWPSD5zUMxGQKIVrTeu55ZLmmGNreXkVQVdTrwHyXGulfFMlI4+1GWpFEV2WFWrKPlirl7cu3bn9OrP7ycc7Si/duvOiLZaLdiFMjQ9C2C56IM66TFkl2ERqJtOatS3K3CgNnr2nat4EisborCzQqMDKV/Pp6GC493k1fHxjq/uLv3yn44KhYW+5x6xR6Uk1mc4m02qqVE6IeasFECN7E6mVrZDEcTOdSBMyPKmm48cH0DKDlRYrLwDzZtzUxeH+UbfsOtP6m3/j7+Su5WPKoYNWUjdzSQZFYVSYWEjwHGFDpZGO4gLUn3CzmKhWyAtngkalk7lyUcLELFpJJK1QmDQaURBjYws3rmf/5t/95t179+68/nZk5WMQUN4HgAAAFAMiaGOVLp11VTUh6iJqIsUROAZhakKDDFrBOZFpUXclACDnEy2oRbu0yMWTnJYWIMKCsGDnJYGG0uUvTfMIKBgBtaAIidLK++icUSghNNqok7OHiI1GNJiJ8ojSVHOj7GRUCel67nVWd1pLvsH5vDYarI1ZUTQhTiYs3G4mmx9/VA3681CPQuhEgm6nMMbWTZOXrbxww+FZaBqjEQgIWCnLAsIRhJk4kEclwjH4RoCCZ0QIvkZcxLkAMDIBxV5/sLy8cvX6tdOTk2/+/rfyPGu325e2ttfW15212qD3USswRiNAJF7U4DJzOgFS7E/ZxfpIoTCJKCIGhbAQ6aOwAoxKpXYETs0viIoYUDC5AhAUUVSogGUB1BalUVEgpc/hwkwk5/gUEIXYpDWOcDoqCCKwLNY9fJEMxNSdCBItWqEoFJPb1hm9sFwJKaU5IcPO6V2YuuxkAa89P+UWRx/igkAGKAgIjNpqZiGOsuCLAdDF0Zik2IgqnaKKz3nciIvC4aRck0QRrVChUoiWRZ/XfQOiMoioGICAKfgISpIBOivMp/c/OjzZ66zrXq/lmYjg9LjqlmWndB99+IGCotMeXL92PW/72Yyta1yub724mRe6yMrJdGp0fnK6s3nplnF9YX82Os4Ke3Z26Jxe31huwmnr/2XrzZ4kTa/zvnPe7dtyr8raq6uq92V2EJgZEiAoEqIoUzYtmxFmhMOKsC70B5ihf8B26MIXDocdtiMUVtgXtimLkhkCSRAkQGIhiCFmAMwMZu/pvWuvysr1297t+OLNqukZuq96pqurMyu//PK8z3me39NyStFoMstzN5mWy8vNK1ev5sV041J/NptyroiPWnFrh7pv/egjqMRsUPOv8rKuCQQKAeSFdxG6Zsac8BbdJDfgFRFHVMYiAX303qNGK1vtfel3/9Hzxpcng/17j94y49Oz2TBNetNyyFEW+ayOTRJho9ma5mfG2azVrAG4MK0Gmdo93N/PlJpU+eJqf+9o/2hwkkTdw9PDOFJCRe/ce3tSn3bPOmenk8s7t5qNha/+5s2Xpzce7+3+4M036BfHacyGo8ePntz9hYz6i+vrG5v93mIja0dxAzBhnE+LwhFKFkcqU6rjeIHAnDZlOcung/EonubTKG5OS581O2marG9uAEKttfWOMcY4rK33V1a7zprFXifiL07z2cHh8f7+wcnJABkz1mptkVmtfRQlcZJ0u93ewoIHvHvv/tvvvDOdTm/eunl5Z8dZd3p00sgyz7xjblrMrCfjMLZCRNzaotVeTCjBBSyLot1pdzrtyXjS6fTyqkRg2nomI5Wk6L3RGpkPk/vHn3zcaCZLS30uBGcCHTEfsHi8KHIA0qZqtlLGZF0VLlHIRWm0FKp2jtVl8Lpeu37t5s2bRT49Oz311s6KSgrgXCDnm9tbR6cnJ6cnndbm4cEeIgmgbrOhq6KRyIhRVcysNQxJSc44ZCp2nbaKoqosifEwczMuTkejqrZJHFvHlOLOGs49ZxRJ1UrbilVXr1zSZXJ6+NTaytuaiAlQQYgDhuFwLrg6Z3gRAobMJxEJ4TgHIZhz5BxIKRED1dJ55z3V2kiGkjNeV2UtqwZRr7tEQLt7u+PptNRKm1IIjCLZaGRWT5c34ro6HZdHk5JxtiRjlXUWJC6WMz0eGUDgLCLQjHnnHSIJJBHujoBgLQPgSmhblbMpSa5rWFxqV6biTAqRADARSpxJes9nk9nS0iJywRkngl4kuUTHrCHz4d2Prq3dXF1ev//wnkrTLOk0nJtOx1cubyOy8dnotPDWZo8eV8iokUQIHoCKsiAiV9vR8CSO49lsZq1FxgRyZDJkLjwAkSPOGAcWis6NMRC2+UFC957xENEgjnNSOmMs5J+C8eNCGONCWG/u3b/7zrvvlFW1tLp6aWfbOlcZAwCeoSWQGJRUJABtjPFOG2Ocq7Wpqqoy1jgfwLnnWiz7jHE7H2cv3ITB/hX2zuSdI/KBuBRu4Bf2ubloB0TeO+cC4flZT/Dcp8Jl+Kfny765K4E4BMwtOrDGa+5YksYEjohqU1tnYpV452s7Ojw8AfRaF7XOucC8qIEwEHYAiSPKWM0mszhOEAAZKikEE87bLG1Y613t0LGTgyEYXGguZGkz4hFHJhjzKLwDY40lMuCRSAjhrGWWNaQypQFZrK6sbe/ciJPuw8dHnmh9+5VWewlZDCit1t4BY1wIFSWR4Nw6530tOAJGQFQaAMaZh+lkUtcGZRynaRzFVTnL89lwcjg4fErl8ZduLu+8uBPRhNN+ymIex9pRrSusK2uMFJEl8uRULIAMAkQiYYyNpmXpat9gJ1U+yEdjPY1bcVUXkWUEvpUs1CV3WmmIX/v6N9rNVe9BawfgmfMchAP7jBwLSBgEvPkUiAE/jAHJFCD54Yqgi1EgYAUACFBwRd4S+AD2MESMB8+Jt04LyUGK73zvu3/+/b+6fP3GtZefs0YSADLwzl0YFkPpiPXEPVMy3j94tLa6RpY4RIyEt5aBZ8AZ4wCWyM8f6blazBiwIC2fX8fezWXjEHkL8ZZQbwJEQB6D+Zs8MkDk1jrvCDBok+i8J8I0TWtdmqoGZo8ODo6PH8SJYgzSLGaMccGSKJrOvLPEKBqdTaLE1bOx4KmzYE0ppOKCJVHL24yxVGU3ojiprXhyePrk8CSSspGma8v9zdXVrN1AxZs9dri3iwC61mmzWVQmSEgcgNBpXzKGEPbTANa60B4QZGfn/dxZSkSMeeeIYW9xcXFpyXs/mUze/eDd/e8clGXJOd/Zuby9tbO6usrmbndmjWUemQhqt1eB2R42dMgYm5vSCBgRuPnqKbTQhoO4BwCGwgMRMZpXs5Cn4KX2DBkiOg/eERPImWAAEAzQgMThPDuLBDgnr517dXE+blJo2GVzOQAwMLIJMMjFiDDvV/SBRewJgCh8ANCcsEsMmafQ7IsEyBgjb8/Rw+DJA3ny55VyyKwBziVnnjyF9ShjDAjClI5Enky4CDkTwZbJWLA9MCIESJChc84zpPnQzAhY+CvgguMFGQCB50jeOS6E8UZKNhgO/82/+9PL19dKN2h3Wk/39mutb968PR7MWo073t8k7wDQo+VKDcezSVlKwTe317/y6pfHZ5OPP/jQS5pMTJRC0mx7b3Vdxam68/yt09ORqRyXGCfdw8OB0SRlvb6x0WzHZTltteM0Y3EEKorSrIGeSaRb19eKE/U7v/Xbi91OWSFGUjuG6DmvO21x9+6bf/PmD7ZuXFnfvhZF3ThddDauNXhHSgldmdPCee+FjBvJzi8/fzmKsTCz/f37D4p38/wQbGlNGUXt7mKcdRY3ttfGRakqawy4ura6StIIEDV4JBcl6vata7amwfFEW3dW5xOjhzZHxutmeX/ysR0AfPJGKprXb9767f/klc1b6cOnu+9+8BGKdlm7wdmjJ8dPPn1AQDJNuosLa0tLG7kdLW8tpapjNHqLpa/RCgmSidQTemuSOMpndSSSSTUpi1EUvezBO++QMUBujEWhvMcsbVSlrlkFCJev7eRVsX94aJxpNFIzMMJG49E4TRPO2Ww2jeN0cXEpUlLK6O6nD7K0NRsXVVVxVO1O00IVN9MX115aXr00Goynw1F/oTkZnzhnGTAViZmxvW4vjqJ2s9NbWLSGlOC7T/YODk8ll800bqRJGscMwRj77nvvNtppcy9D4rev31ldWHK1ZsQY8vFoeHi4/93vfX9hcWl1dW1jfcVfvSKFYFzoqkYBHgwSWGfIc4YCEBb7fSlEXpaD092qroVSrU7vxc3nG0nMODQazYODw7PBwDmndb2wsMAI0kjObC3RxoJsOa2cXekvC/SR4KHmkAi5VEfHJ564tYiSG2MZenCGg0tV1Gm0iI4Wev1I9q/s3EKgyXic5/lgcJqX01rnRjsglqQp59KTDYYiIZCFGhqG3nEEJC8kFwy91saDD1ROcjaKszrnDGIOCoCUEtq5h0/3Go0UOVtYzJxX1VnFWIwoDg/PIiVbraiqbZZlnHNU0/H4VKUr3g1O9bCztEZy5qBLZAgtj2SqBPPIPfOOnAXFZbvRrJwVRIlI0LNIemPKH7/x8y+99g1rQESYZhF5V5Y6jlPStq7Koih6C72qroQQ4/FkZ2tnPB7fuPH86Hi4fnmbN7LTs+F4Mqtrl2RLVleSwdp6o2Md5/zW9Z26rquqrMoyklLGcjwex3EsBSOCOI5n05l3ThRlgYIF7UcKWZZlcFIHhATn3Ic75jm0PZjDgtcKATjHgLVDzuaoI2MQsNvtHh4efuvb3xpORjtXLveW+nVdE8igmsztaRwIuQd05Amoqo0jX5SVtkZbU9e1cd4TXrBFnw0Anvujv5D89Z93F4Q+VPZ3V89zswT4LxRKfQ5gTiEH5i5KdC/S1kRkjAFRe4q1oSRNxtPDjGOaCfK2KE8PD07yap9znqaxEMA0OGMAoN1uVVUlOHnPpEiAMEmzqi6jSGWNhDE0phQMwFkoFFqcjaepSJaWl9ppExw4Y9KYCc6rwhBjxnvtyHkeauBbSYyu9tW4kyTXb766vLL+6NFBUez1lze2L98pKqdUo9bOWCs4Mk5SsmYzBURrrRIIoBDRkWecY+7dzBzlI5UlrCFkFHvr8tnAzGaHjx/l0/du39i+vHmnKTUzw1ii4ikgaWuMB88EZxwIhPfoNEMnkUmlCLjWrtK+TLznyd2nD6dudv3lnZkfPtq9x2LM62JlcWs6gnLKbt/4pa99+R9PJiREUlVlABEAAKC7aLUNr1QQ1D+7Bs6xyn8XRz//nwgMA6YNOGP4WSsXAIFkzJOtjU7TKIrUpJj9H//7v3qyv/fr3/gHB8dH4C9ilHBuVpn/fh7GdySFnM1ynBdBhTZCTcTAU1D3z9vIYD4fUAD+44XN93wk+pxtfd55S4zIMw6B2HX+RkDvnXWWc04ez5sanDGOMZc1kt29B0fHu40sYxwajXRwdsIFzxrJbFrkeUGEURT3+33O+Xg8drZAFlpgo3LGrE6Z73DZjprtKIqISKrEWVtaqyf5aJIPRrO9k7P1laXFxbb2ZD1wIa0285ZYIA2WnEYxT456jwTzvgOaGyqCxQIu6r7CayeVmk2mRBRFUdLubGUN59zBwcG3/+ov9/f3r169+rWvfe3atWuddk+lSTnNmSchhbV2TkbzELy2SikI2SwggnlmAIAAuHM+HFaJCMADsFB9IFm47xED1NZwKQG5A3JAAHO2LKDnHDnn7LNims9uNZ9rpv3MIeDJeTl37Myxsiw8aZozkDkXQRtlRCzQF4AReQgKKzk+9wkAMUCkAAxn+Fk95gW8JViZORec8/AUz29owBm/qNRxzp23Q+JFNfQFFeTZZO05Cu3ce4YMkJBxcB4oXMVYFholdha63/nL77d7yyJSOrf7R3soTayoNAMnfNTgunZxLPJieHo8aHd6PEryiT47G64uL9/95PHy0tLiyrJK1XjcnOb5Ur9nbT2d5UWhpWho7QZn47PTPE07k8l4aakXN5OyKg6Pn9y+fdtaSqOuibJRfjKbDhlBMSquXNkqW9Ht21d1ZU2lueJAcRRxb2rLyh/99M9/cf+dT05+Yf4GpYy+/qt/7/lrr8fJcpo0h2czBinwCEiNR1Oyic6pqnMrYGf7q1966ddH08dv/vzPjk8fnZ2a9a31So+MLUxdTkZDIKZt7dEuLi/MZrMHT+5xwV997SvW2vHpk/aiGp9W+3ungsvhqFzoL+XFMC/qTqdjwGhZfPD07Y3tSys76ZPh9MbzC5uXtvO8ePJ499NPPx0S63X7VTXePz06m91tNrofP/pgZXFra+NamrSRrZgc8zNb1p6DtaaOOVNNKUgUMz+rKiWRnJWceULGIgBpHTqDGDXJGSZLxlhVlaPRkMCXZbG+sR5FW8fHg1jxk+Oj3b29RjNL0+Rg/6jVbHrvGcqF3tLmxubu7q6zVkqp6zKSUbfby+JOdD2ajkc7l1YFd4Ozwd7u3oMH9+uiwkaLAUZcpirWZf306MnR4VGvs2CtH4+n7bTRbLZm07yqtHOu0WxyKWeTmbMhsYRSKuTy7OyMvDfG5LPZwwcP3v35Wzdu3PjKq6+22p1+v59lGQOyxrJw70YXJxE5521dV/na2qJzVBs9noye7j5QQi72el/72q/++q//xvHx8Ycffnjv3r3hcFJVptlsVlXViMRiuxkpcXIy7F6+LMhzgc56AhKSkxQngyGXUlsruSBybB7acZJjI4sY+azVKGZ5XVuOgvPm+vrq1Wu3inI4ODs4Pj0ang1qPfUO4jgTTHjyxrKLhktBXRZKgQRn4Bm3oZhFKe48OofIZGDOIHpjtfOWMz6blsxzzmSrE0dRROSM8YwhAFRV5Zw/HQyyrNlJlyt9PC0G/QXVW7GD409JTCyVUgrwotJ1FkljDFE0rzBkDACts5IjE1yJKIrU8dnwo48++vIv/0a4aUgpGYO6KhlCGidSCqs1BzRljZGXjJ0cHSVJohgHzvKq2rl6rTeZVNqVZfXw4QNyNJyMsyydTGb9/sLp6WlZlq1WSwqhtblgPlhrheB5nnc6Hca5OD45evOdN27fvLO+vmG9E4IHVKcQwjvPGHLO3fnkKFgo+goiQWBeglIKEUPa1hOpOBpPpz/57neePn3aaDVa/Z6KI2ONUBLQn3ebz38ZT855ba1zPi9L42xV1cZa66zWxp2vkr9gHXvWO/i5LPDnoD0XQ+3nol0Xn5fzmp3z2GBwpVhrL9zA1tbOW2RA4JzziBjWC4AXdDPrXM0AlRLT6SRrNspqOhoeTyZja6yKPEO0tgIAJZUx87gPAiWJqgoXydiTNWijNIqTyDNfG91MUrDeFloP0RnXby4vdLvooZgU3U5bJYnRtdElZ+A9eGvJe6ViLhgnq8tCkd3aXLuydWmou3fvH0vZvn7zKmBcVlyItCiNdU5KKSVwzqUUgMQ4CmTOU61NcGVVRU2T2gOkWctxThwrrX09qwb7J48+7qXyq19Z67YVg0HCIUmlt95YQx4q64xxnpgQSoqIgXO1E2ETTFAYXRlvCQ714P6jJxCp7mp76mYYu/5ab3AybcTLH3940owuff31/3ht5dosR4CoyOvwkjlnvA8MfpgLWECAwdZ4EQ0M7CH8gm36WbM1ARC5UO3GGeehs5iCoxIQHXnfaKYg+KePH/3RN/+99u7Oiy8fHB1zobz7rF83eJsbqUvcAAAgAElEQVTCPH2R8eLIuAjhXO+cE5wCklZFqfdzmD9eoPII/Byg4yF4JFCeE1b9532ToSNx/oc475cm5Iy8JyTGOYY6R4DQ0myddt44V46n08nsFLDmQhmjy6oCZK1WazKZcM4ZstFkorVVSjWyrhACmfVkjaa8oEgkAhal6Meyy2QMTDjrjAcPzDMppSJnj4fTo7Px08MjyfzGcn9rC7wja2sIHbzMO7TAA+oOPPnQe8LYOaQZfOjiviADBloIY0xrA5w7ayfTaW5MWZZa66TZfv1rv6q1HgwGP37zre9+/we9Xvf2jZsv3n6u2+0xhoILZ6w2mgFKJcl750xIC59zV0L0TsxPrS4UHwS6bwiEkfEGiThnGOjqCNY7QIacWe8458Hu4Ymc91KwcNURBVP+ZxXi86NIsDDgnHtpg78YQ8MDCuTzECogI3DOMMZ5eJxA4B2CR0BweB54YEFPQMbhPL52wSvjfB7NCM24Qoh50hdw/g5geAFqfOZOjHNzXuhIAzpvWMTzMTdsqi78ym5+v/U47zcP1R7kpIziRvrJJw/390/7l+4Yd1JppEm5uNyIYzwbnnTaS0kSaa3qqvReqaidl2hnpXHUaC7MisKicVhUWvcba4hMCFVWtRAcQWpd7e0f1pVfWFyqirFkjU5bcoEvvXTnez/8tgfz8NGn3onRWZnnmieJrcrpcCQcv7Tcur31stWxLmWkMvJCIILXWUc9Onzv3//VXyyutx4/PT4awOuvbw1mD/7o2+/129ve8mtXn1/obLSay2jjdpuT9wx4LFIX6f29g4M9ajazV279HqDO66OT4f1yRgd5eTYZlJUBhHazQVk2K6at7qJz7eOz01k10sZM84mSTe0ME3J76/robHj37hOlmLH18urGwenjpJmmWfrw4P7Dh/cbzUbcTKb5Hni6em1he7t9eubKStfa1rVBxi9tbR4fDvb3dv/23Q8YJFe276wvXt++fDnlDSWotsPB8NhbGA9n7SRjRiqhzt1KQF579GVl0zQlqAmcNpUQUgpljLbWeCIpxebmpY2NtavXtgdn48PD0/F4XBT5dDIdj8beefJwenKmZOIcGmPKshJCkgdTGwKoqjyO5WQ6JtKNLLt169bNmzfPTgej4dlkMj05OY2iuJgVp6eDo4PD/mq/maWT4UAKpWsjuNI6Pzw5tQxW1pc4l81my1rLPQSq5v7eIRBLo0Rx4T21ms1G1hicnB4dHe/u7rYaWbfbWeh2hORpFDtGngx5ixwIHJF2zkjO11cXFxaaeV4VefnTn/6Uc95sNp977rmXXnqprvTx8fHe3t7BwYEz9fHhfpZmpqqaaWLrMnAgAYERWe+Pjk84l3iOKImkROc4opQYKXz05OcMqNNqdTs9sCxppVYX04IbC53epe7CmjVVkRcnxyezvBiPJs5ZwYWUc9K29RUjIEIPiOARiQvyHpwjDtx6Ya0DZ5RiXDguIM9nXPlWs21rKovq5OjQWN1sNJM0lrILiCcng6IqvQesSn9aMhZzgcPxkZLcugoQam3Jg1JKKjUej2WrQ/y8pQgQOUvTLJXEhRRSEcP9w8PJbIoMpeQMALzL0oSjllxo5hiXgKys6nB1JYkYnJ4yxmazGRf8ww8/uGrdwtJK2pTG+MX+8mg0NLo+PNhHJK1tq9XhXLZa7aosGo3GbDZrNttVVUkpppNpmqZhhBOdXkdG6pvf+ub2pa1f+/rX280OWRcCLZyxUFt0vtoH8IQXRloAgnD/ZdZ7pZSKo7Kq3v/gvbd+9tM4Sze2N4qylJGqg2mXMWtDwuMiBOO1A+d8qa3WuihL65yx1nlvrbPn/+4XuOIXnNFnMeNBoKVnMI3Pzr3PAhm+OASfM94CPvNC/3tWCX5WcQku27lWwbw2lRKJlNxao3W5f/QQoJIKkNksjfK8MMZzJhnjnClrdT7NhWRpFPFMtRqN2lbFaCojRZwIsZW2ZqPpQrs3HA6EF0u9pUaWIaESIm12vLN1rb334J0Nwz4nxVkkAMmYWmdJ/MLtl3vd9vHh0ZMhXL16Y2npkrU8SdtVaZxD64gL3mxlzSwrijx4g8uy8EAAnHNGwPO8KooyERBHKSFKoQZnZ3U5HB3dK07vv3yjv96L2+JU2kopmcqEvC/rMtiYrbGmNlxIwUEynghFTArOPcfCaMucb/DhZPqzez/v9hcNVQWyhuBZmnx6/2GdS4Ow2Lr5j3/7nzrTsCYSrGGslpKF5S8iB/CMMe/thUskTJYXloOL1/FziZm/K9MGKtZ8NUtk55eJ996UWqVxlKXf/9Ff/8t/9b/90i+/3m93rHWAHJFba5nEsGQNmA2c+2LDFoOIUKg42HU4CuctY1iUuZQJAHjnGZvLs8EFHLYE549qPhzAuSfBGPO5i98TC5CokG3HiwvbB60PPZtjGZhn5IDs6eB4//BhmkkhvVTKkUWGQojT09NGo1GWdbPZbDZbw7NxEsUMIUtjD1VRamcZ2CRmXSn6abyMEMVxwhgDssY461wURUxKS8A4Q8ThrJiNBo0scw6985KhdsahAwYAltACWYALQfyz5NazMb4waSKiJXAEiKiN1Vpb58vaaOu5jGpdWWsbjUaP4cr6WqPRODg4+NEbb3znL76zvrb+2muvvfTCC81u21tXFIUuqzCIccGs9ciAcXSOws9fXFQd03wkA2TIQ80BeqfJWQ8khJgbVgJx9vwGgshCBgGJgjzpfRiW59v5eSzPB/ETfVDlITQaEnoKX0rOMGKM8RBqDHGECy81AwYEiDwUxYX4KQIE+zB5AhDznx0CYxBWaMFSzDlXQhhj4FxBPdeP0bnP3kRubsTzn1FfEMJ6y9l5DNHPu5cDLCwgFoN5B4iAnxfgIWNe66p2f/zNb62srXti3gldKs7S935+V0W+3WzV+dnq6urRwcHe3nGvt2ytnJXV0vLycDQqy7LbSze3V548uqdNaSq2tbV5NjwZj8cAsLl5aXA6dA7A8TyvuODdblvKVtaEUs9e/5UvT2cDXbvRsBiOj6VIB0NTzvLl9hIUYjxgW199qSoS7xLOUkeQCDJWJ5n48Kef/N4//V3ZyD598OTDTz7qLa+dTsatHj8e/+Lhp7uj8gm4uJUtvfT86ytL24IS7zjUnvGMnEYPOhezUx3FCtjq9dVrKrXDyd5T8f6D3Xdms3FzoT+cnDx58PT6nSv9fguY1mYqpeA8RpRCSBmp07PB5Z2rhwd7h4f7vV773v3dk+Fpjzq9/qKx1bXr186GA6Vklqaz6ayY5ULwbk+2SDRbrVrXw8lwUtxfXOtc2rl6NihOTyaPP/nRL9750e/+g3/2H/7OP/G6Nn5IUJOhMje60McHh0olDBwCATpPBTL5zT/+fxYWF154/k633UobneDT01orJa3zUSSJLIFbWlroLy1vb1+u65pzfnx8fO/u3fv37ldFcXBwUNeGiLqdjMgrGSdJBgCKM4/eOwPAAHxRVt45a23WbKysrQohRqOxYPLTu/cAYO9gX9bl5voKeuz1FhhyFcuiKMnj2dmwMlUracRRRNoSMmMMAzYcDkOLE2fc6toRLSytiCjmRJyL07Ph7v5+rMTx0cGtW7cubW8u9HpSydl4TGC9s5EQyNCZkhFksVrodJzzzvnJZPL2z34qhEqSZGdn55WXXtZa3/v0vd3d3cPDw9FonKWJd9a7c0XPucKU+weHvf5qnAhHwJAjeW9sM0uXFjv9xezf/rs/ff+Dt9dWFr70yguXty4vL25GaU/xrs8BiGtNDNNmq9lsLUspq3x2cnJydHxYzGbOWs6Es2fhRB5o2Uop8Og9c5YAOCLjDB1aQE2gubAaNBFOp1NGKo5jwbyxsiinBFZKmTVa7XZTqUhIVVW15NI61LXxhkZ1ncXrWbTI+IKup/lsmjTSg4ODTtqQks0XSx6McZ6BRWBSIedMsL3dPQBgPHxCWc45eE/OLvT7g5PhZDoFHqk4MbUmBGN9kjQilSRJXOnq408//rM//3a317/z/IvPvfDSUn/lypWrxpif/OSt6dn+6upqo9EYj8dRFJMjhthqtUIULEmSfHrgjH28dyClEs657kLntV9+9WBv/4//5E/WV1dv37i93F8CCd6TrmvOBJ9n//G8x8hd3NbD3T+JorKq3n/7w3sP7pd13V9dSdOkqErg6MhzIZBhbUxof/bO4zmUINdWa1NVlbamqmrnXaixDfT0i7j6s9u0v0sbDbflizXt+Zw636ldPPJnseSfK789/+ZhnA1P8KJf6lnm18X3CYVSnrG6MpBAICAcHR8pJQC4c6Wx9XA05UwgciKQIna29g48kZBsNivTKM6LofM2zeKiKjljRnvgrBhrLKaJbK2sriqlnCUppJSyrDQA6dqEDy3riSsmOCoEZisFbGXz0sraJa6yx3tjYr3tq5fjRtt4zriazcpa2zRN4jhutlLGfJ5XAIwhGl17QkSGnJdlXVWWCNIks1TXzHDvy+PD4d6j6WhvfSm+9bXrC5mm+kw4YuiBfGU0IvPEtTbeG8VllEjk4H1lNTMy5UyVlqZlVXM3MNPBbDQuJ2s3VuM4OhsNKjve3y/USSOCjapkd57/xmsv/+ZkYp3nCKBdLrgwtiZyRBaAAzHvPc45APTstHfx4j6Lp362TePi9Z1LZeQxAEQBg4nZk2ecR3Hkif6vP/iDDz795Fd+7ddEHGsAQoYAxjjOhacwVftn9f4LZCAA45Ih49ZaGTHvQUpe5UWnBQyZC0g7oIsHcy4bf1bZGnDW4do875dmAYQe4pvnIu+8SO/ZzLt3hgtGYBG8p/rw+Gmen2WZlBFTKquqXCmldd1oZFEkGQv4LNtoNFvtlndeKqeNBsBYLrAoVnwlVWtRtJCkLSIko21wd3qSXCghQpsfY8xZa4xNskZV1R7IO6OdQ8kEEqGzvuaMQgPfxbsVgSEC5+c41XMowfzg7D1DVtV1UZW11nVdGe2D9IuAkkujNUNhtB0Nh81G47XXX8+n07PB4Pt//YPvff/73U7n8s7O9WvX+ov9OIrIeWNrgmDYD1lPQkbEwuZ/LqAiZ8gEIbzxk59IKTY21laW+hyltmZe82YdIjFkgUcWFFYAMMaGvo7wwnEebKZzgkGYZ314Vt4BhPkPgoMYCDghI0LvGAB54ozj3CMRSLAeCREdAAoEBxR+jCyEz4Cc90TAOAuNx6FK6sIjZq0h7xnjAMG5EMZuzxlDIOfm0Vh27s46B7x8Zs36IvDuGU0XiUKcBQAYE9oYLmVvsfPjn7zJZaqihjUOiCe45AvoypuM2dXu0u7eI+5mMWuuLonRZCwjmaXM+1m7LWpdAcHRwVmW9LMExmdnH330SZYlcZxqXT969MQar1QSqTTJ0us3+uPhRNtaOTUez5ZX2tlS8sGHH1hnr1y/tNRffnJ2Vo3rDNo9tVGNVKe7Pp2CZMiEZcxzi0knG832//CPvska7tK1y6trOzuGuERLeeFyFusXX7sxODnVNQ7Ge+998pPF7sqtmy+tr2z3F9cjuCaTKJ9OkUBy9FozJg8f58h9o7F2ebG7tXS70tPB6PCTB/v796ZLXdPNkkx0BMDZyaDX3tS1brd5u9XRtVGpVSmIiFlnoyhd7S9nDVWMJkwyDnKhu2SMmU0r8jJOOhw5sZkjnxfjopwlqYqS1Ll6MjsWKo5TuP38UvLi+n/xT/4jKvXR8T7nlVQePEukzFppN9t5Oi7JWwcGwBM5bfTp4GBwdvD0yd1Oq9Hqru9s7ywuLgNCo9kwxqVJ4pyNY1mVM84VZ6zdjAEo2li6tLFy587NJ092T45Pj49PoygSshkWDgKFQKYiWRWFEvPePg+eS8WE1NaejYYhy5HX1YPdp/1+/5VXX/NCtpupNWW307HWAuB4PNnc3Oz2e8ZrnRcM0XovhbTOGaNrXc/y2fHxcavZjqIURRTFmfPeOc8EcqkyKRmDJ7sHs7L65P79RpIs9LqLnc6NK1cR0DnnjffecyEZw7KaAqIUsrfQ7vZaRpuiLJ8+ffTo0YMkSRYXuy++/MqXhDw5OYnTjJADB+08IosUn04ms/Gk2e4mmbdacwBkZKt6+8b1y9sbZTHb3Tuo6vJ4+PSHbzx9822xvrrR724utDdWl6+sLl+SsmG1IC5MbWoDcZysb66urq3UVT0cjoqimE0PA1ItdAI68gjcOYbAAZhHy4UiZys9NW7WaqhYdTzYqjSSsbquLNooirrd7uLiIiIG/a8o66Io0jQ9OThOG4SeLXYXT44HghKv0ZQVMp9GgpE/PDy8deU6EYbm5FprbQyP47KamVrzGBnJp0+fhNVl+FyOoijIhd1eb3X10mAwODs7Q8Ymo6GxNk1T4/OT4bRlwerR1vpau9kqKjManPy/f/ivpYwvXdpaXl5+9523wZbHxyevv/5ap9MZjUZKSGNtq9WcziZxHJdl2Ww2syxTUWKdE+R9rTVDXFtfx3UoZ+U3/+SbvW7vt37zt5rNZvjILKo8Uso5G0VRVVVRFDnnPBEyJAZSyXfeffdnb7+dNrJ2txM3Mi7F3GZIQMAIgBwh486H+AIaHWi+emZNXeugetZ1HZLIDDkAAWPweVrNs/PluZ81dEQ9S7SZ45kAnp1u8YszxOcnni+gvsLIHkgZ4Y/mgrYQz376Wu85V2WZS8WzLNk7fOxo1GhyXc8QsSrKXq+fxFlR1CHQLWUUJ00AR+Sd0zLiZV5yUJK4JFkbOzydLjR6WytbZChLBSISh9Ak7Mkb7RBFeL5RxnnEfJ6jrRdbrRdu3I6T3oMnAy+jRu9qb2lVSOU9Khlr7QBBCBZFKkmVUrzWJaIMbXtCCiVlVVVkTFXUjMs4ieM4GVlm69nsbPfkwdv9rnjtK8sLbanLU+lt1oq9TRjn1pG16MnXtRVCRoJxIEZQlZNWO7OIIMTZtJxq6yMY29m94wdJPxZN8fRwd2W132ipRtbh2Hr/50+vbb/0n/3nv+d1WuURwwj4xWRg2bxHYz6yek/nUZjPDbL/v4C5Z83Tn/XDzdPiHs+5SMjQkbPgu93O04On/8P/+D/1V1eu3boFQo6nUy4leEAPHJl3HsRnB6FncXXn7VMCgZRSzrlARZZCjiaTufAGdAHn+px+zC6+pz8/X80vtoC+CqYXzrk/95AFpvJFk5b31lorGJdKOeeMLZ/u3Z9MB0ki+gu9vJjk+RRIpWnMeaR1HcdxKAcvyzLPCyllq9UyboLInJXkmpL1ErWSNZYFT7gQ1tXeaO8JhUhUJJQMPCzFpdHaW43eS8GJvOCoGUnOtNeOOXQe0RF4AvaZKQjpohQjyJTkiQH4MNTO0aauqMpZkdeVrq1FEDhXw+dQCEQCDKQ8b43lUq6sr29sbnrvdVU/ePzoBz/84WQyuXnjxmuvvvqVr/wSABRFAZ6ctoyhN5ZzwbioqhKARXFMADJW//V/+98cnRxvbKzXZWl0ff3K5W984+9fuXLVe1fMZqGCkiMHAq4U57woKuCfYQyDWSsUYXh/7qE9hyEErMbFz+HcOhySXwiMAUNLDglCFi2UIDK82Iqd21XC188BDAyAkJC8Q5iDWIJsHA72QvB5s1EIyIIPMJBzqEYQKYxzLpAHnz35w3nb8LNOngvT8DwNwTkHNFYLKaWKxuPZ+x98srl52RGR0ZGKuslmt325LM+szYuDKcsXRRo3WrLT1Bsba1Kx4eT4dHAopGj3W5NxqWSmK8rS5s5Wazwe95d6BK6qQsNzJGX0wfsfRVF6nB8dHw0WeotRvFDM4N7d495Ctrl5w3s7m+VEsHNj6cnHe4MHh/efHPyn/+ifVRq4ip13gI58CZgqyf77//l/iZqct8T7H73/k5/+bOvS2uWd5d5SfPPG1d2ne6Zia1u9unTeUn9x8cd/87dvvHOYT+vNjZ3Nhdvb21e2Ni5L1gKTVQVZY4g8OJdPKxpDWSqVLF5auXLr975qcfaL9//24f0P88q1evHo0A3ck83NlTiW2syWeg3jzobT3bWNhVg1nINOo83AFGWhZGKdlZFiqKrKePBlVXkPQjBd67SReucQoKwqay36KJ+Uo8FkocVvXN1ZWV746K3HMefWgdcIxBhwZ6DdbGM55uCn02kUx9YzIgQSd+48L5A9efxoVu1//PEnUkbPPfd8lrYYakTM0nQ2mzpnG42Gc17rUikVKWasXVldXFtf1rXT2hwdHT9+ck9KrrX++OOPHzy4n8TyK1/+0vbWRlhVa+sE40Skoii8bbRzZ5OJAT+r6s3L20Si005NmVttrK4FF7tPnj5+8IiA+qtLKVfkPSInIqWi0+kYEDe3t3mUjIbT0dkwabUBmXHWEXBCYFJyNp0MuYqyZjuJs8lkOhlN7ap+4dYd8t4YzZiYL2KRuAAAqHU579Yh12ym7XYjHLzPRiNjbFlWiEjIL13aSpIkEOut94OTk6X+QruR6XrWTBuC8XI680ZncSw4Dc8Op9OS8wTRlbo8mxw/3t3tND6OZNJp95pZS7LWpfWbL734Sq/bryvnfGm9AOAyiZaTJQAUeNVZc3p6Mh6Ph6PBeDQVXDLG4zgRglXGmNoIxgGNlBhFclCUKCjNslbWrspCl1WcJI78ycmxc15GCoh5Zwdnp1m2fe3a9vHR/bqoZzTtNFukmRLOyVBjBnlV7+3udlrt3KDzICLOmMiLilknqLaeBGfI8cMPP3jupS8LDowxZCzcUhiwvb39V155dX1j8/T0tK7rPM+11qPRaDSZtXuLzjldlVevrqdpaq1jXN64dnVvbz8R7MGnH/famXfSWpvneavVClOdEIILZoyZzWYA4I1+4YUXPn3wABH57//z3z8aHJIH5xwQKhUtLy8Za3/29s+Ojo7SRtputaSUzlkhuA8xKSJAiOOYiB48efLDv/7Rk6dPl5ZXWu0OhE0cIeMCAAF54H55otBnaayttSnrOi/LWVHU1tR1rbXxRP48WgHze3wQCvyzN9kvIGaDtnrxn+x8vHhWvXvWooDndrBz3tt8SR021xew/fPINQvjxbMM/M+JuwgADAGcq+IUz4Z7MvJaF1IKpRRn0jkqq9JaAwiMI+MglSzLIstSXVfgrTE+jTJwwlYknNzsb/YaPeYYAyZ5sGJ651xd61B26p3jAazNsSxmjSjaXF69c/32/tPjg6NxrkXW3VhYvSySLgPPGffzFntI01hKHoZpAEIQAWhFhGVRaW2AQArRaqTOalMXs9n47OBefvrJnS1xZyttqBmaYSKhmTXQoUXukdt5bo+scXGcKCms1gggBHpynvHj8cSnUc7ch/v3H549dSlZZYblqNfq5nm11NvYezoux/Frr/zOK8//JnNdV0dGh9JjQ+QBg8GRGAaHPQ8BrmeZx19oz4LP204uji4XijubD1DBVem9d85bD+QYtXu9P/n2n/7BH/7h+talbr9f1cZYxzifN8rBvOKJ8bAFZsF06c+vDvLkrCNCYG46GUgp4ygjAmOq45ODlZUNY4AIiWzYrc9bYRAI5lcgIobQg6dn+Hfn5zSi0PTsA9Br/gSBhekwjIZCkNb5aHxyfLIvJUkFtSlrXTIGSZIkWQJICKCUMtaUZZUkiZKyrmolpbOOcUqiri5jydaa6bqSPaUaQkhtagLHIOh4TEgV6CEMgch5o713DPxir91uRJfW+95XwDyBBUYATkoEZ0Onl/fuPKQVnKbu4qQacFQBCGWcNcaOp5OiqrVzzgfnOj1ri784x879H0BwXqTCheh0Ousb62vra2VdffDhh9/7/vc+/vRTa22SJc1WSymJjDnvghVbSkUc01bzX//bf3M2GYs4Wt/c3LlyubewkJfVm2+99eabbx4eHTHO0iztdDqAwDlWde3Jc8Hd5w5Oc9CB4CLUeQce4sUIC/PisflcG7JxwbUaOAXhCzx4F7BiSATk5uaG878aOIIIjCF4EMFH7uzFpUJAnHHGkaEPHpWwK5wfh+ZvAs8YMMakVOEy5pz7Z8IJeE4mv6hO/EKSAZGFdg/wcy86IH7rz/7cETZbPUcomOeAMY+Xe+up6LbixVR1O82+N/z0eDIeVk6jYulCeyGO4rosBYJ3upHGdZWPx6dBkbbWLC4sKCVns1lRFFKqVqsdHsnqyupkUvzsp++Ph/nh4Wle6kbW5Ux12gtCxPsnRw8/2uNlutK6/Ctf/g+8bRLEiNxqLRjrNemn7/7oX/6f/+vWjZWoxXcurz3/wtXL24uMTxotf2l7fTa1b7313v17u8vLG++9/0FlqvWtteFoQAzOxoM3fvYdL548fPLOrDqMYp42okYj4QqYcB4MuSgWi96K6aiejYzO2dry5as7z13beaGe4f2PDvNJzpC3GsniYpvISMWns8nB4UGjmd15/kYrlZEgrUsPZjIbq0gCg6oquOBSCE82SxvOeu+Ac2mtb2RpMSsTmWZxI0vS4sz/6qv/sB2vn+6PJYsYckQJkAiWIfLbz9359OTnh0ePVEwq4ijYeFr+5Xd/2GktcUjyiVm91F9ZXomiuN9ftsYD4fBsNJvNyFOSJggQK6WkYBy9twzRGOOsZRzjJJ6MR4dH+0opRC6YvHv348ePHnz04XsffPD+8dEReRQyElKFongb7EaMj0bjp7t7SkVJlnlD3tmV5cUsTdCRYAIJmq1Wp9Nx1nRarbXFlXkJCmOD0ehkONzc2dnauXxpa3vz0lZ/eUkpZZ09P/Y7zllRFLPZJEszKRQDzNKsv7i4urJqtY7j6OKROGeBPHgvBefInHVScCAPc4SIj7NmlmWNZlMqORlPHj1+fHBwMJlMtNGM8ThN+/2lLEvJO/TkjYkYj6S8cnk7zaInTx+98eb/rRQKJTiPvFNAiXOyqp02xvp6PD08PP3k7oOfnw2fajfWdgpcRzEy6TxV1pfexoQsjrOl5dXFxZV2u9doNGutrTPa1MbWnEnB2aw4Ph09bC/Kyk698+iMCrQAACAASURBVGVRKyE2N9crbeIkBoA4jgDIeZekSZ7nUkhdV+iBC1pcXBqPqrrW5NjW+ivOCOcNENTW37/3yWtfftV6OTOMczU8PRxPRh4RyV7bXPWmAvI//dnPXv7Slzc2r+wfTRiPrHPf+c63hKB8Nn3n7bc/+vgjwXmSJv2llazZzBqtv/7R35SVbjTbVE8nk6kUYprnzlkg8s4ypEYja2aN23dur6ysIGJZloFc5f08Di6lbLWas8nktddff/T4yZWdbf77//y/Ojg+CI2LiGis4UI0Go2FhV5RlT9+48eT6eTFF54XUlRVFazkxppWqzXLZ3/+3b/44JOPWp12b3FBKEkAtdah5iIE4jjjDJkPVbDGGuvyoiyqqqrqMvTZuoDm8gSfBcbmsRhAoC9mF77QYvqFlvM5mvG8kAmf2Z3R53+FOdV7d1ExehELuzBiGlMDkFIyLO+8d8Ekx1iIaIDxVkqhdel82WzLg6NHcUJANkszzqWUkVKKMeSCKyUYB0TiggkpjLXOOakiDtKU5ArfVJ2V7moqYsmERJScg7OB10tE3jokUpIrwZVk3tRkdSuOb1y59uVXXvvFL+6+9Etf//v/8HfXtm8+fHp0cHTW6y0mUulac86XlhYBvCcbRypsAYjQe0PgPVFVVrrWQBBLlaYRkJtNB3k+fHr3bxts+qWb/ZWWVjhrpZjGUgnlLCHIXGucI36JAZB3QiA4JwSPs9gRGGJnZdFcW3wyOfzBL/7GNmD56gopmuTjOIm5j9Kot/twhmb5t3/jv7x66Sv5jEnRNNYLpTy40CEPQUXywbAYYvLWe3M+GNF5log+//t5o+zF2eZCiHpm0iU2r2Kgsq60NXEz/Rf/3b/44JOPrz/3XJSmxnpA9B454/N0TPAGMAgnn4vv/NnGP2TGCRn33mlrbSNrASGiPzza39jYQhJEc1DU/Koj9+z1HDQM771UMtxng0zrvT9HjxEghi49D4ScGWedd8BAW80E57wenB2dnh1FMQKzAM5545yLopgxriKulEKGxmjyFIKi3ru6rqRQAGAMs3Vs61Yz3YpEl/EoihQTjDEmZWz+v7re7MeyLDvvW3s+59z5xjxl5FxZWdU19lRNsrpJkc0mLVCGaZEgJEuiDFuEB8EWqCfDz36yIBj6BwyYkATapEmKrB7J6u6q7prnqsyqnCKHiIzpjmfe0/LDvnEzqhoOJBKRiRjucM7ea6/1fb+v1owLygU7+bDWVlXBKGWUNCO5vb4UcVhd7nnUHmsHVijuvSHeEXRAKQBYa2Y5Z5TMvVPhqAAYoreIds57n2Z5mufGuYAud9aeZAcEPWgQkpNTrlAAQhljlDJEIJRZ5wllvYXFpZXVtdXV6TR98623XvruSx9/8vHKyurZc9tJ0ijLQkpR1vXS2tL3fviDl3/6k6tPP3VwfBw3G1zIVqvd6/dX19ZUHO/tP/zxKz95+ccvf/LptU63c/bC+WYzKcoSCAjOZoceAqG4RQRKeTgLEyBB3BAuFEaZ924Wx/II0DETvzrvZwvmo40UQuEfnrlHf+IaDBhiT5wnlAJ6SiklYEK4eYg+pnSGZ6bMo0cPJ6HK4SfgCfaSOOdPUOInat9ZYJ49sVDMkhzDAhi+AAEpY9455wxjDAi9v7v75tvvra1veiQeaBJxXdeSqVbSbaiWIFEr6UWq1UwWW/FKM1qxRTI6Njs3DuuMMB91mgury8u9didSwpl6MJwYrYPlOC8y75zgnACqSDWbsZS83+tfuHBJRYIxVpbFcDi8f+/+zZt3ts9c7LQXOu2t7EAX+/bvf+t3F1qbxiiPXAnFEBjSpZX0zQ9+unimvT/avXn33sJC8o2vPeXMeGWlTZm9dftms9ldXFiNou5if2V1dX00HnzzV3/5m7/6zUar+fTTz37txc2nn79y8Ym1cX7/pR/+KZXF0Xg3asTtfh+ochYZQy4YY9Q7UuWuyE2ZelezS9tPvvj1b1957AlduDu37+VZRYgULNnYOJfndb/fSxrR7Vs30um0u7AwmkwarVaj3fTgTpTZ2Gom4W2Ko7iq6kbciFQUiUhyRREEE+Wg8dt/7/eO7mfE8Fhw7xAIt45Zj61e49z59b957f+8fvPtvf3bXHqPlnK6sLDY7XaV4Hk6KW1JCI2imHPJqOBM1rXJ8/y1116vK63rihKQQgjGT3zG3DkvpQKAg4P94WifUoaeTifp8dFhu9VQipdV8dn1G++99+GtW7ce7O6ih9WVNSl5WdRAYDwe51mRplkkIykkgFOMRYITgmhtq9VZXlpOGkkkZb/TbcZJaNYApfcePhwXpYwbMoqSRqu70H/y8UtLS0vtZoOgt9aYumSU7j64v3PnzkKvF8m4rkohxMrS4vLiImOgjbHeKCU9RQSkhDLG56LHUzHplFLiAa3VAD6J416v2+91OefG1AcH+zs7O8PhaH1t/fJjFx+7cqnf6xIHy4tLSRz3ep1WO3n//bc/vP7nlHljDCGSsySKuoQk3nPnSFFobTPKjcV6/2h35/6N48FuWQ+Lejie7hpMo5ZL4paDUkjw3lpvVaRWVpY3Njf6/b6UkjKapUUSJ/fv39zd/yxuQ2WyXm9RqSRsl0VZA4E4iXf3dimjuqqzNN3Y2Gg2EkbJeDpJs6k18uyZZ/Opzws8s/5lggmhRKpkb/+gzKePX75iUWSGqCjZ37tflLkHMLo8v7nMwEwno6Xl5QsXH4ubvYPjwjgSJfH3f/ASpfbiue3N1eXDw/2PPvzg3XfffnD/Huf0+OjoR3/7d4PBYDA47ncanW7PeWy1Wlmara6sTCdjoGit9d4CoYwRY7T3rtVqKimjKKIUjNGhOmcEuBAXLl1e6HXZ//zH/+rh0UE4xz/CtQAwweIkWlpZGg0GP/v5q3VdLi8vJUnMOdNGv/X2m2+89SbjdHF5nXMOhBrrvEelorA4Ci6cc5Qwa7w1ttamquqqqvOiKKuqqGutjfXOWHNSecwc36diJ0+3Yb7YoJ1LBeYNVI+eM/aF/LDTCKcv0BLCL51ftV/IIw3TvtPfG7I6TuPDCAv56NqDHg73ymrABXpnlpeXyrKy3gecbpxID4ZQ68E5b0Oon5Kxt7TKrCTJUne1E3cTHoHFWHIpCKABSwkw59A7TwAiJQj4WDJ0WlC4uLXxpYuXp+Pi9p2Hv/St337uG98uHQceP/HEl9bXlo8OdnfvH1pj+wtdxogIGiYAa51zwKjULquqoq5rAJIkjU677Z3RdZZOj2/fvr5z57Mvn3Vffnw9wrSXCMWF4DGlyljHGcuzibE1pyS0JQk6RkEKLiTnsQIClSGlJaSp7g733rn9frKe9LZ6RGGap/t7+4LKplx8sDN++vHf/s7f+0NJV4qccC7LKgPqjatOWvN4QosDShl6oBQJ9UA8JeJ0G2l+VZyceeB0LXuagTXXvMJMsuKBAKGkcubf/B//Ni3z85cuOk6tC+ADgg4JEnRBeInO21kuw6xnTIMKwtrQPffBNANgEUxR5K1mB4AA+P2Dh6ur6wSEc4jgYV6LEHJS3YZ/Ql2bWR4vAWttKMQR0RiNGKgOSICeROuhMcZ7x3i4fVw63Zumo2ZTVXVOKc7zsIyxvW6PMqyqMhTK1tiqrrjgSiprbaOZxHFUZIL4diTWmskm47GKZBRLrTUlqq6Rc8alZFw4IA7BuZkqlAB2u52t1eXVxW5VTJYW24yjJ5YEMAg6cIYR6gAD7oBSEmgMc/ZzaP3ODm/oy7ouiiLL89qYoE4IL394s0LxFyYMgU6Nj4rD0MRGj2isJZRwwY1zjHP0ELq2Z8+eQ/Rvv/PWyy//+LMbnzlnG83m0urqz1977U///P/ZOntOxNHDw4M4aSASLoQx1jkvG1Gn31vfXO8t9Kq6fP2t13/4ox9+cv2adiZpJv1OL5SGxpiQSXtybQAhFMisozB/u71zs7CWWRvpc8dyJOBhZhjER+3oWU/75AAAhACFGcY4KMeDdsUaAwGF5h0QoI8O/wAEKWFAAqmDhqVeSsm5OBlEIczyFOHUMkg/1zU4ua0YY4F8zBljlCJAnCSvvf5GnDSZUERI5xBdBR5NrdvNpjMWPQoRERRKthFjyTpNtdRUywI7YJuoG+WU51M3HlS6oq1kaXGp1ev16rpC8IwSKUOjxFFKvLdSUSAujoWK6Or6wlPPPnbh4ma709TajEfTV1957e3XP2Ml/erjz/3K898wZUUZc14jakGwqcRx+pO/feW7569ub13Y2D6/hk43Y1mmqRJRp7MsJTQatN3q7D88unHjVrfXvnv3Vp5Prl+/duPGzek0la32eJrvHx0QDourvTsPbte6+OSzjz679UlppkCnKq5EZIBowpBQIECsRvBsOJgUmVase/Hck1cff36hv5WO/a1bx9OxrTVmWT4cDIRU2pFGu68aTRUneV5mWVHXNQVKEEylJ9NRo9HQ2nAmtK4no5F3NpHSW1dk6ZPnv/3CV751//ZeLCWj3oPxgMiItvn2+aUHBzf+7r0/ZaymtKz1NCuH9x7clBH2eqrZwHPnFle3LjvvrfGNpE0IM9pRQpWKDw8OmnFcldXdu/c++eSatYYSWmsdx4mSEQBIpe7cuVNWU0qZFPFwMMqzKYKNlADEhYXFleU1a+xwOPj0+vX33n3n3s69siykENPx1Fp3eHiUpZlzvsymVZn1ui3BmBKSeCKFjOKo2WpKLjjQwC0RSt3c2fGUcqUIEx5BStmJOafQbjfXVpf73U6zkUjO8nQyGQ6ODg8Gw2FRFCvLi+fObnc6Tas1F8RYc3B0kDSiOGpQEDPY94lSfdYT8YDoCSAL9xR6azQB5JTEkWo1kiRWksv9g4OdO7f39/cJwtrK2sb65ub6ulIcqX3l1R/fvvMWo8J777w1ThdVQSjx3pKZQ5lrzeoKrHGUkmY76vYiLnRR75f1flbtHg/vVOZAxRZYTYgPwiFrMYqiTrvT63dXltdbjfaFS1tPP3dZJmihnqRZOk2VlNbqstJa67Is8jwnBOIoCq6GPMu9czymhEpddRP5WJE3e50Li/2npFwMZAWPhFO/urjsicotQyB5NpqkYwdodfHUlQsRtWmWMsG3ts87EA8PM+OoUtEPfvCS8/XZjRVf580k3lhbjSPpnL127foHH7wvGOWCR1G0srLsPTAutTEIMBqPELDVapVVmTQbxpggAeWcEwLOmTzPwkYWRZHWOptOGs3Wk089vdDvsj/+13+8e7DnPXLOQugZBrcB8UCIiqJep9Pv9W/cuPGTn/yk1WxNp9OfvvqKda7T6QglmZBASF3XhBCl1Dx3uK5r9Ki1McbUdV1rXVV1WVbamFprY20wY9CAOnIOERlngY50GrM1/zvULvPSZF7RnmrBehbwWCcdr3mj7tGQ9xQ5gVIa+EGUUs753BwWaAYnnSSqlAq/6DQSYQY98DVj3Nr6wYOd0eSg2RYeSyFYVdbTSZaXlZRCRowLom0FxAPBpNmo65oy5ixMR2W32dvePBeRRADnSBkFTsGaEkGjkYxySogQMokVei8FN3XZiOUTVx+7sLn15k9/dv7C43/43/wPK9tXCs+zwhvnKYVOM7p07szG5kVn3QcfvFdWxdLyQl2XiMC5YFTleVnoYVmUjHElIwBalWWeTfN8/NlnH5fl5MVfeeHK4jExaVOxRpTEql1U3jjknAFaTh0QxigxugRrkjhSkgslokasrR1NJtazqNl/59p7OStpl5rYGGYqV0Yyzielr/wnH9z6rd/8va8+/TveLDgdKRXXuohborYlEk+AM8IDhYpSTkjwcgKhGKq0MFCaV6hCiDkHdH6enju3vnDCIYRwNrPAUEq4ENbZ//3f/hsq+fqZTSRgCfOAjDJAEsnIGstIYBcRJI8QyKfJxPOuLWMMPUUwSEyWpr3uQsDmHx8fLK+sMaqs9Sfx3zOMxgmD9uSRk9A39dba0FQOKa8hFNc567z1HoMWJahsg5zHez8cDo+ObrfaCYLTprTOGKPrum40mt4BIkUwWmvOuVKRs9Za12w2BOfeY7vdNsZ4024kq41ojZImUMoY5GUKQLQGIVtMIgIQJpxH66yxNmiQYqXW1tfOrq92YjEY7C8u9phAoB4oqeoSnafeU0Ai+CmmAXz+zkUADE1fY02tzWg8LqrKIwSNE6UUKCCBgMzys3qQAiVAQzoW0OD1Pam3hBDWe+tcIGRzxmpjAD3jvN1ubm1tdbudqqzeeOON737vpQ8++uTtd96+eOUxEUcOYP/gsNXueESCQCkjjBhrAneAMNLqtLa2NhcXF7XVb7z15ksv/c2bP3sDAC5evNjr9cqyCuP4WYMA6AlKi8zTlcMxAEKyMWNhEoUk/C8GovpMVUBm8K/Ag5tdcs57b73zQWwRQiI8IEHQxjIuZioOxthJMWqMmWWzzYhpIAQLZvbA9bTWEkI5Fx6RsRlN7At69Lkdc54iHmJIjdaCc875ZDp94623FpdWqtoicIfIqPPexUq2Ww30TtcVIvHIrGEEEiWiRMUU1VJ/M1a9TmNViq7WZDqudEXrAlCOt8+cuX792rVPr2VZ6p2rqqrTaTvntre3J5MhIdajpswh1ZQ5ypz3Xoqo0+7u7R2AjiJgT56/aPPc2cqBUw3JuQdvKJgfvPLvjsYHNOI7u/e1M9PhqJik93ce7Nx6sLc7+NIzlybpvTyri1xPJ/nR4cH5C2cuXb5w7/49APLxx58cTYrxJP/o2qdLixt7Dw4Pj8aD4ajZje/uXf9//+Y/vP76y4OjHRXTVrfZajWbzXZRlJRw570QwhmnCzUcpHmmW+3lSxefevHFbzdbi7U2d+/uUA6TNGu0FxHYNM0Gw3FV60hFlHLigQCpiooKXF5ezrOiNrosisWFvpScEVKWRa/d/rVf+kNwbHw8iQQry7GKuPWWcGJcfu6xlVde/e7t4buMmaqexgn3WPWXOoTZ48N7CMV0sjdOo0azxSiXMioLDUCkVJzz+/fvCs4RUVd1mmVCqMlkvPdg95Nr19rtbhwnzvsHDx54rBgVSdQajSbHRwetdkKJRwSl4oX+4tLCUiOOwSMFcnh0ePPGjaIo4ihuNpoP9x4uLy1JGVVlXhTp0kI/lqoua48YRTFlREnJKeOM6boGQpgQt3Z2Wv0+jyLKRDAmdgQwTqwxFCgl0Go2lpcWt7c2n3j88YVep6xNWebNJN7e3mw1G4Sg1tXh8eF//NP/8L3vfa/XXWwkrU6nI6UKFZFznrEZhASQUOrDmdrPrA4UPTpnKSVRFEmlGs1mt9ct63Ka5jc+vXH3zs5oMGx3Wq1u8hd/+ecHD+9wETFOCbNIrDaFVFCb3HvDJXVWOJNwljDG6yofjg7SfODchIsqanjKqzgxewc3h5N9Z01RlJwrSjilEoBpY71zUdTo9/rb22tnLyzJxD/17BPnzp2rqroui4PDh2Vd9/q9LJ0yxvr9XqORRLEqi2Kh30fvUzvNctdpXUa9WWYtU0cP71eTSaVt2eo2pRT37tw6u7VtUdYoVRQfHe5NpiMZKXTmS5fPCaqLIm+1O+3ekvXywcMxUIkIP/zRd40tLpxZ6zVVVRaUwPra+sH+wfaZrY2NzcXFpdWVZc65FFJGsYqiutZVXa+vrZdlwZVMsyyKozTNCCHNZpNxKpWglIxHYyFEqHRbrSbx7sHDvaTRvnL5EvtXf/w/7R/t0pC0BC7k0obEQ++8DcJG8IvLC0urC+9//P7R5LjZbctGozA1k8pb47yb23spJdZZj8CYcA4LrTNT57rOyjIri8pobbSb2Sa8n03UfEB1gw+xOkAJCX/CIk9nui8fzkahwxUioQAtm+1rQAHCRIw8GpMBY3PU5axuDqF/GKgSngQGknXOeoMwa6GF7gcipZx58MZZ5701iJ6EEhaIA6IJmQ6Hd3cPPhNRTaURkte1ZSwSPClKrTqKUFYU2hqeNBYcCkpUMa7rsXEj3zCN1cZKP+4S7Ym3zlRAHKVgnDUWvWdAwFO04KzXjHgBOqFwZnXtmSeeKVJz7xC/9Q/+6Bu/9g88NKwGiiQSPM8yxplDVnmgAte2Vs+eP+uc29m5P53mjUaz1Wql6diY0hmUqiXjDpOtutS6mB7c+SB7+O65hfSXno5WGnsSiZKi1W46sEWdOaydq4F6i1471EQSxjhjSZQkKiHAo6g7TsvCesvZh+NbP91/q0hqbNNGrzEajpqqZTO6dzfTRavduPjPf/ffnd/6hq4JZeihdL4CguiAIBNUAHpKZ87wE2GiA+JCWUAJI9RzTjxaxgllBCDIoT0hNGREAUKYX5/oDThgqCkoAvHOMSE8QKPVfvfDD//9n/0ZlSpqt0tjgAmKjAEDJEjAegsMHDhPXNjgQ7/MOTtXO4TPcSaZxDAxZoQOh6OlxQVjHefx3u6w3eoRTpy3LlztlBEg3iNj9KSvHEbVgODnmRHWWiBonSEUTtIOkTERmn9CcGMLQrXD7OBwJy+PhHQqkt55ax0B6h0wyiIVEQaE+rrOvaPouBKtPC8IdYQZoSJKGtMJT8dKsKfieIWrhlBSKqWNIyAQiRBUCEvAEbDOVx51VeacEOJ8ItiFzZW1hZbX6dHhtXG2s7190TnlXSW4ZSgJAOHOg/VWcia8RwAabsxgaUJKkAAC8R4qrdOiSLMsLcqQ8IvoQ3FFgTHKCBKChJJAcJ3d+I8SXU9qr1kWACGcsZBu7YNgI0hxKTceCRdxq7W6tbW+vT1Ox7XV/aUlbQ2gnYwOmxFtxtxaDZwKTokzBJy3xlvrrQUESlmr1Vpf21xf3xBN+cmNa9//0fffffetlYXFhV7HG00BKUFCHCUzAhd4oIQyypxDQhgBhp54BwhujkdklKKfKQtC0vgsCYwSyhiGZZMAUOGBOEI8ZRZQe4uUGOKQUGPBO6BAOAWKGtBScJGgBC14Q9AygoIS4h06ywCYUEEwA5QioENPGLWIiAQJBWIhrJEEZ6gNDMANDAQaSrxFz4SojP3TP/uLpNkRUWSspgzQaUIAnWvH8cpCn4ITiiGxxpSI2tkc0Thno0QheBVFlEtG45Za6TfON+mZGM/YvD3cbUp3Bqt2mZK65Iz2R8OKCCz9kXW60eoTyRjQhlUHnx08vDN2yON2cnZ78erlNdD+fLP74vlL55osgeO2O1wwk7gcJlFW84fX7KeYiLzUiraKY/I7v/6Pi7Fi0Nnc2F5ZWsjT4sLZLxECwKpzF1cXlnq37zz89Mbur/36b12+cvnew9u9znKv1/vs01tI6eWrlz/8+H1P0ROklJ45sx01WstnujWZHoxv7jz84Ghyq9khKoIkVt45ShgoRO85KD2FdKDTgWmphfObV7/y5DdXmxd8wQ7u77vSM0oHhwdKcud0t902tVYiUlx1EkE0FaioI62m5JFhwnSaHe4a/eTMbzz33z+4f0u7EbCI0J4HoSTX1q1tbRFVvv7xD1WnarVbKmoAoaPxtNNpltUURF24YdQFyh9yVdy5f+fu/ftIUXBKgBMSX7+xk3SbhNPDw2PnMWm0lIon48n+3h54m06Gk+FxOh4CKAJ8eWXFOQ+MlZWrNJmkdVlbi1A7jZRURvcWF5JmQ8XxyuqaUjEX0c7d+8Y6TxLnfKvVTJotGsWH0/yHP/1ZVutpOnVeS8YIIGcEmJeR+ujatYPDgTe+nSStKOrFUSwbFDgFhugoAQKuKjPGSdKQa+srV68+/diFCwnnm8srEeeAhAh5cPTw4fFuWh6Ny9GPXn25wuJ4sM8FiZWkwY5sHaN8NunAENRIOXDiZ/hpQgii9agZt4zolqTdSCz3mt2mRMz292/cvfvBKz99yfJ9IQHQCSYYcCUjcMQZ7x2iBw/W+rI2pTbeg6y1mKTu/l724GG+c38ymOAkGynZJWiy8nal96SKWq0NZzkljqBxnBmXG133+32DR6++8X9/cu3tPKs317e2Vi5c3PxGkjSKtG42OlWpCfC6clWlrTOE2bjBJsfTiK6vLDyvdSNN64V+W3JdFgNG2HRajA4ffvLR+09/7WuWxpXmSMg4O/CuZOhIXZ2/uBERLPKy0+01WwsO+f5h6pCJKPrud/86L6YL/R4i4TKJ4mZelkIIKQSj1NR1s9WMpGRou61mkWXOmnarRQjR2jSSBhCKHjq9rvMujuKizL33WZpKIZWKjHFlXqGnTERFXr32s58/duk8P4Vo8aeboyFUKcxyKaHeu36/v7GxMc1SIYT3s/DYkOz5SAJLAAi1xmpXW+vysqiMDliD0G16ZImYNWY4/P98nB4Zfy4U6tRHmMl+QVw755LOEYzz1I0Tl9icvEisdYzRUFjMH9VMioA0GCZmWjRGjNWUCamosRWi3d27V9a588a5GW291WpZYxljSkXGZXGjI5mocl0XZVbkiktXIvVipb/SjluMsDiOAcBoHRqSoZ8thGCMAfVCCUqUEMJUhRDq7NbZ9bXNDz+4dv7i47//T/8xiK7WOrQbrXOMi/AE55E/VVVxzq9evfr4lat7e3vvvffe66+//szTTxNCJJNSyTjmk8mht+mdz95k9eDZJ7bOrMemGggCUvJghK/rKhRY1lpqCKXEe08QjfcrKwtVnudlCVym6TAzRvaSd95/5854r7XVX1pdrG0VBFJJ1EuiBVPYS2ee++3v/MMO30jTFADKsgxajtChPK3o+EW19OmA4hM9Hw0QgBPDEM5KmpNUgnCAsdbMdIWUTadpI4nquo7i+Hs/+MEnn15bXFq06PYGh1JKbe183uofzYXBBxHiKajCIxbYLwxk50R9RHTWMuo4p9YaawUgeA9z8jEiCsbnrWXGGFqDJ0ob55xzjmLwr+FsFkxI0BMHuTkhaGx99+4tLiBOFAUwxlptwmUfxyowOhijhJCyrPu9lnMwTQcea+drrIRgpC6ErZOF7hqQhpRKCMEoQ0TOeTgKSikDkFQIydDm8yphKQAAGGFJREFUeaa4YJQwQs5uba4sNxV3RX5c6N1WB4EW4CljvqpKCjSEKXAq3SwODEK3kVIxD/0NqgNnXFGVaZpmVVGWtYxU6E3OO4VhcjL3Bc4b5F+A+p3Gm3xBcPKFbwkdym63u729PU0/cs4FIgWlpK5r7x0CZFkWCSkpxRlzI8QrYFjQhBBJkiws9be3tmylHz7Y/ejjj86dPTuL3qCUCz6P4XhETTk1hgqt2PlDmufGPZJInRgDgsp/5vuiHhFJCO0NxoPZtopBooMAPoiVvQcAczLXQCQw81WwkNamTc0YJwQZBQRkeEI4CAAKFoQ9OBtw4Zx+gIjeeS+4ZJwxxj56/4PRaLS4shrwi/MAnMDLo5QGnqOUklENCEZbH8jAAEpF02zq0TPGuRCEkG6nyxmblE1jbKWzfns5N8fj6XGV6d2DuwcP8nOPdaXShFXa65jzonCHo+HqmXNPf/2rB8f7dTFxpebWPXHxIkdfpBOhEFgIdDRxL3rn/TcOsv2vPveCKXg2BLLReeGr33nxhd/N8vTuvU8/u/nRX730f73z1q1nv/xklCxPh2VVsQ/fe1CVdSxfuXL1Qru59N47n6ysLh3tZ1I9/NrXn3nxm99wzlntVpZWda3LwjUbvarMIsUUk++9/9qrP3vlwvaT3dbyL3/9m0rJ/b2MMgAnOGVIRF3YotAqZt7qbuPsf/GfPW9psbt/9y//+t8naksBRVubknDgSghkjhCMVVxXBSFkmk6wrFWiiDG6kpeeeMpanWd5QL8LJhHrvMqiON7cWv3Zu39VVWl/q7e3ezA8Hm+sbshVORgeHx4cnzt/buvMOmOsyMrppNrdvXHv7riVLOrCf/25by73zxJjb1+7ubTULbJ8aWlJcXF0PCCEVdpWxhsL48nQOJSRLMtqbW1ta/NsWdeHh0dHR0dBLjkcDimBKFKI2GiYsqyyLJcqmaQ5oQqBpll5OLgtue9evWCdTbNsNJwQYEVVDwdHt27mv/LCC+2kEe4bxlhRlPcePAS6t7OzE0fR2a2tLz/3ZSEEWqu1dt5yThjjiGiMB0Drq6Wlnq/zRiOWkpd1zbgYjoZAfLPRFEJ0u92yrHRWDQ6Pf+3FXyVIAZAy6pzzgJShdy64DkiIXifAKDPGAEUuebCBogdOGJdCCCkivhT1Xn/nJw8e3G2vzDprnPNal1IpjzZSidaawGwO7D2maSqEUIpLxrSujCmHIzMeT+7wAvX1mNOtzYV+by2Odb8nZdwFrx2aWKmyROKAC17okjHfX2gJ6Y+H93Zu3G8lK5euXvn6C1/3Xu/t7b377rt3d+61Ws1Wq5OONLSTrc0Ld++YzY2z10dTSkSe1RJgsb/UbncZZwe7g+l0SglQQq0xcbPJOZdSemNloyGFQG+MMVJKyhg4CKgfQqDTbo9Gu4yxTqdjjJ5Mx0mSIHjKQCnJOAPKsixd7HaklD6dWmsHg8FgMHjmmWeOjo6QkMXFxUrXBCDPc0KoEEK2O2VRBDBL0mh2Op2jo4Ner7O42I9jxU+m8DM24VyAGJLDgoXYe88YTdO03W4fDwdhteVcaG1PgnYCFcZb55yDsq6rqjLG5VWprQlwrtkCTWcqwvlvmWfcU0qsdSdAn3kJC1+Y7f4ipGle8ZyWvYacm5N9jnw+nWGOJmXhuROKFOeXVCg4YFZ+E4foEB0gCEkZc7XJ8nxyeLjnfEmYb7ZiBF9WVZ7bVouXZVm4inMpGrGzRhfGWwIUIqKghoQ1VvorMY0pIOOzB8wpI4o75wilQgghBCJygUWRyyjRzisWtzv93f3UYfqf/+4fXrj0hAVmnUMEQslJuRMqPMc4nVueBefOOSHkmTNba+trR4eHn17/tCzLs+vb3tjB9N7w+N7d2+89dqb/2PaZhNbETJqKR0o5q8uylFLMAT2UUsG5VIJSSrQDAF1WUdIsal2BH+uiYu61n7/SWe6sLKyNi+nx0VG33+13lxd6G0cH0/397Ld+9Q+uXHyB+lYgbpwuTb6QfTB/E+chF5/zYOEscYkQDFv8LBYUA6IfQqhpqHq9t0JIrbVHFEIkDcW4QEp+9PLfHR4drW9saqcH0xEX3HgTPC8nVSl5BBk4seGcjpSbX5OPoqEoDb58IPPBOEWAOI6rqpKxCmXE6bPZiUPxJNQjyF0QPDxCJjFCg7Ar2MJCJ5gx6lFrk+0f3I9ipiKWZVMlWFUVC/2ed74scq21UirNszhWvX7PWkMpYwy4AM6bZcUBo6qQtmp2GucptqmknHMC1BjjPQQVb3ATci6tQe+wqipGKCNEMX7mzOrqUjOJ7NHBnbJ+sHaGDEbDyhwqyQn1jBFGuHUOvQVGvLfBDnfS5zYhRtt7guiNx6Ko0iwrq9I6x3jge+EJ6AphDl87kZfMwcO/mJnyhXTA0xXw/AvCvkIp1VrXdeF9MK+GgtUjeAD06Ix1xmghhXMBOkudc3CCPZ6xSFITEHiLi0vf+fZ3vHWUEgDmAa21pwrWWS0YdK6PouBc8LPOvmBe/gKAtT6cAU5iETwgUjittgJCmAeEkzqSUYHorfNICGMkAIwDxyBcP3Q2CQvYExLCJOaMBUYZEAfgZxoPb09e8JOoSDIT5SMCEKi1liqqrPngww+3L5wLcbphPBIS1AMSxjnHKMyOSYowypycKRkm6dQYY42z3lJKJZNKKQD0znfiVSfAx07bNKsWpR2W3NPuemmPjm4e1fR4zfuNc+uT0ZHypLncYw2R1nlWVeOHg8O797bE8kav1/CcoUZbG7TGQKO3NK0nO/dv+qZ55613XZUsNC/8w9/5JzpPjI8ZaV3YXLtw5pde+Mp39o6uH4/2Do8fZJNR0uxK7I0mR9c/eGBKkjSUFHj18UvPPXfFYVUX6dlzW4eHB9NxNhwfD49Hh0ejxcWV1dXlB4cPFxYWvvSVi/fv7R2NPpu6+//xux8uLCxu9a6sL21RF3HaqktPgXIuXenBR8ZHdz9NDamS1sZ/9Xv/uqiH93avPzy4bcoUPS2Mz/K00aTD48MkbnEupFSFM4Pj6WJzoUjp2fWn7z+465yjQlIqwAN6SoloteIogTv3P6ntJMsIZ3x1ZaWuK/CwtrbsnFYRc94MhketprJOtzqk2+Oc5NT6WFbV5ODC2uokm3BKHKODwwNrdJw00ixDT6vaHo+mdVW1260ZNMN7T3wcRefPnds+c6Ysy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class="c x1 y1 w2 h0"><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x0 h2 y3 ff1 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x3 y4 w3 h3"><div class="t m0 x1 h4 y5 ff1 fs1 fc1 sc0 ls0 ws0">SPRAWOZDANIE FINANS<span class="_ _0"></span>OWE </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x2 h5 y6 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y7 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y8 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 y9 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 ya ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 yb ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h5 yc ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yd ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 ye ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 yf ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y10 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y11 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y12 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y13 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y14 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y15 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y16 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y17 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y18 ff2 fs2 fc2 sc0 ls0 ws0"> </div><div class="t m0 x5 h5 y19 ff3 fs2 fc2 sc0 ls0 ws0">Kwiecień<span class="ff2"> <span class="ls1">20</span>24 <span class="ls2">r.</span><span class="ff1 fc1"> <span class="_ _1"> </span> </span></span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w0 h0" ><div class="pc pc2 w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">2</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h9 y1f ff4 fs4 fc4 sc0 ls0 ws0">Spis treści<span class="ff5"> </span></div><div class="t m0 x0 h6 y20 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y21 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y22 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 ha y23 ff2 fs2 fc1 sc0 ls0 ws0">I WYBRANE DANE FIN<span class="_ _2"></span>ANSOWE <span class="_ _3"></span><span class="ls7">........................................................................................................<span class="ls0"> <span class="_ _4"></span>3<span class="fs5"> </span></span></span></div><div class="t m0 x0 ha y24 ff2 fs2 fc1 sc0 ls0 ws0">II SPRAWOZDANIE FIN<span class="_ _2"></span>ANSOWE <span class="_ _5"></span><span class="ls7">.......................................................................................................<span class="ls0"> <span class="_ _4"></span>4<span class="fs5"> </span></span></span></div><div class="t m0 x0 ha y25 ff2 fs2 fc1 sc0 ls0 ws0">III INFORMACJA O PO<span class="_ _2"></span>DMIOCIE <span class="_ _6"></span><span class="ls7">.........................................................................................................<span class="ls0"> <span class="_ _4"></span>9<span class="fs5"> </span></span></span></div><div class="t m0 x0 ha y26 ff3 fs2 fc1 sc0 ls0 ws0">IV ZASADY RACHUN<span class="_ _2"></span>KOWOŚCI<span class="ff2"> <span class="_ _3"></span><span class="ls7">........................................................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls8">11<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x0 ha y27 ff3 fs2 fc1 sc0 ls0 ws0">V NOTY OBJAŚNIA<span class="_ _2"></span>JĄCE I POZOSTAŁE<span class="_ _2"></span> INFORMACJE<span class="ff2"> <span class="_ _3"></span><span class="ls7">.......................................................................<span class="ls0"> <span class="_ _4"></span><span class="ls8">20<span class="fs5 ls0"> </span></span></span></span></span></div><div class="t m0 x0 h6 y28 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y29 ff1 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div><a class="l" href="#pf3" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1339.800000px;width:436.350000px;height:20.450000px;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:137.200000px;bottom:1298.920000px;width:436.350000px;height:20.440000px;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:137.200000px;bottom:1258.040000px;width:436.350000px;height:20.440000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pfb" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1217.160000px;width:436.350000px;height:20.440000px;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:137.200000px;bottom:1176.280000px;width:436.350000px;height:20.440000px;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 x0 y1a w5 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">3</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y2a ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y2b ff5 fs5 fc4 sc0 ls0 ws0">I WYBRANE DANE FINANSOWE </div><div class="t m0 x0 h6 y2c ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2d ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2e ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y2f w6 hc"><div class="t m0 x8 hd y30 ff6 fs3 fc1 sc0 ls0 ws0">TYTUŁ<span class="ff7"> </span></div></div><div class="c x9 y31 w7 he"><div class="t m0 xa hd y32 ff7 fs3 fc1 sc0 ls0 ws0">tys. PLN </div></div><div class="c xb y31 w8 he"><div class="t m0 xc hd y32 ff7 fs3 fc1 sc0 ls0 ws0">tys. EUR </div></div><div class="c x9 y2f w9 hf"><div class="t m0 xd hd y33 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023-</div><div class="t m0 xe hd y34 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf y2f wa hf"><div class="t m0 xd hd y33 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022-</div><div class="t m0 xe hd y34 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xb y2f wb hf"><div class="t m0 xd hd y33 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023-</div><div class="t m0 xe hd y34 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10 y2f wc hf"><div class="t m0 x11 hd y33 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022-</div><div class="t m0 xd hd y34 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y35 w6 h10"><div class="t m0 x12 h11 y36 ff8 fs3 fc1 sc0 ls0 ws0">I. Przychody netto<span class="_ _2"></span> ze sprzedaż<span class="_ _2"></span>y produktów, towa<span class="_ _2"></span>rów i </div><div class="t m0 x12 h11 y37 ff8 fs3 fc1 sc0 ls0 ws0">materiałów<span class="ff9"> </span></div></div><div class="c x9 y35 w9 h10"><div class="t m0 x13 h11 y36 ff9 fs3 fc1 sc0 ls9 ws0">553 <span class="ls0"> </span></div></div><div class="c xf y35 wa h10"><div class="t m0 x13 h11 y36 ff9 fs3 fc1 sc0 ls9 ws0">599 <span class="ls0"> </span></div></div><div class="c xb y35 wb h10"><div class="t m0 x13 h11 y36 ff9 fs3 fc1 sc0 ls9 ws0">122 <span class="ls0"> </span></div></div><div class="c x10 y35 wc h10"><div class="t m0 x14 h11 y36 ff9 fs3 fc1 sc0 ls9 ws0">128 <span class="ls0"> </span></div></div><div class="c x6 y38 w6 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">II. Zysk (strata) <span class="_ _2"></span>z działalności<span class="_ _2"></span> operacyjnej<span class="ff9"> </span></div></div><div class="c x9 y38 w9 h12"><div class="t m0 x15 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">6 215  </div></div><div class="c xf y38 wa h12"><div class="t m0 x15 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">2 557  </div></div><div class="c xb y38 wb h12"><div class="t m0 x15 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">1 372  </div></div><div class="c x10 y38 wc h12"><div class="t m0 x14 h11 y39 ff9 fs3 fc1 sc0 ls9 ws0">545 <span class="ls0"> </span></div></div><div class="c x6 y3a w6 h12"><div class="t m0 x12 h11 y3b ff9 fs3 fc1 sc0 ls0 ws0">III. Zysk (strata) pr<span class="_ _2"></span>zed opodat<span class="_ _2"></span>kowaniem </div></div><div class="c x9 y3a w9 h12"><div class="t m0 x15 h11 y3b ff9 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c xf y3a wa h12"><div class="t m0 x15 h11 y3b ff9 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c xb y3a wb h12"><div class="t m0 x15 h6 y3b ff9 fs3 fc1 sc0 ls0 ws0">1 675 <span class="ff2 fs2"> </span></div></div><div class="c x10 y3a wc h12"><div class="t m0 x14 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">896 <span class="ls0"> </span></div></div><div class="c x6 y3c w6 h12"><div class="t m0 x12 h11 y3b ff9 fs3 fc1 sc0 ls0 ws0">IV. Zysk (strata) ne<span class="_ _2"></span>tto </div></div><div class="c x9 y3c w9 h12"><div class="t m0 x15 h11 y3b ff9 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c xf y3c wa h12"><div class="t m0 x15 h11 y3b ff9 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c xb y3c wb h12"><div class="t m0 x15 h6 y3b ff9 fs3 fc1 sc0 ls0 ws0">1 675 <span class="ff2 fs2"> </span></div></div><div class="c x10 y3c wc h12"><div class="t m0 x14 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">896 <span class="ls0"> </span></div></div><div class="c x6 y3d w6 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">V. Przepływy pienię<span class="_ _2"></span>żne netto <span class="_ _2"></span>z działalności oper<span class="_ _2"></span>acyjnej<span class="ff9"> </span></div></div><div class="c x9 y3d w9 h12"><div class="t m0 x16 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">(1 971) </div></div><div class="c xf y3d wa h12"><div class="t m0 x16 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">(1 585) </div></div><div class="c xb y3d wb h12"><div class="t m0 x17 h11 y39 ff9 fs3 fc1 sc0 lsa ws0">(435)<span class="ls0"> </span></div></div><div class="c x10 y3d wc h12"><div class="t m0 x18 h11 y39 ff9 fs3 fc1 sc0 lsa ws0">(338)<span class="ls0"> </span></div></div><div class="c x6 y3e w6 h13"><div class="t m0 x12 h11 y3f ff8 fs3 fc1 sc0 ls0 ws0">VI. Przepływy<span class="_ _2"></span> pieniężne netto<span class="_ _2"></span> z działalnoś<span class="_ _2"></span>ci </div><div class="t m0 x12 h11 y40 ff9 fs3 fc1 sc0 ls0 ws0">inwestycyjnej </div></div><div class="c x9 y3e w9 h13"><div class="t m0 x15 h11 y3f ff9 fs3 fc1 sc0 ls0 ws0">2 021  </div></div><div class="c xf y3e wa h13"><div class="t m0 x19 h11 y3f ff9 fs3 fc1 sc0 ls9 ws0">83 <span class="ls0"> </span></div></div><div class="c xb y3e wb h13"><div class="t m0 x13 h11 y3f ff9 fs3 fc1 sc0 ls9 ws0">446 <span class="ls0"> </span></div></div><div class="c x10 y3e wc h13"><div class="t m0 xa h11 y3f ff9 fs3 fc1 sc0 ls9 ws0">18 <span class="ls0"> </span></div></div><div class="c x6 y41 w6 h14"><div class="t m0 x12 h11 y42 ff8 fs3 fc1 sc0 ls0 ws0">VII. Przepływ<span class="_ _2"></span>y pieniężne netto <span class="_ _2"></span>z działalności finansowe<span class="_ _2"></span>j<span class="ff9"> </span></div></div><div class="c x9 y41 w9 h14"><div class="t m0 x13 h11 y42 ff9 fs3 fc1 sc0 ls9 ws0">100 <span class="ls0"> </span></div></div><div class="c xf y41 wa h14"><div class="t m0 xc h11 y42 ff9 fs3 fc1 sc0 lsa ws0">(55)<span class="ls0"> </span></div></div><div class="c xb y41 wb h14"><div class="t m0 x19 h11 y42 ff9 fs3 fc1 sc0 ls9 ws0">22 <span class="ls0"> </span></div></div><div class="c x10 y41 wc h14"><div class="t m0 x1a h11 y42 ff9 fs3 fc1 sc0 lsa ws0">(12)<span class="ls0"> </span></div></div><div class="c x6 y43 w6 h15"><div class="t m0 x12 h11 y44 ff8 fs3 fc1 sc0 ls0 ws0">VIII. Przepływy<span class="_ _2"></span> pieniężne netto<span class="_ _2"></span>, razem<span class="ff9"> </span></div></div><div class="c x9 y43 w9 h15"><div class="t m0 x13 h11 y44 ff9 fs3 fc1 sc0 ls9 ws0">150 <span class="ls0"> </span></div></div><div class="c xf y43 wa h15"><div class="t m0 x16 h11 y44 ff9 fs3 fc1 sc0 ls0 ws0">(1 557) </div></div><div class="c xb y43 wb h15"><div class="t m0 x19 h11 y44 ff9 fs3 fc1 sc0 ls9 ws0">33 <span class="ls0"> </span></div></div><div class="c x10 y43 wc h15"><div class="t m0 x18 h11 y44 ff9 fs3 fc1 sc0 lsa ws0">(332)<span class="ls0"> </span></div></div><div class="c x6 y45 w6 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">IX. Zysk (strata)<span class="_ _2"></span> na jedną akcję<span class="_ _2"></span> zwykłą (w zł <span class="_ _2"></span>/ euro) <span class="ff9"> </span></div></div><div class="c x9 y45 w9 h12"><div class="t m0 x1b h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">0,49  </div></div><div class="c xf y45 wa h12"><div class="t m0 x1b h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">0,27  </div></div><div class="c xb y45 wb h12"><div class="t m0 x1b h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">0,11  </div></div><div class="c x10 y45 wc h12"><div class="t m0 x17 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">0,06  </div></div><div class="c x6 y46 w6 h16"><div class="t m0 x12 h11 y32 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x9 y46 w9 h16"><div class="t m0 xe hd y32 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xf y46 wa h16"><div class="t m0 xe hd y32 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c xb y46 wb h16"><div class="t m0 xe hd y32 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x10 y46 wc h16"><div class="t m0 xd hd y32 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y47 w6 h12"><div class="t m0 x12 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">X. Aktywa raze<span class="_ _2"></span>m  </div></div><div class="c x9 y47 w9 h12"><div class="t m0 x1c h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">205 356  </div></div><div class="c xf y47 wa h12"><div class="t m0 x1c h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">197 675  </div></div><div class="c xb y47 wb h12"><div class="t m0 x1d h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">47 230  </div></div><div class="c x10 y47 wc h12"><div class="t m0 x1e h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">42 149  </div></div><div class="c x6 y48 w6 h12"><div class="t m0 x12 h11 y3b ff8 fs3 fc1 sc0 ls0 ws0">XI. Zobowiązania d<span class="_ _2"></span>ługoterminow<span class="_ _2"></span>e<span class="ff9"> </span></div></div><div class="c x9 y48 w9 h12"><div class="t m0 x13 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">177 <span class="ls0"> </span></div></div><div class="c xf y48 wa h12"><div class="t m0 x13 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">236 <span class="ls0"> </span></div></div><div class="c xb y48 wb h12"><div class="t m0 x19 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">41 <span class="ls0"> </span></div></div><div class="c x10 y48 wc h12"><div class="t m0 xa h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">50 <span class="ls0"> </span></div></div><div class="c x6 y49 w6 h12"><div class="t m0 x12 h11 y3b ff8 fs3 fc1 sc0 ls0 ws0">XII. Zobowiązania<span class="_ _2"></span> krótkotermino<span class="_ _2"></span>we <span class="ff9"> </span></div></div><div class="c x9 y49 w9 h12"><div class="t m0 x13 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">661 <span class="ls0"> </span></div></div><div class="c xf y49 wa h12"><div class="t m0 x13 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">616 <span class="ls0"> </span></div></div><div class="c xb y49 wb h12"><div class="t m0 x13 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">152 <span class="ls0"> </span></div></div><div class="c x10 y49 wc h12"><div class="t m0 x14 h11 y3b ff9 fs3 fc1 sc0 ls9 ws0">131 <span class="ls0"> </span></div></div><div class="c x6 y4a w6 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">XIII. Kapitał własn<span class="_ _2"></span>y <span class="ff9"> </span></div></div><div class="c x9 y4a w9 h12"><div class="t m0 x1c h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">204 518  </div></div><div class="c xf y4a wa h12"><div class="t m0 x1c h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">196 823  </div></div><div class="c xb y4a wb h12"><div class="t m0 x1d h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">47 037  </div></div><div class="c x10 y4a wc h12"><div class="t m0 x1e h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">41 967  </div></div><div class="c x6 y4b w6 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">XIV. Kapitał zak<span class="_ _2"></span>ładowy <span class="ff9"> </span></div></div><div class="c x9 y4b w9 h12"><div class="t m0 x1d h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">15 380  </div></div><div class="c xf y4b wa h12"><div class="t m0 x1d h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">15 270  </div></div><div class="c xb y4b wb h12"><div class="t m0 x15 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">3 537  </div></div><div class="c x10 y4b wc h12"><div class="t m0 x1f h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">3 256  </div></div><div class="c x6 y4c w6 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">XV. Liczba akcji<span class="_ _2"></span> na dzień <span class="ff9"> </span></div></div><div class="c x9 y4c w9 h12"><div class="t m0 x20 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">15 379 845  </div></div><div class="c xf y4c wa h12"><div class="t m0 x20 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">15 269 845  </div></div><div class="c xb y4c wb h12"><div class="t m0 x20 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">15 379 845  </div></div><div class="c x10 y4c wc h12"><div class="t m0 x21 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">15 269 845  </div></div><div class="c x6 y4d w6 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">XVI. Wartość k<span class="_ _2"></span>sięgowa na jedn<span class="_ _2"></span>ą akcję (w <span class="_ _2"></span>zł / euro)<span class="ff9"> </span></div></div><div class="c x9 y4d w9 h12"><div class="t m0 x15 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">13,30 </div></div><div class="c xf y4d wa h12"><div class="t m0 x15 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">12,89 </div></div><div class="c xb y4d wb h12"><div class="t m0 x1b h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">3,06  </div></div><div class="c x10 y4d wc h12"><div class="t m0 x17 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">2,75 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y4e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y4f ff2 fs2 fc1 sc0 ls0 ws0">Do przeliczenia <span class="_ _2"></span>wybranych dan<span class="_ _2"></span>ych finansowych zastos<span class="_ _2"></span>owano kurs eur<span class="_ _2"></span>o NBP: </div><div class="t m0 x0 h6 y50 ff3 fs2 fc1 sc0 ls0 ws0">Dla wartości spra<span class="_ _2"></span>wozdania z sytuacji finans<span class="_ _2"></span>owej: <span class="ff2"> </span></div><div class="t m0 x22 h6 y51 ffa fs2 fc1 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _7"> </span><span class="ff3">na dzień 31.12.<span class="ff2 ls8">20<span class="_ _2"></span><span class="ls0">23<span class="lsb">: </span>4 348<span class="_ _2"></span>0 </span></span></span></span></div><div class="t m0 x22 h6 y52 ffa fs2 fc1 sc0 ls0 ws0">−<span class="ff9"> <span class="_ _7"> </span><span class="ff3">na dzień <span class="ff2">31.12.<span class="ls8">20<span class="_ _2"></span><span class="ls0">22<span class="lsb">: <span class="ls8">4,</span></span>6<span class="_ _2"></span>899 </span></span></span></span></span></div><div class="t m0 x0 h6 y53 ff2 fs2 fc1 sc0 ls0 ws0">Dla <span class="ff3">wartości spra<span class="_ _2"></span>wozdania<span class="ff2"> </span>z całkowitych d<span class="_ _2"></span>ochodów i p<span class="_ _2"></span>rzepływów<span class="ff2"> </span>pieniężnych<span class="_ _2"></span>:<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y54 ff3 fs2 fc1 sc0 ls0 ws0">Średni <span class="ff2">kurs euro dla <span class="_ _2"></span>2022 r. <span class="ff3">obliczon<span class="_ _2"></span>y na podstawie k<span class="_ _2"></span>ursów</span></span></div></div><div class="c x1 y1 wd h0"><div class="t m0 x23 h17 y54 ffa fs2 fc1 sc0 ls0 ws0">−</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x24 h6 y54 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="ff3">zamknięcia dla <span class="_ _2"></span>każdego m<span class="ff2">-ca  </span></span></div><div class="t m0 x0 h6 y55 ff2 fs2 fc1 sc0 ls8 ws0">20<span class="ls0">23 r. 4,52<span class="_ _2"></span>84 </span></div><div class="t m0 x0 h6 y56 ff3 fs2 fc1 sc0 ls0 ws0">Średni kurs euro dla <span class="_ _2"></span>20<span class="ff2">22 </span>r. obliczon<span class="_ _2"></span>y na podstawie k<span class="_ _2"></span>ursów</div></div><div class="c x1 y1 wd h0"><div class="t m0 x23 h17 y56 ffa fs2 fc1 sc0 ls0 ws0">−</div></div><div class="c x1 y1 w2 h0"><div class="t m0 x24 h6 y56 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="ff3">zamknięcia dla <span class="_ _2"></span>każdego m<span class="ff2">-ca  </span></span></div><div class="t m0 x0 h6 y57 ff2 fs2 fc1 sc0 ls8 ws0">20<span class="ls0">22 r.  <span class="ls1">4,</span>6883 </span></div><div class="t m0 x0 h6 y58 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div></div><div class="pi" ></div></div><div id="pf4" class="pf w0 h0" ><div class="pc pc4 w0 h0"><img class="bi x0 y1a we h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">4</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y59 ff5 fs5 fc4 sc0 ls0 ws0">II SPRAWOZDANIE FINANSOWE </div><div class="t m0 x0 h5 y5a ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2c ff2 fs2 fc1 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _2"></span> <span class="ff3">CAŁKOWITYCH DOCHO<span class="_ _2"></span>DÓW<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y2d ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2e ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y5b wf h18"><div class="t m0 x25 h19 y5c ffb fs4 fc1 sc0 ls0 ws0">Sprawozdanie z ca<span class="_ _2"></span>łkowityc<span class="_ _2"></span>h dochodów (<span class="_ _2"></span>dane narastaj<span class="_ _2"></span>ące z rachunkiem </div><div class="t m0 x26 h19 y5d ffb fs4 fc1 sc0 ls0 ws0">kosztów w waria<span class="_ _2"></span>ncie porównawczym)<span class="ff1"> </span></div></div><div class="c x6 y5e w10 h1a"><div class="t m0 x27 h1b y5f ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x28 h1b y60 ffb fs6 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x29 y61 w11 h1c"><div class="t m0 x2a h1d y62 ff1 fs3 fc1 sc0 ls0 ws0">za okres </div></div><div class="c x7 y61 w12 h1c"><div class="t m0 x2a h1d y62 ff1 fs3 fc1 sc0 ls0 ws0">za okres </div></div><div class="c x29 y63 w11 h14"><div class="t m0 x2b h1b y64 ff1 fs6 fc1 sc0 lsc ws0">1.01.2023<span class="ls0"> </span></div></div><div class="c x7 y63 w12 h14"><div class="t m0 x2b h1b y64 ff1 fs6 fc1 sc0 lsc ws0">1.01.2022<span class="ls0"> </span></div></div><div class="c x29 y5e w11 h14"><div class="t m0 xd h1b y64 ff1 fs6 fc1 sc0 lsc ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x7 y5e w12 h14"><div class="t m0 xd h1b y64 ff1 fs6 fc1 sc0 lsc ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6 yb w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Przychody ze spr<span class="_ _2"></span>zedaży produkt<span class="_ _2"></span>ów, usług, towarów i m<span class="_ _2"></span>ateriałów<span class="ff2"> </span></div></div><div class="c x29 yb w11 h14"><div class="t m0 x13 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">553 <span class="ls0"> </span></div></div><div class="c x7 yb w12 h14"><div class="t m0 x13 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">599 <span class="ls0"> </span></div></div><div class="c x6 y66 w10 h1e"><div class="t m0 x12 h8 y67 ff2 fs3 fc1 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x29 y66 w11 h1e"><div class="t m0 x2c h8 y67 ff2 fs3 fc1 sc0 ls0 ws0">(24) </div></div><div class="c x7 y66 w12 h1e"><div class="t m0 x2c h8 y67 ff2 fs3 fc1 sc0 ls0 ws0">(32) </div></div><div class="c x6 y68 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Zużycie mater<span class="_ _2"></span>iałów i ene<span class="_ _2"></span>rgii<span class="ff2"> </span></div></div><div class="c x29 y68 w11 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(21) </div></div><div class="c x7 y68 w12 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(24) </div></div><div class="c x6 y69 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Usługi obce<span class="ff2"> </span></div></div><div class="c x29 y69 w11 h14"><div class="t m0 x1f h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(1 146) </div></div><div class="c x7 y69 w12 h14"><div class="t m0 x1f h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(1 <span class="ls6">135)</span> </div></div><div class="c x6 y6a w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Podatki i<span class="_ _2"></span> opłaty<span class="ff2"> </span></div></div><div class="c x29 y6a w11 h14"><div class="t m0 x2d h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(7) </div></div><div class="c x7 y6a w12 h14"><div class="t m0 x2d h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(2) </div></div><div class="c x6 y6b w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Wynagrodzenia<span class="_ _2"></span> </div></div><div class="c x29 y6b w11 h14"><div class="t m0 x1f h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(1 533) </div></div><div class="c x7 y6b w12 h14"><div class="t m0 x1f h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(2 398) </div></div><div class="c x6 y6c w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Świadczenia na r<span class="_ _2"></span>zecz pracownikó<span class="_ _2"></span>w<span class="ff2"> </span></div></div><div class="c x29 y6c w11 h14"><div class="t m0 x1a h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(188) </div></div><div class="c x7 y6c w12 h14"><div class="t m0 x1a h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(158) </div></div><div class="c x6 y6d w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Pozostałe koszty<span class="_ _2"></span> rodzajowe<span class="ff2"> </span></div></div><div class="c x29 y6d w11 h14"><div class="t m0 x1a h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(105) </div></div><div class="c x7 y6d w12 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(94) </div></div><div class="c x6 y6e w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">ZYSK (STRATA) Z<span class="_ _2"></span>E SPRZEDAŻY<span class="_ _2"></span><span class="ff1"> </span></div></div><div class="c x29 y6e w11 h14"><div class="t m0 x1d h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">(2 471) </div></div><div class="c x7 y6e w12 h14"><div class="t m0 x1d h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">(3 244) </div></div><div class="c x6 y6f w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Wynik na spr<span class="_ _2"></span>zedaży akcji i u<span class="_ _2"></span>działów w jedno<span class="_ _2"></span>stkach powiązanych<span class="ff2"> </span></div></div><div class="c x29 y6f w11 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y6f w12 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y70 w10 h1f"><div class="t m0 x12 h8 y71 ff3 fs3 fc1 sc0 ls0 ws0">Wynik ze zbycia <span class="_ _2"></span>i przeszacowania <span class="_ _2"></span>aktywów fi<span class="_ _2"></span>nansowych wyc<span class="_ _2"></span>enianych w wart<span class="_ _2"></span>ościach godziwyc<span class="_ _2"></span>h </div><div class="t m0 x12 h8 y72 ff2 fs3 fc1 sc0 ls0 ws0">przez wynik fi<span class="_ _2"></span>nansowy </div></div><div class="c x29 y70 w11 h1f"><div class="t m0 x1f h8 y71 ff2 fs3 fc1 sc0 ls0 ws0">10 205  </div></div><div class="c x7 y70 w12 h1f"><div class="t m0 x17 h8 y71 ff2 fs3 fc1 sc0 ls0 ws0">5 897  </div></div><div class="c x6 y73 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Pozostałe przycho<span class="_ _2"></span>dy operacy<span class="_ _2"></span>jne<span class="ff2"> </span></div></div><div class="c x29 y73 w11 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">51 <span class="ls0"> </span></div></div><div class="c x7 y73 w12 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">20 <span class="ls0"> </span></div></div><div class="c x6 y74 w10 h1e"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Pozostałe koszty<span class="_ _2"></span> operacyjne<span class="ff2"> </span></div></div><div class="c x29 y74 w11 h1e"><div class="t m0 x1f h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(1 570) </div></div><div class="c x7 y74 w12 h1e"><div class="t m0 x1a h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(116) </div></div><div class="c x6 y75 w10 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">ZYSK (STRATA) N<span class="_ _2"></span>A <span class="ffb">DZIAŁALNOŚCI O<span class="_ _2"></span>PERACYJNEJ<span class="ff1"> </span></span></div></div><div class="c x29 y75 w11 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">6 215  </div></div><div class="c x7 y75 w12 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">2 557  </div></div><div class="c x6 y76 w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Przychody fi<span class="_ _2"></span>nansowe </div></div><div class="c x29 y76 w11 h14"><div class="t m0 x17 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">1 374  </div></div><div class="c x7 y76 w12 h14"><div class="t m0 x17 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">1 760  </div></div><div class="c x6 y77 w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Koszty finans<span class="_ _2"></span>owe </div></div><div class="c x29 y77 w11 h14"><div class="t m0 x2d h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(4) </div></div><div class="c x7 y77 w12 h14"><div class="t m0 x1a h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(118) </div></div><div class="c x6 y78 w10 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">ZYSK (STRATA) P<span class="_ _2"></span>RZED OPODATKOW<span class="_ _2"></span>ANIEM </div></div><div class="c x29 y78 w11 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x7 y78 w12 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x6 y79 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Podatek do<span class="_ _2"></span>chodowy bieżący<span class="ff2"> </span></div></div><div class="c x29 y79 w11 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y79 w12 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y7a w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Podatek do<span class="_ _2"></span>chodowy odroc<span class="_ _2"></span>zony </div></div><div class="c x29 y7a w11 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y7a w12 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y7b w10 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">ZYSK (STRATA) N<span class="_ _2"></span>ETTO Z <span class="ffb">DZIAŁALNOŚ<span class="_ _2"></span>CI KONTYNUO<span class="_ _2"></span>WANEJ<span class="ff1"> </span></span></div></div><div class="c x29 y7b w11 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x7 y7b w12 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x6 y7c w10 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">ZYSK (STRATA) N<span class="_ _2"></span>ETTO </div></div><div class="c x29 y7c w11 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x7 y7c w12 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x6 y7d w10 h20"><div class="t m0 x12 h21 y7e ffb fs5 fc1 sc0 ls0 ws0">Pozostałe dochody<span class="ff1"> </span></div></div><div class="c x29 y7d w13 h20"><div class="t m0 x12 h19 y7f ff1 fs4 fc1 sc0 ls0 ws0">  </div></div><div class="c x7 y7d w12 h20"><div class="t m0 x12 h19 y7f ff1 fs4 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y80 w14 h22"><div class="t m0 x12 h19 y81 ff1 fs4 fc1 sc0 ls0 ws0">  </div></div><div class="c x29 y80 w13 h22"><div class="t m0 x12 h19 y81 ff1 fs4 fc1 sc0 ls0 ws0">  </div></div><div class="c x7 y80 w12 h22"><div class="t m0 x12 h19 y81 ff1 fs4 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y82 w10 h1e"><div class="t m0 x12 h1d y67 ffb fs3 fc1 sc0 ls0 ws0">POZOSTAŁE DO<span class="_ _2"></span>CHODY RAZEM<span class="ff1"> </span></div></div><div class="c x29 y82 w11 h1e"><div class="t m0 x2e h1d y67 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y82 w12 h1e"><div class="t m0 x2e h1d y67 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y83 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Podatek do<span class="_ _2"></span>chodowy od <span class="_ _2"></span>pozostałych dochodó<span class="_ _2"></span>w ogółem<span class="ff2"> </span></div></div><div class="c x29 y83 w11 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y83 w12 h14"><div class="t m0 x2e h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y84 w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">POZOSTAŁE DO<span class="_ _2"></span>CHODY RAZEM PO O<span class="_ _2"></span>PODATKOWANIU<span class="ff1"> </span></div></div><div class="c x29 y84 w11 h14"><div class="t m0 x2e h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y84 w12 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y85 w10 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">DOCHODY <span class="ffb">CAŁKOWIT<span class="_ _2"></span>E RAZEM<span class="ff1"> </span></span></div></div><div class="c x29 y85 w11 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x7 y85 w12 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x6 y86 w15 h14"><div class="t m0 x2f h1d y33 ff1 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x29 y86 w13 h14"><div class="t m0 x12 h23 y33 ffc fs7 fc1 sc0 ls0 ws0"> </div></div><div class="c x7 y86 w12 h14"><div class="t m0 x12 h24 y87 ff2 fs7 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y88 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Zysk / (strat<span class="_ _2"></span>a) netto pr<span class="_ _2"></span>zypadające na 1 akcję<span class="ff2"> </span></div></div><div class="c x29 y88 w11 h14"><div class="t m0 x1b h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">0,49  </div></div><div class="c x7 y88 w12 h14"><div class="t m0 x1b h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">0,27  </div></div><div class="c x6 y89 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Całkowity do<span class="_ _2"></span>chód / (str<span class="_ _2"></span>ata) przypadające na 1 ak<span class="_ _2"></span>cję<span class="ff2"> </span></div></div><div class="c x29 y89 w11 h14"><div class="t m0 x1b h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">0,49  </div></div><div class="c x7 y89 w12 h14"><div class="t m0 x1b h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">0,27  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y8a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y8b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y8c ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w0 h0" ><div class="pc pc5 w0 h0"><img class="bi x0 y1a we h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">5</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _2"></span> SYTUACJI FIN<span class="_ _2"></span>ANSOWEJ </div><div class="t m0 x0 h6 y8d ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y8e w16 h22"><div class="t m0 x30 h19 y81 ff1 fs4 fc1 sc0 ls0 ws0">Sprawozdanie z sy<span class="_ _2"></span>tuacji finan<span class="_ _2"></span>sowej - Aktywa </div></div><div class="c x6 y8f w17 h25"><div class="t m0 x27 h1b y90 ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x28 h1b y91 ffb fs6 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x29 y92 w18 h26"><div class="t m0 x31 h1b y93 ff1 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x7 y92 w19 h26"><div class="t m0 x31 h1b y93 ff1 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x29 y94 w18 h27"><div class="t m0 x32 h1b y93 ff1 fs6 fc1 sc0 ls0 ws0">n<span class="ffb">a dzień</span> </div></div><div class="c x7 y94 w19 h27"><div class="t m0 x32 h1b y93 ffb fs6 fc1 sc0 ls0 ws0">na dzień<span class="ff1"> </span></div></div><div class="c x29 y8f w18 h26"><div class="t m0 xd h1b y93 ff1 fs6 fc1 sc0 lsc ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x7 y8f w19 h26"><div class="t m0 xd h1b y93 ff1 fs6 fc1 sc0 lsc ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6 y95 w17 h26"><div class="t m0 x12 h1d y81 ffb fs3 fc1 sc0 ls0 ws0">AKTYWA TRWAŁ<span class="_ _2"></span>E<span class="ff1"> </span></div></div><div class="c x29 y95 w18 h26"><div class="t m0 x33 h1d y81 ff1 fs3 fc1 sc0 ls0 ws0">196 493  </div></div><div class="c x7 y95 w19 h26"><div class="t m0 x33 h1d y81 ff1 fs3 fc1 sc0 ls0 ws0">185 823  </div></div><div class="c x6 y96 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Rzeczowe akty<span class="_ _2"></span>wa trwałe<span class="ff2"> </span></div></div><div class="c x29 y96 w18 h26"><div class="t m0 x19 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">68 <span class="ls0"> </span></div></div><div class="c x7 y96 w19 h26"><div class="t m0 x19 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">69 <span class="ls0"> </span></div></div><div class="c x6 y97 w17 h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Nierucho<span class="_ _2"></span>mości inwestyc<span class="_ _2"></span>yjne<span class="ff2"> </span></div></div><div class="c x29 y97 w18 h27"><div class="t m0 x2e h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y97 w19 h27"><div class="t m0 x2e h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y98 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Wartości n<span class="_ _2"></span>iematerialne i<span class="_ _2"></span> prawne<span class="ff2"> </span></div></div><div class="c x29 y98 w18 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y98 w19 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y99 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Prawa do rzeczowych <span class="_ _2"></span>aktywów tr<span class="_ _2"></span>wałych<span class="ff2"> </span></div></div><div class="c x29 y99 w18 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y99 w19 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y9a w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Akcje i udziały<span class="_ _2"></span> <span class="ff2"> </span></div></div><div class="c x29 y9a w18 h26"><div class="t m0 x33 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c x7 y9a w19 h26"><div class="t m0 x33 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">164 616  </div></div><div class="c x6 y9b w17 h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Należności <span class="_ _2"></span>długoterminowe<span class="ff2"> </span></div></div><div class="c x29 y9b w18 h27"><div class="t m0 x2e h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y9b w19 h27"><div class="t m0 x2e h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y9c w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Pozostałe długot<span class="_ _2"></span>erminowe ak<span class="_ _2"></span>tywa finansowe<span class="ff2"> </span></div></div><div class="c x29 y9c w18 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y9c w19 h26"><div class="t m0 x1f h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">20 902  </div></div><div class="c x6 y9d w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Aktywa z tyt<span class="_ _2"></span>ułu odroczonego p<span class="_ _2"></span>odatku dochodo<span class="_ _2"></span>wego<span class="ff2"> </span></div></div><div class="c x29 y9d w18 h26"><div class="t m0 x13 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">177 <span class="ls0"> </span></div></div><div class="c x7 y9d w19 h26"><div class="t m0 x13 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">236 <span class="ls0"> </span></div></div><div class="c x6 y9e w17 h28"><div class="t m0 x12 h1d y81 ff1 fs3 fc1 sc0 ls0 ws0">AKTYWA OBROTO<span class="_ _2"></span>WE </div></div><div class="c x29 y9e w18 h28"><div class="t m0 x17 h1d y81 ff1 fs3 fc1 sc0 ls0 ws0">8 863  </div></div><div class="c x7 y9e w19 h28"><div class="t m0 x1f h1d y81 ff1 fs3 fc1 sc0 ls0 ws0">11 852  </div></div><div class="c x6 y9f w17 h27"><div class="t m0 x12 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">Projekty<span class="_ _2"></span> inwestycyjne w r<span class="_ _2"></span>ealizacji </div></div><div class="c x29 y9f w18 h27"><div class="t m0 x2e h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y9f w19 h27"><div class="t m0 x2e h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 ya0 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Materiały, t<span class="_ _2"></span>owary, wyroby<span class="_ _2"></span> gotowe<span class="ff2"> </span></div></div><div class="c x29 ya0 w18 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 ya0 w19 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 ya1 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Należności z t<span class="_ _2"></span>ytułu dostaw i<span class="_ _2"></span> usług<span class="ff2"> </span></div></div><div class="c x29 ya1 w18 h26"><div class="t m0 x13 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">174 <span class="ls0"> </span></div></div><div class="c x7 ya1 w19 h26"><div class="t m0 x13 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">502 <span class="ls0"> </span></div></div><div class="c x6 ya2 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Należności z t<span class="_ _2"></span>ytułu bieżące<span class="_ _2"></span>go podatku docho<span class="_ _2"></span>dowego<span class="ff2"> </span></div></div><div class="c x29 ya2 w18 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 ya2 w19 h26"><div class="t m0 x2e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 ya3 w17 h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Pozostałe należnośc<span class="_ _2"></span>i<span class="ff2"> </span></div></div><div class="c x29 ya3 w18 h27"><div class="t m0 x17 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">5 996  </div></div><div class="c x7 ya3 w19 h27"><div class="t m0 x17 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">7 561  </div></div><div class="c x6 ya4 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Pozostałe akty<span class="_ _2"></span>wa finansowe<span class="ff2"> </span></div></div><div class="c x29 ya4 w18 h26"><div class="t m0 x17 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c x7 ya4 w19 h26"><div class="t m0 x17 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">3 641  </div></div><div class="c x6 ya5 w17 h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Środki pi<span class="_ _2"></span>eniężne i ich ekwi<span class="_ _2"></span>walenty<span class="ff2"> </span></div></div><div class="c x29 ya5 w18 h26"><div class="t m0 x13 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">209 <span class="ls0"> </span></div></div><div class="c x7 ya5 w19 h26"><div class="t m0 x13 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">112 <span class="ls0"> </span></div></div><div class="c x6 ya6 w17 h26"><div class="t m0 x12 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">Rozliczenia <span class="ff3">mię<span class="_ _2"></span>dzyokresowe<span class="ff2"> </span></span></div></div><div class="c x29 ya6 w18 h26"><div class="t m0 x19 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">42 <span class="ls0"> </span></div></div><div class="c x7 ya6 w19 h26"><div class="t m0 x19 h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">36 <span class="ls0"> </span></div></div><div class="c x6 ya7 w17 h27"><div class="t m0 x34 h1b y93 ff1 fs6 fc1 sc0 ls0 ws0">Aktywa razem: </div></div><div class="c x29 ya7 w18 h27"><div class="t m0 x33 h1d y7f ff1 fs3 fc1 sc0 ls0 ws0">205 356  </div></div><div class="c x7 ya7 w19 h27"><div class="t m0 x33 h1d y7f ff1 fs3 fc1 sc0 ls0 ws0">197 675  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 ya8 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 ya9 wf h20"><div class="t m0 x30 h19 y7f ff1 fs4 fc1 sc0 ls0 ws0">Sprawozdanie z sy<span class="_ _2"></span>tuacji finan<span class="_ _2"></span>sowej - Pasywa </div></div><div class="c x6 yaa w1a h29"><div class="t m0 x27 h1b yab ff1 fs6 fc1 sc0 ls0 ws0">  </div><div class="t m0 x28 h1b yac ffb fs6 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x35 yad w1b h26"><div class="t m0 x31 h1b y93 ff1 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x36 yad w1c h26"><div class="t m0 x31 h1b y93 ff1 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x35 yae w1b h27"><div class="t m0 x32 h1b y93 ffb fs6 fc1 sc0 ls0 ws0">na dzień<span class="ff1"> </span></div></div><div class="c x36 yae w1c h27"><div class="t m0 x32 h1b y93 ffb fs6 fc1 sc0 ls0 ws0">na dzień<span class="ff1"> </span></div></div><div class="c x35 yaa w1b h2a"><div class="t m0 xd h1b y93 ff1 fs6 fc1 sc0 lsc ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x36 yaa w1c h2a"><div class="t m0 xd h1b y93 ff1 fs6 fc1 sc0 lsc ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6 yaf w1a h26"><div class="t m0 x12 h1d y81 ffb fs3 fc1 sc0 ls0 ws0">KAPITAŁ (FUNDU<span class="_ _2"></span>SZ) WŁASNY<span class="ff1"> </span></div></div><div class="c x35 yaf w1b h26"><div class="t m0 x1e h1d y81 ff1 fs3 fc1 sc0 ls0 ws0">204 518  </div></div><div class="c x36 yaf w1c h26"><div class="t m0 x1e h1d y81 ff1 fs3 fc1 sc0 ls0 ws0">196 823  </div></div><div class="c x6 yb0 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Kapitał podst<span class="_ _2"></span>awowy<span class="ff2"> </span></div></div><div class="c x35 yb0 w1b h26"><div class="t m0 x1f h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">15 380  </div></div><div class="c x36 yb0 w1c h26"><div class="t m0 x1f h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">15 270  </div></div><div class="c x6 yb1 w1a h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Kapitał zakładowy ni<span class="_ _2"></span>ezarejestro<span class="_ _2"></span>wany<span class="ff2"> </span></div></div><div class="c x35 yb1 w1b h27"><div class="t m0 x2e h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 yb1 w1c h27"><div class="t m0 x37 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 yb2 w1a h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Należne wpłaty n<span class="_ _2"></span>a kapitał po<span class="_ _2"></span>dstawowy i akcje<span class="_ _2"></span> własne<span class="ff2"> </span></div></div><div class="c x35 yb2 w1b h27"><div class="t m0 x37 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 yb2 w1c h27"><div class="t m0 x37 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 yb3 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Kapitał zapasowy <span class="_ _2"></span>z emisji akcji<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x35 yb3 w1b h26"><div class="t m0 x1e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">117 523  </div></div><div class="c x36 yb3 w1c h26"><div class="t m0 x1e h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">117 523  </div></div><div class="c x6 yb4 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Kapitał <span class="ff2">zapasowy <span class="_ _2"></span>z zysku zatrzy<span class="_ _2"></span>manego </span></div></div><div class="c x35 yb4 w1b h26"><div class="t m0 x1f h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">68 685  </div></div><div class="c x36 yb4 w1c h26"><div class="t m0 x1f h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">68 685  </div></div><div class="c x6 yb5 w1a h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Kapitał zapasowy <span class="_ _2"></span>z wyceny pr<span class="_ _2"></span>ogramu motywac<span class="_ _2"></span>yjnego<span class="ff2"> </span></div></div><div class="c x35 yb5 w1b h27"><div class="t m0 x15 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x36 yb5 w1c h27"><div class="t m0 x15 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x6 yb6 w1a h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Kapitał rezerwo<span class="_ _2"></span>wy<span class="ff2"> </span></div></div><div class="c x35 yb6 w1b h27"><div class="t m0 x15 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x36 yb6 w1c h27"><div class="t m0 x15 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x6 yb7 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Niepodziel<span class="_ _2"></span>ony wynik z lat u<span class="_ _2"></span>biegłych<span class="ff2"> </span></div></div><div class="c x35 yb7 w1b h26"><div class="t m0 x1c h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">(12 254) </div></div><div class="c x36 yb7 w1c h26"><div class="t m0 x1c h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">(16 453) </div></div><div class="c x6 yb8 w1a h26"><div class="t m0 x12 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) netto roku <span class="_ _2"></span>obrotowego  </div></div><div class="c x35 yb8 w1b h26"><div class="t m0 x15 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x36 yb8 w1c h26"><div class="t m0 x15 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x6 yb9 w1a h27"><div class="t m0 x12 h1d y7f ffb fs3 fc1 sc0 ls0 ws0">ZOBOWIĄZANI<span class="_ _2"></span>A DŁUGOTERMINO<span class="_ _2"></span>WE<span class="ff1"> </span></div></div><div class="c x35 yb9 w1b h27"><div class="t m0 x2c h1d y7f ff1 fs3 fc1 sc0 ls6 ws0">177 <span class="ls0"> </span></div></div><div class="c x36 yb9 w1c h27"><div class="t m0 x2c h1d y7f ff1 fs3 fc1 sc0 ls6 ws0">236 <span class="ls0"> </span></div></div><div class="c x6 yba w1a h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Rezerwa z tytułu <span class="_ _2"></span>odroczonego po<span class="_ _2"></span>datku dochodo<span class="_ _2"></span>wego<span class="ff2"> </span></div></div><div class="c x35 yba w1b h27"><div class="t m0 x2c h8 y7f ff2 fs3 fc1 sc0 ls6 ws0">177 <span class="ls0"> </span></div></div><div class="c x36 yba w1c h27"><div class="t m0 x2c h8 y7f ff2 fs3 fc1 sc0 ls6 ws0">236 <span class="ls0"> </span></div></div><div class="c x6 ybb w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Rezerwa na świ<span class="_ _2"></span>adczenia emeryt<span class="_ _2"></span>alne i podobn<span class="_ _2"></span>e<span class="ff2"> </span></div></div><div class="c x35 ybb w1b h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 ybb w1c h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 ybc w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Oprocent<span class="_ _2"></span>owane kredyty i<span class="_ _2"></span> pożyczki<span class="ff2"> </span></div></div><div class="c x35 ybc w1b h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 ybc w1c h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 ybd w1a h2a"><div class="t m0 x12 h8 ybe ff2 fs3 fc1 sc0 ls0 ws0">Inne <span class="ff3">zobowiązania f<span class="_ _2"></span>inansowe<span class="ff2"> </span></span></div></div><div class="c x35 ybd w1b h2a"><div class="t m0 x37 h8 ybe ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 ybd w1c h2a"><div class="t m0 x37 h8 ybe ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 ybf w1a h27"><div class="t m0 x12 h1d y7f ffb fs3 fc1 sc0 ls0 ws0">ZOBOWIĄZANI<span class="_ _2"></span>A KRÓTKOTER<span class="_ _2"></span>MINOWE<span class="ff1"> </span></div></div><div class="c x35 ybf w1b h27"><div class="t m0 x2c h1d y7f ff1 fs3 fc1 sc0 ls6 ws0">661 <span class="ls0"> </span></div></div><div class="c x36 ybf w1c h27"><div class="t m0 x2c h1d y7f ff1 fs3 fc1 sc0 ls6 ws0">616 <span class="ls0"> </span></div></div><div class="c x6 yc0 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Rezerwa na świ<span class="_ _2"></span>adczenia emeryt<span class="_ _2"></span>alne i podobn<span class="_ _2"></span>e<span class="ff2"> </span></div></div><div class="c x35 yc0 w1b h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 yc0 w1c h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 yc1 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Kredyty i<span class="_ _2"></span> pożyczki<span class="ff2"> </span></div></div><div class="c x35 yc1 w1b h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 yc1 w1c h26"><div class="t m0 x2d h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">10 <span class="ls0"> </span></div></div><div class="c x6 yc2 w1a h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Inne zobowiązania f<span class="_ _2"></span>inansowe<span class="ff2"> </span></div></div><div class="c x35 yc2 w1b h27"><div class="t m0 x37 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 yc2 w1c h27"><div class="t m0 x37 h8 y7f ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 yc3 w1a h27"><div class="t m0 x12 h8 y7f ff3 fs3 fc1 sc0 ls0 ws0">Zobowiązania z t<span class="_ _2"></span>ytułu dostaw i<span class="_ _2"></span> usług<span class="ff2"> </span></div></div><div class="c x35 yc3 w1b h27"><div class="t m0 x2c h8 y7f ff2 fs3 fc1 sc0 ls6 ws0">255 <span class="ls0"> </span></div></div><div class="c x36 yc3 w1c h27"><div class="t m0 x2c h8 y7f ff2 fs3 fc1 sc0 ls6 ws0">296 <span class="ls0"> </span></div></div><div class="c x6 yc4 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Zobowiązania z t<span class="_ _2"></span>ytułu bieżącego po<span class="_ _2"></span>datku doc<span class="_ _2"></span>hodowego<span class="ff2"> </span></div></div><div class="c x35 yc4 w1b h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x36 yc4 w1c h26"><div class="t m0 x37 h8 y81 ff2 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 yc5 w1a h26"><div class="t m0 x12 h8 y81 ff3 fs3 fc1 sc0 ls0 ws0">Pozostałe zobowią<span class="_ _2"></span>zania<span class="ff2"> </span></div></div><div class="c x35 yc5 w1b h26"><div class="t m0 x2c h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">406 <span class="ls0"> </span></div></div><div class="c x36 yc5 w1c h26"><div class="t m0 x2c h8 y81 ff2 fs3 fc1 sc0 ls6 ws0">310 <span class="ls0"> </span></div></div><div class="c x6 yc6 w1a h27"><div class="t m0 x38 h1b y93 ff1 fs6 fc1 sc0 ls0 ws0">Pasywa razem: </div></div><div class="c x35 yc6 w1b h27"><div class="t m0 x1e h1d y7f ff1 fs3 fc1 sc0 ls0 ws0">205 356  </div></div><div class="c x36 yc6 w1c h27"><div class="t m0 x1e h1d y7f ff1 fs3 fc1 sc0 ls0 ws0">197 675  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 yc7 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yc8 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w0 h0" ><div class="pc pc6 w0 h0"><img class="bi x0 y1a we h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">6</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _2"></span> PRZEPŁYWÓW PIENIĘŻN<span class="_ _2"></span>YCH<span class="ff2"> </span></div><div class="t m0 x0 h6 y8d ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 yc9 wf h2b"><div class="t m0 x39 h19 y34 ffb fs4 fc1 sc0 ls0 ws0">Sprawozdanie z p<span class="_ _2"></span>rzepływów <span class="_ _2"></span>pieniężnych<span class="ff1"> </span></div></div><div class="c x6 yca w10 h2c"><div class="t m0 x27 h1b ycb ff1 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x28 h1b ycc ffb fs6 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c x29 ycd w11 h2d"><div class="t m0 x2a h1d yce ff1 fs3 fc1 sc0 ls0 ws0">za okres </div></div><div class="c x7 ycd w12 h2d"><div class="t m0 x2a h1d yce ff1 fs3 fc1 sc0 ls0 ws0">za okres </div></div><div class="c x29 ycf w11 h2b"><div class="t m0 x2b h1b yd0 ff1 fs6 fc1 sc0 lsc ws0">1.01.2023<span class="ls0"> </span></div></div><div class="c x7 ycf w12 h2b"><div class="t m0 x2b h1b yd0 ff1 fs6 fc1 sc0 lsc ws0">1.01.2022<span class="ls0"> </span></div></div><div class="c x29 yca w11 h2d"><div class="t m0 xd h1b yd0 ff1 fs6 fc1 sc0 lsc ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x7 yca w12 h2d"><div class="t m0 xd h1b yd0 ff1 fs6 fc1 sc0 lsc ws0">31.12.2022<span class="ls0"> </span></div></div><div class="c x6 yd1 wf h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">PRZEPŁYWY ŚROD<span class="_ _2"></span>KÓW PIENIĘŻN<span class="_ _2"></span>YCH Z D<span class="_ _2"></span>ZIAŁALNOŚCI OPER<span class="_ _2"></span>ACYJNEJ<span class="ff1"> </span></div></div><div class="c x6 yd2 w10 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">Zysk (strata) prze<span class="_ _2"></span>d opodatkowani<span class="_ _2"></span>em </div></div><div class="c x29 yd2 w11 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x7 yd2 w12 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x6 yd3 w10 h14"><div class="t m0 x12 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">Korekty razem<span class="_ _2"></span> </div></div><div class="c x29 yd3 w11 h14"><div class="t m0 x1d h6 y65 ff1 fs3 fc1 sc0 ls0 ws0">(9 556)<span class="ff2 fs2"> </span></div></div><div class="c x7 yd3 w12 h14"><div class="t m0 x1d h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">(5 784) </div></div><div class="c x6 yd4 w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Amortyzacja  <span class="_ _2"></span> </div></div><div class="c x29 yd4 w11 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">24 <span class="ls0"> </span></div></div><div class="c x7 yd4 w12 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">32 <span class="ls0"> </span></div></div><div class="c x6 yd5 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Zyski (<span class="_ _2"></span>straty) z tytułu ró<span class="_ _2"></span>żnic kursowych <span class="ff2"> </span></div></div><div class="c x29 yd5 w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 yd5 w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 yd6 w10 h1e"><div class="t m0 x12 h8 y67 ff3 fs3 fc1 sc0 ls0 ws0">Odsetki<span class="_ _2"></span> i udziały w zyskach (dy<span class="_ _2"></span>widendy) <span class="ff2"> </span></div></div><div class="c x29 yd6 w11 h1e"><div class="t m0 x1f h8 y67 ff2 fs3 fc1 sc0 ls0 ws0">(1 370) </div></div><div class="c x7 yd6 w12 h1e"><div class="t m0 x1f h8 y67 ff2 fs3 fc1 sc0 ls0 ws0">(1 642) </div></div><div class="c x6 yd7 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Zysk (strat<span class="_ _2"></span>a) z działalności<span class="_ _2"></span> inwestycyjnej<span class="ff2"> </span></div></div><div class="c x29 yd7 w11 h14"><div class="t m0 x1e h6 y65 ff2 fs3 fc1 sc0 ls0 ws0">(10 205)<span class="fs2"> </span></div></div><div class="c x7 yd7 w12 h14"><div class="t m0 x1f h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(5 897) </div></div><div class="c x6 yd8 w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana stanu <span class="_ _2"></span>rezerw    </div></div><div class="c x29 yd8 w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 yd8 w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 y46 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Zmiana stanu <span class="_ _2"></span>należności <span class="ff2"> </span></div></div><div class="c x29 y46 w11 h14"><div class="t m0 x17 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">1 946  </div></div><div class="c x7 y46 w12 h14"><div class="t m0 x17 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">1 652  </div></div><div class="c x6 yd9 w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Zmiana stanu <span class="ff3">zob.k<span class="_ _2"></span>rótkot<span class="_ _2"></span>., z wyjątkiem pożyczek i<span class="_ _2"></span> kredytó<span class="_ _2"></span>w<span class="ff2"> </span></span></div></div><div class="c x29 yd9 w11 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">55 <span class="ls0"> </span></div></div><div class="c x7 yd9 w12 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">91 <span class="ls0"> </span></div></div><div class="c x6 yda w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Zmiana stanu <span class="_ _2"></span>rozliczeń międzyok<span class="_ _2"></span>resowych  <span class="ff2"> </span></div></div><div class="c x29 yda w11 h14"><div class="t m0 x2d h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(6) </div></div><div class="c x7 yda w12 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(10) </div></div><div class="c x6 ydb w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Podatek do<span class="_ _2"></span>chodowy od <span class="_ _2"></span>zysku przed opodatk<span class="_ _2"></span>owaniem </div></div><div class="c x29 ydb w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 ydb w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 ydc w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Zapłacony po<span class="_ _2"></span>datek dochodo<span class="_ _2"></span>wy<span class="ff2"> </span></div></div><div class="c x29 ydc w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 ydc w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 ydd w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Inne kore<span class="_ _2"></span>kty  </div></div><div class="c x29 ydd w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 ydd w12 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(10) </div></div><div class="c x6 yde w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">Przepływy pienię<span class="_ _2"></span>żne netto z działaln<span class="_ _2"></span>ości operacyjn<span class="_ _2"></span>ej<span class="ff1"> </span></div></div><div class="c x29 yde w11 h14"><div class="t m0 x1d h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">(1 971) </div></div><div class="c x7 yde w12 h14"><div class="t m0 x1d h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">(1 585) </div></div><div class="c x6 ydf wf h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">PRZEPŁYWY ŚROD<span class="_ _2"></span>KÓW PIENIĘŻN<span class="_ _2"></span>YCH Z D<span class="_ _2"></span>ZIAŁALNOŚCI INWE<span class="_ _2"></span>STYCYJNEJ<span class="ff1"> </span></div></div><div class="c x6 ye0 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Wydatki na <span class="_ _2"></span>nabycie rzeczowych <span class="_ _2"></span>aktywów trwałych<span class="ff2"> </span></div></div><div class="c x29 ye0 w11 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(28) </div></div><div class="c x7 ye0 w12 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(24) </div></div><div class="c x6 ye1 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Wpływy ze sprzeda<span class="_ _2"></span>ży rzeczowych <span class="_ _2"></span>aktywów tr<span class="_ _2"></span>wałych<span class="ff2"> </span></div></div><div class="c x29 ye1 w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 ye1 w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 ye2 w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Otrzymane dywi<span class="_ _2"></span>dendy </div></div><div class="c x29 ye2 w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 ye2 w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 ye3 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielo<span class="_ _2"></span>ne<span class="ff2"> </span></div></div><div class="c x29 ye3 w11 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(69) </div></div><div class="c x7 ye3 w12 h14"><div class="t m0 x1a h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(735) </div></div><div class="c x6 ye4 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Otrzymane spłaty<span class="_ _2"></span> pożyczek udziel<span class="_ _2"></span>onych<span class="ff2"> </span></div></div><div class="c x29 ye4 w11 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">91 <span class="ls0"> </span></div></div><div class="c x7 ye4 w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 ye5 w10 h14"><div class="t m0 x12 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">Otrzymane ods<span class="_ _2"></span>etki </div></div><div class="c x29 ye5 w11 h14"><div class="t m0 x17 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">2 027  </div></div><div class="c x7 ye5 w12 h14"><div class="t m0 x13 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">842 <span class="ls0"> </span></div></div><div class="c x6 ye6 w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">Przepływy pienię<span class="_ _2"></span>żne netto z d<span class="_ _2"></span>ziałalności i<span class="_ _2"></span>nwestycyjnej<span class="ff1"> </span></div></div><div class="c x29 ye6 w11 h14"><div class="t m0 x17 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">2 021  </div></div><div class="c x7 ye6 w12 h14"><div class="t m0 x19 h1d y65 ff1 fs3 fc1 sc0 ls6 ws0">83 <span class="ls0"> </span></div></div><div class="c x6 ye7 wf h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">PRZEPŁYWY ŚROD<span class="_ _2"></span>KÓW PIENIĘŻN<span class="_ _2"></span>YCH Z D<span class="_ _2"></span>ZIAŁALNOŚCI FINAN<span class="_ _2"></span>SOWEJ<span class="ff1"> </span></div></div><div class="c x6 ye8 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Wpływy netto z t<span class="_ _2"></span>ytułu emisji ak<span class="_ _2"></span>cji, wydania <span class="_ _2"></span>udziałów i dopłat do<span class="_ _2"></span> kapitału<span class="ff2"> </span></div></div><div class="c x29 ye8 w11 h14"><div class="t m0 x13 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">110 <span class="ls0"> </span></div></div><div class="c x7 ye8 w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 ye9 w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Nabycie a<span class="_ _2"></span>kcji/udziałów własnych<span class="_ _2"></span><span class="ff2"> </span></div></div><div class="c x29 ye9 w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 ye9 w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 yea w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Wpływy z tyt<span class="_ _2"></span>ułu zaciągnięcia k<span class="_ _2"></span>redytów i po<span class="_ _2"></span>życzek<span class="ff2"> </span></div></div><div class="c x29 yea w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 yea w12 h14"><div class="t m0 x37 h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 yeb w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Spłaty kredy<span class="_ _2"></span>tów i pożyc<span class="_ _2"></span>zek<span class="ff2"> </span></div></div><div class="c x29 yeb w11 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(10) </div></div><div class="c x7 yeb w12 h14"><div class="t m0 x2c h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(50) </div></div><div class="c x6 yec w10 h1e"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Spłata zobowią<span class="_ _2"></span>zań z tytułu leasi<span class="_ _2"></span>ngu <span class="ff2">finansowego </span></div></div><div class="c x29 yec w11 h1e"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 yec w12 h1e"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 yed w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Dywidendy wy<span class="_ _2"></span>płacone<span class="ff2"> </span></div></div><div class="c x29 yed w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 yed w12 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 yee w10 h14"><div class="t m0 x12 h8 y65 ff3 fs3 fc1 sc0 ls0 ws0">Odsetki<span class="_ _2"></span> zapłacone<span class="ff2"> </span></div></div><div class="c x29 yee w11 h14"><div class="t m0 x37 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x7 yee w12 h14"><div class="t m0 x2d h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(5) </div></div><div class="c x6 yef w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">Przepływy pienię<span class="_ _2"></span>żne netto z d<span class="_ _2"></span>ziałalności fi<span class="_ _2"></span>nansowej<span class="ff1"> </span></div></div><div class="c x29 yef w11 h14"><div class="t m0 x13 h1d y65 ff1 fs3 fc1 sc0 ls6 ws0">100 <span class="ls0"> </span></div></div><div class="c x7 yef w12 h14"><div class="t m0 x2c h1d y65 ff1 fs3 fc1 sc0 lsd ws0">(55)<span class="ls0"> </span></div></div><div class="c x6 yf0 w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">PRZEPŁYWY PIENIĘ<span class="_ _2"></span>ŻNE NETTO R<span class="_ _2"></span>AZEM<span class="ff1"> </span></div></div><div class="c x29 yf0 w11 h14"><div class="t m0 x13 h1d y65 ff1 fs3 fc1 sc0 ls6 ws0">150 <span class="ls0"> </span></div></div><div class="c x7 yf0 w12 h14"><div class="t m0 x1d h1d y65 ff1 fs3 fc1 sc0 ls0 ws0">(1 557) </div></div><div class="c x6 yf1 w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">BILANSOWA Z<span class="_ _2"></span>MIANA STANU Ś<span class="_ _2"></span>RODKÓW PIENIĘŻNY<span class="_ _2"></span>CH<span class="ff1"> </span></div></div><div class="c x29 yf1 w11 h14"><div class="t m0 x19 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">97 <span class="ls0"> </span></div></div><div class="c x7 yf1 w12 h14"><div class="t m0 x1f h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">(1 557) </div></div><div class="c x6 yf2 w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">ŚRODKI PIENIĘŻNE N<span class="_ _2"></span>A POCZĄTE<span class="_ _2"></span>K OKRESU<span class="ff1"> </span></div></div><div class="c x29 yf2 w11 h14"><div class="t m0 x13 h8 y65 ff2 fs3 fc1 sc0 ls6 ws0">112 <span class="ls0"> </span></div></div><div class="c x7 yf2 w12 h14"><div class="t m0 x17 h8 y65 ff2 fs3 fc1 sc0 ls0 ws0">1 669  </div></div><div class="c x6 yf3 w10 h14"><div class="t m0 x12 h1d y65 ffb fs3 fc1 sc0 ls0 ws0">ŚRODKI PIENIĘŻNE N<span class="_ _2"></span>A KONIEC OK<span class="_ _2"></span>RESU <span class="ff1"> </span></div></div><div class="c x29 yf3 w11 h14"><div class="t m0 x13 h1d y65 ff1 fs3 fc1 sc0 ls6 ws0">209 <span class="ls0"> </span></div></div><div class="c x7 yf3 w12 h14"><div class="t m0 x13 h1d y65 ff1 fs3 fc1 sc0 ls6 ws0">112 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 yf4 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yf5 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w1d h2e" ><div class="pc pc7 w1d h2e"><img class="bi x0 y1a w1e h2f" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABbYAAAPRCAIAAACu3GluAAAACXBIWXMAABYlAAAWJQFJUiTwAAAZSUlEQVR42uzcMU4jWRhG0fuGtgSItDOyJmL/a4EETwQJ3QlRDzLon2TijkalQj5nBfZXVknvylVrZgIAgDqdTp+fn/v5PJeXly4KAJv5ZgIAOMOT5x+8vb19ic/58fHxVT7q6XQ6HA5f4qNeX19fXV3t5/McDoeLiws3EAC2sfyLBHDydPJ08jzDk+cf3NzcfJVDqb8YAAD/I4kEJ08nTydPJ08nTwAAaM3MzLy/vzt5Onk6eTp5AgAAnK3/Esnr66uTJwAAAHC2PGgDAAAA0F8mAAAAAJBIAAAAACQSAAAAAIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAAAAAAICqVR1//jYEAAAAcLZ+fL/yoA0AAACAd5EAAAAASCQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAAAAAAAFSt6vjztyEANvPj+5Ubr1VxKS1mVYxvqH0OOzN///rHL+o8r74HbQAAAAC8iwQAAABAIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAABIIgEAAAAAAAAAoGpVD0/PhgDYzP3drRuvVXEpLWZVjG+ofQ47M4/HF7+o87z6HrQBAAAA8C4SAAAAAIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAAAAAAICqVc2MIQC2u/Ou5cZrVVxKi1kV4xvKsL743kbwoA0AAACAd5EAAAAASCQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAASSQAAAAAAAAAAFSt6uHp2RAAm7m/u3XjtSoupcWsivENtc9hZ+bx+OIXdZ5X34M2AAAAAN5FAgAAACCRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAACSRAAAAAAAAAABQtaqZMQTAdnfetdx4rYpLaTGrYnxDGdYX39sIHrQBAAAA8C4SAAAAAIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAIIkEAAAAI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class="c x1 y1 w1f h2e"><div class="t m0 x0 h8 yf6 ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okres <span class="_ _2"></span>od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 yf7 ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="ff2"> </span></div><div class="t m0 x3a h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">7</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 yf8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yf9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yfa ff3 fs2 fc1 sc0 ls0 ws0">SPRAWOZDANIE Z<span class="_ _2"></span>E ZMIAN <span class="_ _2"></span>W KAPITALE WŁASN<span class="_ _2"></span>YM<span class="ff2"> </span></div><div class="t m0 x0 h6 yfb ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yfc ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 yfd w20 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Sprawoz<span class="_ _2"></span>danie ze zm<span class="_ _2"></span>ian w ka<span class="_ _2"></span>pitale w<span class="_ _2"></span>łasnym<span class="ff7"> </span></div></div><div class="c x6 yff w21 h31"><div class="t m0 x3b h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Wyszczeg<span class="_ _2"></span>ólnienie<span class="ff7"> </span></div></div><div class="c x3c yff w22 h31"><div class="t m0 xe h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x3d h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">podstawowy<span class="_ _2"></span> </div></div><div class="c x3e yff w23 h31"><div class="t m0 x3f h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał<span class="ff7"> </span></div><div class="t m0 x32 h30 y101 ff6 fs8 fc1 sc0 ls0 ws0">zakładowy<span class="_ _2"></span><span class="ff7"> </span></div><div class="t m0 x3d h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">niezarejest<span class="_ _2"></span>rowany </div></div><div class="c x40 yff w24 h31"><div class="t m0 x41 h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x42 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">zapasowy <span class="_ _2"></span>z </div><div class="t m0 x3d h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">emisji akc<span class="_ _2"></span>ji </div></div><div class="c x43 yff w25 h31"><div class="t m0 x2b h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x44 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">zapasowy <span class="_ _2"></span>z </div><div class="t m0 x45 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">zysku </div><div class="t m0 x12 h30 y103 ff7 fs8 fc1 sc0 ls0 ws0">zatrzyman<span class="_ _2"></span>ego </div></div><div class="c x46 yff w26 h31"><div class="t m0 x32 h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x47 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">zapasowy <span class="_ _2"></span>z </div><div class="t m0 x45 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">wyceny </div><div class="t m0 xd h30 y103 ff7 fs8 fc1 sc0 ls0 ws0">programu<span class="_ _2"></span> </div><div class="t m0 x12 h30 y104 ff7 fs8 fc1 sc0 ls0 ws0">motywacyj<span class="_ _2"></span>nego </div></div><div class="c x48 yff w27 h31"><div class="t m0 x11 h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x3d h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">rezerwowy<span class="_ _2"></span> </div><div class="t m0 x3d h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">na nabyc<span class="_ _2"></span>ie </div><div class="t m0 x2b h30 y103 ff7 fs8 fc1 sc0 ls0 ws0">akcji </div><div class="t m0 x44 h30 y104 ff6 fs8 fc1 sc0 ls0 ws0">własnyc<span class="_ _2"></span>h<span class="ff7"> </span></div></div><div class="c x49 yff w28 h31"><div class="t m0 x12 h30 y100 ff7 fs8 fc1 sc0 ls0 ws0">Niepodz<span class="_ _2"></span>ielony </div><div class="t m0 x4a h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">wynik z lat<span class="_ _2"></span> </div><div class="t m0 x47 h30 y102 ff6 fs8 fc1 sc0 ls0 ws0">ubiegłych<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x4b yff w29 h31"><div class="t m0 x11 h30 y100 ff7 fs8 fc1 sc0 ls0 ws0">Zysk </div><div class="t m0 x44 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">(strata) </div><div class="t m0 x47 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">netto  </div></div><div class="c x4c yff w2a h31"><div class="t m0 x4d h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x4d h30 y101 ff6 fs8 fc1 sc0 ls0 ws0">własny </div><div class="t m0 x47 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">razem </div></div><div class="c x4e yff w2b h32"><div class="t m0 x42 h30 y105 ff7 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y106 w21 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Saldo na <span class="_ _2"></span>dzień 01.01.2<span class="_ _2"></span>023 r<span class="ff7"> </span></div></div><div class="c x3c y106 w2c h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">15 270  </div></div><div class="c x3e y106 w2d h14"><div class="t m0 x0 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y106 w24 h14"><div class="t m0 x50 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">117 523 <span class="_ _2"></span> </div></div><div class="c x43 y106 w2e h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">68 685  </div></div><div class="c x46 y106 w2f h14"><div class="t m0 x16 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x48 y106 w30 h14"><div class="t m0 x51 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x49 y106 w31 h14"><div class="t m0 x3f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">(12 254) </div></div><div class="c x4b y106 w29 h14"><div class="t m0 x52 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y106 w2a h14"><div class="t m0 x41 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">196 823  </div></div><div class="c x4e y106 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y107 w32 h14"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Zmiany zas<span class="_ _2"></span>ad (polity<span class="_ _2"></span>ki) rachunko<span class="_ _2"></span>wości<span class="ff9"> </span></div></div><div class="c x3c y107 w33 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y107 w2d h14"><div class="t m0 x0 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y107 w24 h14"><div class="t m0 x18 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y107 w25 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y107 w34 h14"><div class="t m0 x19 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y107 w35 h14"><div class="t m0 x54 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y107 w36 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y107 w29 h14"><div class="t m0 x12 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x4c y107 w2a h14"><div class="t m0 x55 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4e y107 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y108 w32 h14"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Korekta błędu<span class="_ _2"></span> podsta<span class="_ _2"></span>wowego<span class="ff9"> </span></div></div><div class="c x3c y108 w33 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y108 w2d h14"><div class="t m0 x0 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y108 w24 h14"><div class="t m0 x18 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y108 w25 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y108 w34 h14"><div class="t m0 x19 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y108 w35 h14"><div class="t m0 x54 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y108 w36 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y108 w29 h14"><div class="t m0 x52 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y108 w2a h14"><div class="t m0 x55 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4e y108 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y109 w32 h14"><div class="t m0 x12 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">Saldo po<span class="_ _2"></span> zmianach </div></div><div class="c x3c y109 w33 h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">15 270  </div></div><div class="c x3e y109 w2d h14"><div class="t m0 x0 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y109 w24 h14"><div class="t m0 x50 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">117 523 <span class="_ _2"></span> </div></div><div class="c x43 y109 w25 h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">68 685  </div></div><div class="c x46 y109 w34 h14"><div class="t m0 x16 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x48 y109 w35 h14"><div class="t m0 x51 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x49 y109 w36 h14"><div class="t m0 x20 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">(12 254) </div></div><div class="c x4b y109 w29 h14"><div class="t m0 x52 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y109 w2a h14"><div class="t m0 x41 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">196 823  </div></div><div class="c x4e y109 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y10a w32 h14"><div class="t m0 x12 h30 y10b ff6 fs8 fc1 sc0 ls0 ws0">Zmiany w<span class="_ _2"></span> kapitale<span class="_ _2"></span> własnym w <span class="_ _2"></span>okresie <span class="_ _2"></span>od 01.01 d<span class="_ _2"></span>o 31.12.20<span class="_ _2"></span>23 r<span class="ff7"> </span></div></div><div class="c x3c y10a w33 h14"><div class="t m0 x56 h30 y10b ff7 fs8 fc1 sc0 lse ws0">110 <span class="ls0"> </span></div></div><div class="c x3e y10a w2d h14"><div class="t m0 x0 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y10a w24 h14"><div class="t m0 x18 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y10a w2e h14"><div class="t m0 x53 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y10a w2f h14"><div class="t m0 x2d h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y10a w30 h14"><div class="t m0 x1f h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y10a w31 h14"><div class="t m0 xc h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y10a w29 h14"><div class="t m0 x32 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x4c y10a w2a h14"><div class="t m0 x2a h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">7 695  </div></div><div class="c x4e y10a w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y10c w32 h1e"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Podział wyn<span class="_ _2"></span>iku finanso<span class="_ _2"></span>wego<span class="ff9"> </span></div></div><div class="c x3c y10c w33 h1e"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y10c w2d h1e"><div class="t m0 x0 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y10c w24 h1e"><div class="t m0 x18 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y10c w2e h1e"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y10c w2f h1e"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y10c w30 h1e"><div class="t m0 x1f h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y10c w31 h1e"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y10c w29 h1e"><div class="t m0 x52 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y10c w2a h1e"><div class="t m0 x55 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4e y10c w2b h1e"><div class="t m0 x12 h33 y10d ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y10e w32 h14"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Rejestracja<span class="_ _2"></span> kapitału <span class="_ _2"></span>zakładowego<span class="ff9"> </span></div></div><div class="c x3c y10e w33 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y10e w2d h14"><div class="t m0 x0 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y10e w24 h14"><div class="t m0 x18 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y10e w2e h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y10e w2f h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y10e w30 h14"><div class="t m0 x1f h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y10e w31 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y10e w29 h14"><div class="t m0 x52 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y10e w2a h14"><div class="t m0 x55 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4e y10e w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y10f w32 h14"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Zakup ak<span class="_ _2"></span>cji własnych<span class="ff9"> </span></div></div><div class="c x3c y10f w33 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y10f w2d h14"><div class="t m0 x0 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y10f w24 h14"><div class="t m0 x18 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y10f w2e h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y10f w2f h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y10f w30 h14"><div class="t m0 x1f h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y10f w31 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y10f w29 h14"><div class="t m0 x52 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y10f w2a h14"><div class="t m0 x55 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4e y10f w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y110 w32 h14"><div class="t m0 x12 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">Emisja ak<span class="_ _2"></span>cji w rama<span class="_ _2"></span>ch Progra<span class="_ _2"></span>mu Motywa<span class="_ _2"></span>cyjnego </div></div><div class="c x3c y110 w33 h14"><div class="t m0 x56 h34 yfe ff9 fs8 fc1 sc0 lse ws0">110 <span class="ls0"> </span></div></div><div class="c x3e y110 w2d h14"><div class="t m0 x0 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x40 y110 w24 h14"><div class="t m0 x18 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y110 w2e h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y110 w2f h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y110 w30 h14"><div class="t m0 x1f h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y110 w31 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y110 w29 h14"><div class="t m0 x52 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y110 w2a h14"><div class="t m0 x20 h34 yfe ff9 fs8 fc1 sc0 lse ws0">110 <span class="ls0"> </span></div></div><div class="c x4e y110 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y111 w21 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Razem tra<span class="_ _2"></span>nsakcje z<span class="_ _2"></span> właścicie<span class="_ _2"></span>lem<span class="ff7"> </span></div></div><div class="c x3c y111 w2c h14"><div class="t m0 x56 h30 yfe ff7 fs8 fc1 sc0 lse ws0">110 <span class="ls0"> </span></div></div><div class="c x3e y111 w2d h14"><div class="t m0 x0 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y111 w24 h14"><div class="t m0 x18 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y111 w25 h14"><div class="t m0 x53 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y111 w34 h14"><div class="t m0 x19 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y111 w35 h14"><div class="t m0 x54 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y111 w36 h14"><div class="t m0 xc h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y111 w37 h14"><div class="t m0 x52 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4c y111 w38 h14"><div class="t m0 x51 h30 yfe ff7 fs8 fc1 sc0 lse ws0">110 <span class="ls0"> </span></div></div><div class="c x4e y111 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y112 w32 h14"><div class="t m0 x12 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">Zysk/strata<span class="_ _2"></span> netto za o<span class="_ _2"></span>kres od 0<span class="_ _2"></span>1.01. do 3<span class="_ _2"></span>1.12.2023 r </div></div><div class="c x3c y112 w33 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y112 w2d h14"><div class="t m0 x0 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y112 w24 h14"><div class="t m0 x18 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y112 w2e h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y112 w2f h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y112 w30 h14"><div class="t m0 x1f h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y112 w31 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y112 w29 h14"><div class="t m0 x32 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x4c y112 w2a h14"><div class="t m0 x2a h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x4e y112 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y113 w32 h35"><div class="t m0 x12 h34 y114 ff8 fs8 fc1 sc0 ls0 ws0">Inne dochod<span class="_ _2"></span>y całkowi<span class="_ _2"></span>te po opoda<span class="_ _2"></span>tkowaniu <span class="_ _2"></span>za okres<span class="_ _2"></span> od 01.01.<span class="_ _2"></span> do </div><div class="t m0 x12 h34 y115 ff9 fs8 fc1 sc0 ls0 ws0">31.12.2023<span class="_ _2"></span> r </div></div><div class="c x3c y113 w33 h35"><div class="t m0 x53 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y113 w2d h35"><div class="t m0 x0 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y113 w24 h35"><div class="t m0 x18 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y113 w2e h35"><div class="t m0 x53 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y113 w2f h35"><div class="t m0 x2d h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y113 w30 h35"><div class="t m0 x1f h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y113 w31 h35"><div class="t m0 xc h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y113 w29 h35"><div class="t m0 x12 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x4c y113 w2a h35"><div class="t m0 x55 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4e y113 w2b h35"><div class="t m0 x12 h33 y116 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y117 w21 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Razem całk<span class="_ _2"></span>owite doc<span class="_ _2"></span>hody<span class="ff7"> </span></div></div><div class="c x3c y117 w2c h14"><div class="t m0 x53 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3e y117 w2d h14"><div class="t m0 x0 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y117 w24 h14"><div class="t m0 x18 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x43 y117 w25 h14"><div class="t m0 x53 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x46 y117 w34 h14"><div class="t m0 x19 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x48 y117 w35 h14"><div class="t m0 x54 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x49 y117 w36 h14"><div class="t m0 xc h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x4b y117 w29 h14"><div class="t m0 x32 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x4c y117 w2a h14"><div class="t m0 x2a h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x4e y117 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y118 w21 h1e"><div class="t m0 x12 h30 y119 ff6 fs8 fc1 sc0 ls0 ws0">Saldo na <span class="_ _2"></span>dzień 31.12.2<span class="_ _2"></span>023 r<span class="ff7"> </span></div></div><div class="c x3c y118 w2c h1e"><div class="t m0 x4f h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">15 380  </div></div><div class="c x3e y118 w2d h1e"><div class="t m0 x0 h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x40 y118 w24 h1e"><div class="t m0 x50 h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">117 523 <span class="_ _2"></span> </div></div><div class="c x43 y118 w2e h1e"><div class="t m0 x4f h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">68 685  </div></div><div class="c x46 y118 w2f h1e"><div class="t m0 x56 h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x48 y118 w30 h1e"><div class="t m0 x51 h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x49 y118 w31 h1e"><div class="t m0 x3f h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">(12 254) </div></div><div class="c x4b y118 w29 h1e"><div class="t m0 x32 h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x4c y118 w2a h1e"><div class="t m0 x41 h30 y119 ff7 fs8 fc1 sc0 ls0 ws0">204 518  </div></div><div class="c x4e y118 w2b h1e"><div class="t m0 x12 h33 y11a ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w1f h2e"><div class="t m0 x0 h6 y11b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y11c ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y11d ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y11e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y11f ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w1d h2e" ><div class="pc pc8 w1d h2e"><img class="bi x0 y1a w39 h2f" alt="" 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class="c x1 y1 w1f h2e"><div class="t m0 x0 h8 yf6 ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okres <span class="_ _2"></span>od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 yf7 ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="ff2"> </span></div><div class="t m0 x3a h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">8</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 yf8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yf9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yfa ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y120 w3a h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Sprawoz<span class="_ _2"></span>danie ze zm<span class="_ _2"></span>ian w ka<span class="_ _2"></span>pitale w<span class="_ _2"></span>łasnym<span class="ff7"> </span></div></div><div class="c x6 y121 w21 h36"><div class="t m0 x3b h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Wyszczeg<span class="_ _2"></span>ólnienie<span class="ff7"> </span></div></div><div class="c x3c y121 w3b h36"><div class="t m0 xd h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x12 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">podstawowy<span class="_ _2"></span> </div></div><div class="c x57 y121 w3c h36"><div class="t m0 x21 h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał<span class="ff7"> </span></div><div class="t m0 x58 h30 y101 ff6 fs8 fc1 sc0 ls0 ws0">zakładowy<span class="_ _2"></span><span class="ff7"> </span></div><div class="t m0 x12 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">niezarejest<span class="_ _2"></span>rowany </div></div><div class="c x59 y121 w3d h36"><div class="t m0 xd h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x3d h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">zapasowy <span class="_ _2"></span>z </div><div class="t m0 x5a h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">emisji akc<span class="_ _2"></span>ji </div></div><div class="c x5b y121 w2c h36"><div class="t m0 x2b h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x44 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">zapasowy <span class="_ _2"></span>z </div><div class="t m0 x45 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">zysku </div><div class="t m0 x12 h30 y103 ff7 fs8 fc1 sc0 ls0 ws0">zatrzyman<span class="_ _2"></span>ego </div></div><div class="c x5c y121 w3e h36"><div class="t m0 x32 h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x47 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">zapasowy <span class="_ _2"></span>z </div><div class="t m0 x45 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">wyceny </div><div class="t m0 xd h30 y103 ff7 fs8 fc1 sc0 ls0 ws0">programu<span class="_ _2"></span> </div><div class="t m0 x12 h30 y104 ff7 fs8 fc1 sc0 ls0 ws0">motywacyj<span class="_ _2"></span>nego </div></div><div class="c x5d y121 w3f h36"><div class="t m0 x4a h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x12 h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">rezerwowy<span class="_ _2"></span> </div><div class="t m0 x45 h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">na </div><div class="t m0 x4d h30 y103 ff7 fs8 fc1 sc0 ls0 ws0">nabycie </div><div class="t m0 xd h30 y104 ff7 fs8 fc1 sc0 ls0 ws0">akcji </div><div class="t m0 x3d h30 y122 ff6 fs8 fc1 sc0 ls0 ws0">własnyc<span class="_ _2"></span>h<span class="ff7"> </span></div></div><div class="c x5e y121 w28 h36"><div class="t m0 x12 h30 y100 ff7 fs8 fc1 sc0 ls0 ws0">Niepodz<span class="_ _2"></span>ielony </div><div class="t m0 x4a h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">wynik z lat<span class="_ _2"></span> </div><div class="t m0 x47 h30 y102 ff6 fs8 fc1 sc0 ls0 ws0">ubiegłych<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x5f y121 w40 h36"><div class="t m0 x47 h30 y100 ff7 fs8 fc1 sc0 ls0 ws0">Zysk </div><div class="t m0 x5a h30 y101 ff7 fs8 fc1 sc0 ls0 ws0">(strata) </div><div class="t m0 x4a h30 y102 ff7 fs8 fc1 sc0 ls0 ws0">netto  </div></div><div class="c x3a y121 w41 h36"><div class="t m0 xe h30 y100 ff6 fs8 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x12 h30 y101 ff6 fs8 fc1 sc0 ls0 ws0">własny ra<span class="_ _2"></span>zem<span class="ff7"> </span></div></div><div class="c x60 y121 w2b h32"><div class="t m0 x61 h30 y105 ff7 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y123 w21 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Saldo na <span class="_ _2"></span>dzień 01.01.2<span class="_ _2"></span>022 r<span class="ff7"> </span></div></div><div class="c x3c y123 w42 h14"><div class="t m0 x3f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">15 205  </div></div><div class="c x57 y123 w43 h14"><div class="t m0 x62 h30 yfe ff7 fs8 fc1 sc0 lse ws0">65 <span class="ls0"> </span></div></div><div class="c x59 y123 w3d h14"><div class="t m0 x63 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">117 523 <span class="_ _2"></span> </div></div><div class="c x5b y123 w44 h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">60 766  </div></div><div class="c x5c y123 w45 h14"><div class="t m0 x56 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x5d y123 w46 h14"><div class="t m0 x21 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x5e y123 w31 h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">(8 534) </div></div><div class="c x5f y123 w40 h14"><div class="t m0 x64 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y123 w41 h14"><div class="t m0 x3f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">192 624  </div></div><div class="c x60 y123 w47 h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y124 w32 h14"><div class="t m0 x12 h34 y10b ff8 fs8 fc1 sc0 ls0 ws0">Zmiany zas<span class="_ _2"></span>ad (polity<span class="_ _2"></span>ki) rachunko<span class="_ _2"></span>wości<span class="ff9"> </span></div></div><div class="c x3c y124 w48 h14"><div class="t m0 x65 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y124 w43 h14"><div class="t m0 x66 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y124 w3d h14"><div class="t m0 x15 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y124 w2c h14"><div class="t m0 x53 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y124 w45 h14"><div class="t m0 x19 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y124 w46 h14"><div class="t m0 x33 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y124 w36 h14"><div class="t m0 xc h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y124 w40 h14"><div class="t m0 x12 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x3a y124 w41 h14"><div class="t m0 x53 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y124 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y125 w32 h14"><div class="t m0 x12 h34 y10b ff8 fs8 fc1 sc0 ls0 ws0">Korekta błędu<span class="_ _2"></span> podsta<span class="_ _2"></span>wowego<span class="ff9"> </span></div></div><div class="c x3c y125 w48 h14"><div class="t m0 x65 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y125 w43 h14"><div class="t m0 x66 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y125 w3d h14"><div class="t m0 x15 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y125 w2c h14"><div class="t m0 x53 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y125 w45 h14"><div class="t m0 x19 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y125 w46 h14"><div class="t m0 x33 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y125 w36 h14"><div class="t m0 xc h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y125 w40 h14"><div class="t m0 x64 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y125 w41 h14"><div class="t m0 x53 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y125 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y126 w32 h14"><div class="t m0 x12 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">Saldo po<span class="_ _2"></span> zmianach </div></div><div class="c x3c y126 w48 h14"><div class="t m0 x3f h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">15 205  </div></div><div class="c x57 y126 w43 h14"><div class="t m0 x62 h30 y10b ff7 fs8 fc1 sc0 lse ws0">65 <span class="ls0"> </span></div></div><div class="c x59 y126 w3d h14"><div class="t m0 x63 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">117 523 <span class="_ _2"></span> </div></div><div class="c x5b y126 w2c h14"><div class="t m0 x4f h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">60 766  </div></div><div class="c x5c y126 w45 h14"><div class="t m0 x16 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x5d y126 w46 h14"><div class="t m0 x21 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x5e y126 w36 h14"><div class="t m0 x4f h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">(8 534) </div></div><div class="c x5f y126 w40 h14"><div class="t m0 x64 h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y126 w41 h14"><div class="t m0 x3f h30 y10b ff7 fs8 fc1 sc0 ls0 ws0">192 624  </div></div><div class="c x60 y126 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y127 w32 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Zmiany w<span class="_ _2"></span> kapitale<span class="_ _2"></span> własnym w <span class="_ _2"></span>okresie <span class="_ _2"></span>od 01.01 d<span class="_ _2"></span>o 31.12.20<span class="_ _2"></span>22 r<span class="ff7"> </span></div></div><div class="c x3c y127 w48 h14"><div class="t m0 x33 h30 yfe ff7 fs8 fc1 sc0 lse ws0">65 <span class="ls0"> </span></div></div><div class="c x57 y127 w43 h14"><div class="t m0 x67 h30 yfe ff7 fs8 fc1 sc0 lsf ws0">(65)<span class="ls0"> </span></div></div><div class="c x59 y127 w3d h14"><div class="t m0 x15 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y127 w44 h14"><div class="t m0 x68 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">7 919  </div></div><div class="c x5c y127 w45 h14"><div class="t m0 x2d h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y127 w46 h14"><div class="t m0 x33 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y127 w31 h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">(7 919) </div></div><div class="c x5f y127 w40 h14"><div class="t m0 x2b h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x3a y127 w41 h14"><div class="t m0 x68 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x60 y127 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y128 w32 h14"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Podział wyn<span class="_ _2"></span>iku finanso<span class="_ _2"></span>wego<span class="ff9"> </span></div></div><div class="c x3c y128 w48 h14"><div class="t m0 x65 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y128 w43 h14"><div class="t m0 x66 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y128 w3d h14"><div class="t m0 x15 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y128 w44 h14"><div class="t m0 x68 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">7 919  </div></div><div class="c x5c y128 w45 h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y128 w46 h14"><div class="t m0 x33 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y128 w31 h14"><div class="t m0 x4f h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">(7 919) </div></div><div class="c x5f y128 w40 h14"><div class="t m0 x64 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y128 w41 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y128 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y129 w32 h14"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Rejestracja<span class="_ _2"></span> kapitału <span class="_ _2"></span>zakładowego<span class="ff9"> </span></div></div><div class="c x3c y129 w48 h14"><div class="t m0 x33 h34 yfe ff9 fs8 fc1 sc0 lse ws0">65 <span class="ls0"> </span></div></div><div class="c x57 y129 w43 h14"><div class="t m0 x67 h34 yfe ff9 fs8 fc1 sc0 lsf ws0">(65)<span class="ls0"> </span></div></div><div class="c x59 y129 w3d h14"><div class="t m0 x15 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y129 w44 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y129 w45 h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y129 w46 h14"><div class="t m0 x33 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y129 w31 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y129 w40 h14"><div class="t m0 x64 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y129 w41 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y129 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y12a w32 h1e"><div class="t m0 x12 h34 yfe ff8 fs8 fc1 sc0 ls0 ws0">Zakup ak<span class="_ _2"></span>cji własnych<span class="ff9"> </span></div></div><div class="c x3c y12a w48 h1e"><div class="t m0 x65 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y12a w43 h1e"><div class="t m0 x66 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y12a w3d h1e"><div class="t m0 x15 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y12a w44 h1e"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y12a w45 h1e"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y12a w46 h1e"><div class="t m0 x33 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y12a w31 h1e"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y12a w40 h1e"><div class="t m0 x64 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y12a w41 h1e"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y12a w2b h1e"><div class="t m0 x12 h33 y10d ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y12b w32 h14"><div class="t m0 x12 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">Emisja ak<span class="_ _2"></span>cji w rama<span class="_ _2"></span>ch Progra<span class="_ _2"></span>mu Motywa<span class="_ _2"></span>cyjnego </div></div><div class="c x3c y12b w48 h14"><div class="t m0 x65 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y12b w43 h14"><div class="t m0 x66 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y12b w3d h14"><div class="t m0 x15 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y12b w44 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y12b w45 h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y12b w46 h14"><div class="t m0 x33 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y12b w31 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y12b w40 h14"><div class="t m0 x64 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y12b w41 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y12b w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y12c w21 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Razem tra<span class="_ _2"></span>nsakcje z<span class="_ _2"></span> właścicie<span class="_ _2"></span>lem<span class="ff7"> </span></div></div><div class="c x3c y12c w42 h14"><div class="t m0 x56 h30 yfe ff7 fs8 fc1 sc0 lse ws0">65 <span class="ls0"> </span></div></div><div class="c x57 y12c w43 h14"><div class="t m0 x67 h30 yfe ff7 fs8 fc1 sc0 lsf ws0">(65)<span class="ls0"> </span></div></div><div class="c x59 y12c w3d h14"><div class="t m0 x15 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y12c w2c h14"><div class="t m0 x68 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">7 919  </div></div><div class="c x5c y12c w45 h14"><div class="t m0 x19 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y12c w46 h14"><div class="t m0 x33 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y12c w36 h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">(7 919) </div></div><div class="c x5f y12c w49 h14"><div class="t m0 x64 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x3a y12c w4a h14"><div class="t m0 x53 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y12c w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y12d w32 h14"><div class="t m0 x12 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">Zysk/strata<span class="_ _2"></span> netto za o<span class="_ _2"></span>kres od 0<span class="_ _2"></span>1.01. do 3<span class="_ _2"></span>1.12.2022 r </div></div><div class="c x3c y12d w48 h14"><div class="t m0 x65 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y12d w43 h14"><div class="t m0 x66 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y12d w3d h14"><div class="t m0 x15 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y12d w44 h14"><div class="t m0 x53 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y12d w45 h14"><div class="t m0 x2d h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y12d w46 h14"><div class="t m0 x33 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y12d w31 h14"><div class="t m0 xc h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y12d w40 h14"><div class="t m0 x2b h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x3a y12d w41 h14"><div class="t m0 x68 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x60 y12d w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y12e w32 h35"><div class="t m0 x12 h34 y114 ff8 fs8 fc1 sc0 ls0 ws0">Inne dochod<span class="_ _2"></span>y całkowi<span class="_ _2"></span>te po opoda<span class="_ _2"></span>tkowaniu <span class="_ _2"></span>za okres<span class="_ _2"></span> od 01.01.<span class="_ _2"></span> do </div><div class="t m0 x12 h34 y115 ff9 fs8 fc1 sc0 ls0 ws0">31.12.2022<span class="_ _2"></span> r </div></div><div class="c x3c y12e w48 h35"><div class="t m0 x65 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y12e w43 h35"><div class="t m0 x66 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y12e w3d h35"><div class="t m0 x15 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y12e w44 h35"><div class="t m0 x53 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y12e w45 h35"><div class="t m0 x2d h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y12e w46 h35"><div class="t m0 x33 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y12e w31 h35"><div class="t m0 xc h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y12e w40 h35"><div class="t m0 x12 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c x3a y12e w41 h35"><div class="t m0 x53 h34 y114 ff9 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x60 y12e w2b h35"><div class="t m0 x12 h33 y116 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y12f w21 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Razem całk<span class="_ _2"></span>owite doc<span class="_ _2"></span>hody<span class="ff7"> </span></div></div><div class="c x3c y12f w42 h14"><div class="t m0 x65 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x57 y12f w43 h14"><div class="t m0 x66 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y12f w3d h14"><div class="t m0 x15 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5b y12f w2c h14"><div class="t m0 x53 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5c y12f w45 h14"><div class="t m0 x19 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5d y12f w46 h14"><div class="t m0 x33 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5e y12f w36 h14"><div class="t m0 xc h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x5f y12f w40 h14"><div class="t m0 x2b h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x3a y12f w41 h14"><div class="t m0 x68 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x60 y12f w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y130 w21 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Saldo na <span class="_ _2"></span>dzień 31.12.2<span class="_ _2"></span>022 r<span class="ff7"> </span></div></div><div class="c x3c y130 w42 h14"><div class="t m0 x3f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">15 270  </div></div><div class="c x57 y130 w43 h14"><div class="t m0 x66 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">-    </div></div><div class="c x59 y130 w3d h14"><div class="t m0 x63 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">117 523 <span class="_ _2"></span> </div></div><div class="c x5b y130 w44 h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">68 685  </div></div><div class="c x5c y130 w45 h14"><div class="t m0 x56 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">2 499  </div></div><div class="c x5d y130 w46 h14"><div class="t m0 x21 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">5 100  </div></div><div class="c x5e y130 w31 h14"><div class="t m0 x3f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">(16 453) </div></div><div class="c x5f y130 w40 h14"><div class="t m0 x2b h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x3a y130 w41 h14"><div class="t m0 x3f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">196 823  </div></div><div class="c x60 y130 w2b h14"><div class="t m0 x12 h33 y33 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w1f h2e"><div class="t m0 x0 h6 y131 ff2 fs2 fc1 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 x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x5b h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1">9</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y59 ff5 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y132 ff5 fs5 fc4 sc0 ls0 ws0">III INFORMACJA O PODMIOCIE </div><div class="t m0 x0 h5 y133 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 y134 ff1 fs2 fc1 sc0 ls0 ws0">3.1.<span class="ff7"> <span class="_ _4"></span><span class="ff1">Informacje o E<span class="_ _2"></span>mitencie </span></span></div><div class="t m0 x0 h6 y135 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y136 ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="ls10">SA</span> <span class="_ _2"></span><span class="ff3">j<span class="_ _2"></span>est Sp<span class="_ _2"></span>ółk<span class="ls11">ą <span class="_ _2"></span><span class="ff2 ls0">inwestycyjn<span class="ff3">ą. <span class="_ _2"></span>Przed<span class="_ _2"></span>miot <span class="_ _2"></span>działaln<span class="_ _2"></span>ości stan<span class="_ _2"></span>owi <span class="ff2">d<span class="_ _2"></span>oradztwo, <span class="_ _2"></span><span class="ff3">zarz<span class="_ _2"></span>ądza<span class="ff2">nie <span class="_ _2"></span>i in<span class="_ _2"></span>westycje. </span></span></span></span></span></span></span></div><div class="t m0 x0 h6 y137 ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _8"></span>okresie <span class="_ _8"></span>sprawozdawcz<span class="_ _2"></span>ym <span class="_ _8"></span>i <span class="_ _8"></span>do <span class="_ _8"></span>dnia <span class="_ _8"></span>przekazania<span class="_ _2"></span> <span class="_ _8"></span>raportu <span class="_ _8"></span><span class="ff3">Spółki <span class="_ _8"></span></span>- <span class="_ _8"></span>inwestycje<span class="_ _2"></span> <span class="_ _8"></span>ALTA <span class="_ _8"></span><span class="ls10">SA<span class="ls12">, <span class="_ _9"> </span></span></span><span class="ff3">prowadził<span class="_ _2"></span>y </span></div><div class="t m0 x0 h6 y138 ff3 fs2 fc1 sc0 ls0 ws0">następujące <span class="_ _a"></span>działaln<span class="_ _2"></span>ości: <span class="_ _a"></span>pozyskanie, <span class="_ _a"></span>przygotowanie <span class="_ _a"></span>i<span class="_ _2"></span> <span class="_ _a"></span>sprzedaż <span class="_ _a"></span>grun<span class="_ _2"></span>tów <span class="_ _a"></span>pod <span class="_ _a"></span>zabudowę <span class="_ _a"></span>(działalność<span class="_ _2"></span> </div><div class="t m0 x0 h6 y139 ff2 fs2 fc1 sc0 ls0 ws0">urbanistyczna, <span class="_ _b"> </span>planistyczn<span class="_ _2"></span>a, <span class="_ _b"> </span>projektowa) <span class="_ _b"> </span><span class="ff3">a <span class="_ _b"> </span>także <span class="_ _b"> </span>w <span class="_ _b"> </span>mniejszym <span class="_ _b"> </span>zakresie<span class="_ _2"></span> <span class="_ _b"> </span>wynajem <span class="_ _b"> </span>własnych </span></div><div class="t m0 x0 h6 y13a ff3 fs2 fc1 sc0 ls0 ws0">nieruchomości <span class="ff2">(pr<span class="_ _2"></span>operty man<span class="_ _2"></span>agement). </span></div><div class="t m0 x0 h6 y13b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 y13c ff1 fs2 fc1 sc0 ls0 ws0">3.2.<span class="ff7"> <span class="_ _4"></span><span class="ff1">Informacje o <span class="ffb">s<span class="_ _2"></span>tosowanej po<span class="_ _2"></span>lityce rachunkowo<span class="_ _2"></span>ści zgodnie z M<span class="_ _2"></span>SSF 10<span class="ff1"> </span></span></span></span></div><div class="t m0 x0 h6 y13d ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y13e ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="_ _0"></span><span class="ls10">SA</span> <span class="_ _0"></span><span class="ff3">jest jednostką <span class="_ _0"></span>inwestycyjną w <span class="_ _0"></span>rozumieniu Międzynarodoweg<span class="_ _2"></span>o <span class="_ _0"></span>Standardu Sprawozdawczości<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y13f ff2 fs2 fc1 sc0 ls0 ws0">Finansowej 10: S<span class="_ _2"></span>konsolidowane spra<span class="_ _2"></span>wozdania finans<span class="_ _2"></span>owe (dalej MSSF 10). </div><div class="t m0 x0 h6 y140 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y141 ff3 fs2 fc1 sc0 ls0 ws0">Zgodnie z oceną Zarz<span class="_ _2"></span>ądu Spółka ALTA spełni<span class="_ _2"></span>ła warunki zawart<span class="_ _2"></span>e w MSSF <span class="_ _2"></span>10 oraz MSSF 12 parag<span class="_ _2"></span>raf 9A.<span class="ff2"> </span></div><div class="t m0 x0 h6 y142 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y143 ff3 fs2 fc1 sc0 ls0 ws0">Zarząd <span class="_ _a"></span>rozpatrzył <span class="_ _8"></span>MSSF <span class="_ _a"></span>1<span class="_ _0"></span>0 <span class="_ _a"></span>w <span class="_ _8"></span>zakresie <span class="_ _8"></span>podstaw <span class="_ _a"></span>do<span class="_ _0"></span> <span class="_ _8"></span>uznan<span class="_ _2"></span>ia, <span class="_ _8"></span>że <span class="_ _a"></span>Spółka <span class="_ _8"></span>jest<span class="_ _0"></span> <span class="_ _8"></span>jednostką <span class="_ _a"></span>inwestycyjną <span class="_ _a"></span>i </div><div class="t m0 x0 h6 y144 ff3 fs2 fc1 sc0 ls0 ws0">spełnia zawarte <span class="_ _2"></span>w nim warunki tj. <span class="ff2"> </span></div><div class="t m0 x0 h6 y145 ff2 fs2 fc1 sc0 ls0 ws0">zgodnie z MSSF 10<span class="_ _2"></span> par 27: </div><div class="t m0 x0 h6 y146 ff3 fs2 fc1 sc0 ls0 ws0">(a) <span class="_ _8"></span>uzyskuje <span class="_ _a"></span>śro<span class="_ _0"></span>dki <span class="_ _8"></span>finanso<span class="_ _2"></span>we <span class="_ _8"></span>od <span class="_ _8"></span>jednego <span class="_ _8"></span>lub <span class="_ _a"></span>większej <span class="_ _8"></span>liczby <span class="_ _8"></span>inwestorów <span class="_ _a"></span>w <span class="_ _8"></span>celu <span class="_ _8"></span>świadczenia <span class="_ _8"></span>temu </div><div class="t m0 x0 h6 y147 ff3 fs2 fc1 sc0 ls0 ws0">inwestorowi (ty<span class="_ _2"></span>m inwestorom) usług<span class="_ _2"></span> w zakresie zarz<span class="_ _2"></span>ądzania in<span class="_ _2"></span>westycjami;<span class="ff2"> </span></div><div class="t m0 x0 h6 y148 ff3 fs2 fc1 sc0 ls0 ws0">(b) <span class="_ _a"></span>zobowiązu<span class="_ _2"></span>je <span class="_ _a"></span>się <span class="_ _c"></span>wobec <span class="_ _c"></span>swojego <span class="_ _c"></span>inwestora <span class="_ _a"></span>(swoic<span class="_ _2"></span>h <span class="_ _c"></span>inwestorów), <span class="_ _c"></span>że <span class="_ _a"></span>przedmiotem <span class="_ _c"></span>jej <span class="_ _c"></span>działalności </div><div class="t m0 x0 h6 y149 ff3 fs2 fc1 sc0 ls0 ws0">jest <span class="_ _d"> </span>inwesto<span class="_ _2"></span>wanie <span class="_ _d"> </span>środk<span class="_ _2"></span>ów <span class="_ _d"> </span>finansowy<span class="_ _2"></span>ch <span class="_ _d"> </span>jedynie <span class="_ _e"> </span>w <span class="_ _e"> </span>celu <span class="_ _d"> </span>uzyskiwania <span class="_ _e"> </span>zwrotów <span class="_ _e"> </span>pochodzących <span class="_ _e"> </span>ze </div><div class="t m0 x0 h6 y14a ff3 fs2 fc1 sc0 ls0 ws0">wzrostu wartości inwes<span class="_ _2"></span>tycji, z<span class="_ _2"></span> przychodów z inwes<span class="_ _2"></span>tycji lu<span class="_ _2"></span>b z obu tych źródeł; oraz<span class="ff2"> </span></div><div class="t m0 x0 h6 y73 ff3 fs2 fc1 sc0 ls0 ws0">(c) <span class="_ _9"></span>dokonuje <span class="_ _8"></span>wyceny <span class="_ _9"></span>i <span class="_ _8"></span>oceny <span class="_ _9"></span>wyników <span class="_ _8"></span>działalności <span class="_ _8"></span>w <span class="_ _9"> </span>odniesieniu <span class="_ _8"></span>do <span class="_ _9"> </span>zasadniczo <span class="_ _8"></span>wszystkich <span class="_ _9"> </span>swoich<span class="_ _2"></span> </div><div class="t m0 x0 h6 y14b ff3 fs2 fc1 sc0 ls0 ws0">inwestycji według <span class="_ _2"></span>wartości godz<span class="_ _2"></span>iwej.<span class="ff2"> </span></div><div class="t m0 x0 h6 y14c ff2 fs2 fc1 sc0 ls0 ws0">oraz zgodnie z  </div><div class="t m0 x0 h6 y14d ff2 fs2 fc1 sc0 ls0 ws0">MSSF 10 paragraf <span class="_ _2"></span>28 </div><div class="t m0 x0 h6 y14e ff3 fs2 fc1 sc0 ls0 ws0">Dokonując oceny swojej zgodności z <span class="_ _0"></span>definicją zawartą w paragrafie 27, <span class="_ _0"></span>rozpatrzyła i rozpoznała cechy<span class="_ _2"></span> </div><div class="t m0 x0 h6 y14f ff3 fs2 fc1 sc0 ls0 ws0">charakterystyczne dla <span class="_ _2"></span>jednostki<span class="_ _2"></span> inwestycyjnej. Zg<span class="_ _2"></span>odnie z MSSF <span class="_ _2"></span>10 cechy te st<span class="_ _2"></span>anowią następujące:<span class="ff2"> </span></div><div class="t m0 x0 h6 y150 ff3 fs2 fc1 sc0 ls0 ws0">(a) posiada więcej niż<span class="_ _2"></span> jedną inwest<span class="_ _2"></span>ycję;<span class="ff2"> </span></div><div class="t m0 x0 h6 y151 ff3 fs2 fc1 sc0 ls0 ws0">(b) posiada więcej niż<span class="_ _2"></span> jednego inwest<span class="_ _2"></span>ora;<span class="ff2"> </span></div><div class="t m0 x0 h6 y152 ff3 fs2 fc1 sc0 ls0 ws0">(c) posiada inwest<span class="_ _2"></span>orów, którzy nie<span class="_ _2"></span> są podmiotami p<span class="_ _2"></span>owiązany<span class="_ _2"></span>mi z jednostką; ora<span class="_ _2"></span>z<span class="ff2"> </span></div><div class="t m0 x0 h6 y153 ff3 fs2 fc1 sc0 ls0 ws0">(d) posiada udziały w<span class="_ _2"></span>łasnościowe w<span class="_ _2"></span> formie kapita<span class="_ _2"></span>łu własnego lub p<span class="_ _2"></span>odobne udział<span class="_ _2"></span>y <span class="ff2"> </span></div><div class="t m0 x0 h6 y154 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y155 ff3 fs2 fc1 sc0 ls0 ws0">Zgodnie z<span class="_ _2"></span> przepisami<span class="_ _2"></span> <span class="_ _2"></span>MSSF b<span class="_ _2"></span>rak którejk<span class="_ _2"></span>olwiek z<span class="_ _2"></span> tych <span class="_ _2"></span>cech cha<span class="_ _2"></span>rakteryst<span class="_ _2"></span>ycznych n<span class="_ _2"></span>iekoniecznie <span class="_ _2"></span>oznacza,<span class="_ _2"></span> </div><div class="t m0 x0 h6 y156 ff3 fs2 fc1 sc0 ls0 ws0">że <span class="_ _2"></span>dan<span class="_ _2"></span>ej <span class="_ _2"></span>jednostki <span class="_ _f"></span>nie <span class="_ _f"></span>można <span class="_ _2"></span>klasyfikować <span class="_ _f"></span>jako <span class="_ _f"></span>jednostki <span class="_ _f"></span>inwestycyjnej. <span class="_ _f"></span>Jednostka <span class="_ _f"></span>inwestycyjna, <span class="_ _f"></span>której </div><div class="t m0 x0 h6 y157 ff3 fs2 fc1 sc0 ls0 ws0">nie m<span class="_ _2"></span>ożna <span class="_ _2"></span>przypisać <span class="_ _2"></span>wszyst<span class="_ _2"></span>kich <span class="_ _2"></span>powyższych <span class="_ _2"></span>cech <span class="_ _f"></span>charak<span class="ff2">terystycznych, <span class="_ _2"></span>ujawnia <span class="_ _f"></span>dodatkowe in<span class="_ _2"></span>formacje </span></div><div class="t m0 x0 h6 y158 ff3 fs2 fc1 sc0 ls0 ws0">wymagane w paragrafi<span class="_ _2"></span>e 9A MSSF 1<span class="_ _2"></span>2 Ujawnianie udział<span class="_ _2"></span>ów w innych jedno<span class="_ _2"></span>stkach.<span class="ff2"> </span></div><div class="t m0 x0 h6 y159 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y15a ff3 fs2 fc1 sc0 ls0 ws0">Konsekwentnie <span class="_ _2"></span>w <span class="_ _2"></span>latach <span class="_ _2"></span>ub<span class="_ _2"></span>iegłych (<span class="_ _2"></span>od 2<span class="_ _2"></span>008<span class="ff2"> r.) <span class="_ _2"></span> <span class="_ _2"></span>ALTA <span class="_ _2"></span><span class="ls13">SA<span class="ls0"> <span class="ff3">sporządz<span class="_ _2"></span>ała w<span class="_ _2"></span>ycenę <span class="_ _2"></span>inwestycji <span class="_ _2"></span>(akcje <span class="_ _2"></span>i <span class="_ _2"></span>udziały </span></span></span></span></div><div class="t m0 x0 h6 y15b ff3 fs2 fc1 sc0 ls0 ws0">spółek) <span class="_ _f"></span>do <span class="_ _f"></span>wartości <span class="_ _f"></span>godziwej <span class="_ _f"></span>ujmując <span class="_ _f"></span>jej <span class="_ _f"></span>efekty <span class="_ _f"></span>w <span class="_ _f"></span>wyniku <span class="_ _f"></span>finansowym, <span class="_ _f"></span>zgodnie <span class="_ _f"></span>z <span class="_ _f"></span>zasadami <span class="_ _f"></span>określony<span class="_ _2"></span>mi </div><div class="t m0 x0 h6 y15c ff3 fs2 fc1 sc0 ls0 ws0">obecnie w MSSF 1<span class="_ _2"></span>0 dotyczący<span class="_ _2"></span>mi jednostek inw<span class="_ _2"></span>estycyjnych. <span class="ff2"> </span></div><div class="t m0 x0 h5 y15d ffb fs2 fc1 sc0 ls0 ws0">Zarząd ALTA <span class="ff1 ls14">SA<span class="ls0"> </span></span>wycenia Spół<span class="_ _2"></span>ki/Inwestycje w wartości godziwej zgodnie z najlepszą wiedzą zarzą<span class="_ _2"></span>du </div><div class="t m0 x0 h5 y15e ffb fs2 fc1 sc0 ls0 ws0">i <span class="_ _a"></span>przy <span class="_ _a"></span>zastosowaniu <span class="_ _c"></span>dostępnych <span class="_ _a"></span>i <span class="_ _a"></span>odpowiedni<span class="_ _2"></span>ch <span class="_ _a"></span>technik <span class="_ _c"></span>w<span class="_ _0"></span>yceny <span class="_ _a"></span>oraz <span class="_ _a"></span>ujmuje <span class="_ _c"></span>wycenę <span class="_ _a"></span>przez <span class="_ _a"></span>wynik </div><div class="t m0 x0 h5 y15f ffb fs2 fc1 sc0 ls0 ws0">finansowy <span class="_ _10"> </span>w  pozycji  „wyn<span class="_ _2"></span>ik  ze  zbycia  i  pr<span class="_ _2"></span>zeszacowan<span class="_ _2"></span>ia  aktywów  f<span class="_ _2"></span>inansowych<span class="_ _2"></span>  wycenian<span class="_ _0"></span><span class="ff1">ych  w </span></div><div class="t m0 x0 h5 y160 ffb fs2 fc1 sc0 ls0 ws0">wartościach godz<span class="_ _2"></span>iwych prz<span class="_ _2"></span>ez wynik finanso<span class="_ _2"></span>wy”.<span class="ff1"> </span></div><div class="t m0 x0 h6 y161 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y162 ff2 fs2 fc1 sc0 ls0 ws0">ALTA  <span class="ls10">SA</span>  <span class="ff3">wpisana <span class="_ _10"> </span>jest  d<span class="_ _2"></span>o  rejestru <span class="_ _10"> </span>przedsi<span class="_ _2"></span>ębiorców <span class="_ _10"> </span>Krajowego  Rej<span class="_ _2"></span>estru  Sąd<span class="_ _2"></span>owego  p<span class="_ _2"></span>od  numerem </span></div><div class="t m0 x0 h6 y163 ff2 fs2 fc1 sc0 ls0 ws0">0000149976. <span class="ff3">Siedz<span class="_ _2"></span>ibą Spółki jest Warsza<span class="_ _2"></span>wa.<span class="ff2"> </span></span></div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w0 h0" ><div class="pc pca w0 h0"><img class="bi x0 y1a w4b h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">10</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 y8d ff1 fs2 fc1 sc0 ls0 ws0">3.3.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Inwestycje Spó<span class="_ _2"></span>łki<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h24 y165 ff3 fs7 fc1 sc0 ls0 ws0">Na dzień bilan<span class="_ _0"></span>sowy sprawozdania finan<span class="_ _0"></span>sowego inwestycje Spó<span class="_ _0"></span>łki ALTA obejmowały<span class="_ _0"></span>:<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x6 y166 w4c h37"><div class="t m0 x6a h38 y167 ffd fs6 fc1 sc0 ls0 ws0">Nazwa i forma </div><div class="t m0 x2a h38 y168 ffd fs6 fc1 sc0 ls0 ws0">prawna </div></div><div class="c x6b y166 w4d h37"><div class="t m0 xd h38 y167 ffd fs6 fc1 sc0 ls0 ws0">Siedziba </div></div><div class="c x6c y166 w4e h37"><div class="t m0 xe h38 y167 ffe fs6 fc1 sc0 ls0 ws0">Kapitał </div><div class="t m0 x6a h38 y168 ffe fs6 fc1 sc0 ls0 ws0">zakładowy </div><div class="t m0 x3f h38 y169 ffe fs6 fc1 sc0 ls15 ws0">zł<span class="ffd ls0"> </span></div></div><div class="c x6d y166 w4f h37"><div class="t m0 x67 h38 y167 ffe fs6 fc1 sc0 ls0 ws0">Zakres działalności<span class="ffd"> </span></div></div><div class="c x6e y166 w50 h37"><div class="t m0 x50 h38 y167 ffe fs6 fc1 sc0 ls0 ws0">Udział % w kapitale </div><div class="t m0 x6f h38 y168 ffe fs6 fc1 sc0 ls0 ws0">zakładowym<span class="ffd"> </span></div></div><div class="c x6 y16a w4c h39"><div class="t m0 x70 h3a y16b ff2 fs6 fc1 sc0 ls0 ws0">Miasteczko </div><div class="t m0 x50 h3a y16c ff2 fs6 fc1 sc0 ls0 ws0">Siewierz </div><div class="t m0 x50 h3a y16d ff2 fs6 fc1 sc0 ls0 ws0">Jeziorna  </div><div class="t m0 x32 h3a y16e ff2 fs6 fc1 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x6b y16a w4d h39"><div class="t m0 xd h3a y16b ff2 fs6 fc1 sc0 ls0 ws0">Siewierz </div></div><div class="c x6c y16a w4e h39"><div class="t m0 x44 h3a y16b ff2 fs6 fc1 sc0 lsc ws0">60<span class="ls0"> </span>32<span class="ls0">5 6</span>00<span class="ls0"> </span></div></div><div class="c x6d y16a w4f h39"><div class="t m0 x3d h3a y16b ff3 fs6 fc1 sc0 ls0 ws0">Spółka jest właścicielem nieruchomości, na </div><div class="t m0 x3d h3a y16c ff3 fs6 fc1 sc0 ls0 ws0">której realizowany jest projekt Siewierz<span class="ff2">-</span></div><div class="t m0 x3d h3a y16d ff3 fs6 fc1 sc0 ls0 ws0">Jeziorna, budowy zrównoważonego miasta. <span class="ff2"> </span></div><div class="t m0 x3d h3a y16e ff3 fs6 fc1 sc0 ls0 ws0">Do zadań Spółki należy przygotowanie i </div><div class="t m0 x3d h3a y167 ff3 fs6 fc1 sc0 ls0 ws0">uzbrojenie terenu inwestycji pod budowę </div><div class="t m0 x3d h3a y168 ff3 fs6 fc1 sc0 ls0 ws0">domów, sprzedaż gotowych działek </div><div class="t m0 x3d h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">budowlanych. </div></div><div class="c x6e y16a w51 h39"><div class="t m0 x50 h3a y16b ff2 fs6 fc1 sc0 ls0 ws0">ALTA <span class="ls16">SA</span> </div></div><div class="c x71 y16a w52 h39"><div class="t m0 x4a h3a y16b ff2 fs6 fc1 sc0 lsc ws0">100%<span class="ls0"> </span></div></div><div class="c x6 y16f w4c h3b"><div class="t m0 x47 h3a y170 ff2 fs6 fc1 sc0 ls0 ws0">TUP Property </div><div class="t m0 x32 h3a y171 ff2 fs6 fc1 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x6b y16f w4d h3b"><div class="t m0 x4a h3a y170 ff2 fs6 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c x6c y16f w4e h3b"><div class="t m0 xd h3a y170 ff2 fs6 fc1 sc0 lsc ws0">560 000<span class="ls0"> </span></div><div class="t m0 x72 h3a y171 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c x6d y16f w4f h3b"><div class="t m0 x3d h3a y170 ff3 fs6 fc1 sc0 ls0 ws0">Zarządzanie i realizacja projektów </div><div class="t m0 x3d h3a y171 ff3 fs6 fc1 sc0 ls0 ws0">inwestycyjnych, wynajem nieruchomości, </div><div class="t m0 x3d h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">sprzedaż nieruchomości. <span class="ff2"> </span></div></div><div class="c x6e y16f w51 h3b"><div class="t m0 x50 h3a y170 ff2 fs6 fc1 sc0 ls0 ws0">ALTA <span class="ls16">SA</span> </div></div><div class="c x71 y16f w52 h3b"><div class="t m0 x4a h3a y170 ff2 fs6 fc1 sc0 lsc ws0">100%<span class="ls0"> </span></div></div><div class="c x6 y172 w4c h3c"><div class="t m0 x73 h3a y167 ff2 fs6 fc1 sc0 ls0 ws0">EP 18  </div><div class="t m0 x32 h3a y173 ff2 fs6 fc1 sc0 ls0 ws0">Sp. z o.o.  </div><div class="t m0 x52 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c x6b y172 w4d h3c"><div class="t m0 x4a h3a y167 ff2 fs6 fc1 sc0 ls0 ws0">Warszawa </div></div><div class="c x6c y172 w4e h3c"><div class="t m0 x45 h3a y167 ff2 fs6 fc1 sc0 lsc ws0">5 000<span class="ls0"> </span></div></div><div class="c x6d y172 w4f h3c"><div class="t m0 x3d h3a y167 ff3 fs6 fc1 sc0 ls0 ws0">Spółka do realizacji przedsięwzięć </div><div class="t m0 x3d h3a y173 ff2 fs6 fc1 sc0 ls0 ws0">inwestycyjnych lub restrukturyzacyjnych </div></div><div class="c x6e y172 w51 h3c"><div class="t m0 x47 h3a y167 ff2 fs6 fc1 sc0 ls0 ws0">TUP Property </div><div class="t m0 x32 h3a y173 ff2 fs6 fc1 sc0 ls0 ws0">Sp. z o.o. </div></div><div class="c x71 y172 w52 h3c"><div class="t m0 x4a h3a y167 ff2 fs6 fc1 sc0 lsc ws0">100%<span class="ls0"> </span></div></div><div class="c x6 y174 w4c h3d"><div class="t m0 x50 h3a y16e ff3 fs6 fc1 sc0 ls0 ws0">Przystań </div><div class="t m0 x50 h3a y167 ff2 fs6 fc1 sc0 ls0 ws0">Siewierz  </div><div class="t m0 x32 h3a y168 ff2 fs6 fc1 sc0 ls0 ws0">Sp. z o.o.  </div><div class="t m0 xd h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">w likwidacji </div></div><div class="c x6b y174 w4d h3d"><div class="t m0 xd h3a y16e ff2 fs6 fc1 sc0 ls0 ws0">Siewierz </div></div><div class="c x6c y174 w4e h3d"><div class="t m0 x47 h3a y16e ff2 fs6 fc1 sc0 ls17 ws0">  <span class="lsc">300<span class="ls0"> </span>000<span class="ls0"> </span></span></div></div><div class="c x6d y174 w4f h3d"><div class="t m0 x3d h3a y16e ff3 fs6 fc1 sc0 ls0 ws0">Spółka celowa, zajmowała się </div><div class="t m0 x3d h3a y167 ff3 fs6 fc1 sc0 ls0 ws0">administrowaniem terenów<span class="ff2"> </span></div></div><div class="c x6e y174 w51 h3d"><div class="t m0 x50 h3a y16e ff2 fs6 fc1 sc0 ls0 ws0">ALTA <span class="ls16">SA</span> </div></div><div class="c x71 y174 w52 h3d"><div class="t m0 x4a h3a y16e ff2 fs6 fc1 sc0 lsc ws0">100%<span class="ls0"> </span></div><div class="t m0 x50 h3a y167 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y175 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y176 ff3 fs2 fc1 sc0 ls0 ws0">W strukturze własno<span class="_ _2"></span>ści <span class="ff2">w 2023 <span class="ls2">r. </span>i do dnia pub<span class="_ _2"></span>likacji <span class="ff3">zaszły nast<span class="_ _2"></span>ępujące zmian<span class="_ _2"></span>y:<span class="ff2"> </span></span></span></div><div class="t m0 x22 h6 y177 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Sprzedaż udz<span class="_ _2"></span>iałów C<span class="ff2">P </span>Tychy Sp. z o.o, w up<span class="_ _2"></span>adłości<span class="ff2"> </span></span></span></div><div class="t m0 x74 h6 y178 ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>dniu <span class="_ _f"></span>13.07.2023 <span class="_ _2"></span><span class="ff3">r. <span class="_ _2"></span>Spółk<span class="_ _2"></span>a <span class="_ _2"></span>TUP <span class="_ _f"></span>Property <span class="_ _2"></span>zawarła <span class="_ _f"></span>umowę <span class="_ _2"></span>sprzedaż<span class="_ _2"></span>y <span class="_ _2"></span>udziałów <span class="_ _f"></span>Spółki <span class="_ _2"></span>CP <span class="_ _f"></span>Tychy </span></div><div class="t m0 x74 h6 y179 ff3 fs2 fc1 sc0 ls0 ws0">Sp. <span class="_ _c"></span>z <span class="_ _a"></span>o.o. <span class="_ _a"></span>w <span class="_ _a"></span>upadłości. <span class="_ _c"></span>Sprzedaż <span class="_ _c"></span>udziałów <span class="_ _a"></span>nie <span class="_ _a"></span>wpłynęła <span class="_ _c"></span>na <span class="_ _a"></span>sytuację <span class="_ _c"></span>finansowa <span class="_ _c"></span>TUP <span class="_ _a"></span>Property </div><div class="t m0 x74 h6 y17a ff2 fs2 fc1 sc0 ls0 ws0">oraz Emitenta. <span class="_ _2"></span> </div><div class="t m0 x22 h6 y17b fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Podwyższenie kapita<span class="_ _2"></span>łu zakładoweg<span class="_ _2"></span>o Miasteczko Sie<span class="_ _2"></span>wierz Jeziorna Sp. z<span class="_ _2"></span> o.o.<span class="ff2"> </span></span></span></div><div class="t m0 x74 h6 y17c ff2 fs2 fc1 sc0 ls0 ws0">S<span class="ff3">ą</span>d Rejonowy Katowice <span class="ff3">–</span> Wsch<span class="ff3">ód, VIII Wydział Gospodarczy KRS, dokonał<span class="_ _2"></span> w dniu 28.12.2023<span class="ff2"> </span></span></div><div class="t m0 x74 h6 y17d ff2 fs2 fc1 sc0 ls0 ws0">r. <span class="_ _2"></span>rejestracji <span class="_ _f"></span>podwy<span class="ff3">ższenia <span class="_ _f"></span>kapitału zakład<span class="_ _2"></span>owego <span class="_ _f"></span>Spółki <span class="_ _2"></span>Miasteczko <span class="_ _f"></span>Siewierz <span class="_ _2"></span>Jeziorna <span class="_ _f"></span>Sp. z<span class="_ _2"></span> <span class="_ _2"></span>o.o. </span></div><div class="t m0 x74 h6 y17e ff2 fs2 fc1 sc0 ls0 ws0">(Sp<span class="ff3">ółka, <span class="_ _9"></span>pod<span class="_ _2"></span>miot <span class="_ _9"></span>zależ<span class="ff2">ny <span class="_ _8"></span>od <span class="_ _9"> </span>ALTA <span class="_ _9"></span><span class="ls10">SA</span>, <span class="_ _8"></span>inwestycja <span class="_ _8"></span>ALTA <span class="_ _9"> </span><span class="ls10">SA</span>) <span class="_ _9"> </span>Rejestracja <span class="_ _8"></span>w <span class="_ _9"></span>KRS <span class="_ _8"></span>nast</span>ąpiła <span class="_ _9"> </span>na </span></div><div class="t m0 x74 h6 y17f ff3 fs2 fc1 sc0 ls0 ws0">podstawie <span class="_ _d"> </span>Uchwały <span class="_ _d"> </span>Nadzwyczajnego <span class="_ _d"> </span>Walnego <span class="_ _d"> </span>Zgromadzeni<span class="_ _2"></span>a <span class="_ _d"> </span>Sp<span class="_ _0"></span>ółki <span class="_ _d"> </span>Miasteczko <span class="_ _12"> </span>Siewier<span class="_ _2"></span>z </div><div class="t m0 x74 h6 y180 ff2 fs2 fc1 sc0 ls0 ws0">Jeziorna <span class="_ _12"> </span>z <span class="_ _13"> </span>dnia <span class="_ _12"> </span>27 <span class="_ _13"> </span>list<span class="_ _2"></span>opada <span class="_ _12"> </span>2023 <span class="_ _13"> </span>r. <span class="_ _12"> </span>w <span class="_ _13"> </span>sprawie <span class="_ _d"> </span>podwy<span class="_ _0"></span><span class="ff3">ższenia <span class="_ _12"> </span>kapitału <span class="_ _12"> </span>zakładowego <span class="_ _12"> </span>i </span></div><div class="t m0 x74 h6 y181 ff3 fs2 fc1 sc0 ls0 ws0">przeznaczenia agi<span class="_ _2"></span>o na kapitał zapaso<span class="_ _2"></span>wy.<span class="ff2"> </span>Kapitał zakład<span class="_ _2"></span>owy został podw<span class="_ _2"></span>yż<span class="ff2">szony z kwoty <span class="_ _2"></span> </span></div><div class="t m0 x74 h6 y182 ff3 fs2 fc1 sc0 ls0 ws0">54 825 <span class="_ _0"></span>600 <span class="_ _0"></span>zł <span class="_ _0"></span>do kwoty 6<span class="_ _0"></span>0 325 <span class="_ _0"></span>600 zł <span class="_ _0"></span>tj. <span class="_ _0"></span>o <span class="_ _0"></span>kwot<span class="_ _0"></span>ę<span class="ff2"> </span>5 <span class="_ _0"></span>500 <span class="_ _0"></span>000 zł, <span class="_ _0"></span>poprzez <span class="_ _0"></span>ustanowieni<span class="_ _2"></span>e <span class="_ _0"></span>110 000 </div><div class="t m0 x74 h6 y183 ff3 fs2 fc1 sc0 ls0 ws0">nowych <span class="_ _2"></span>udziałó<span class="ff2">w <span class="_ _2"></span>o war<span class="_ _2"></span>to<span class="ff3">ści <span class="_ _2"></span>nominalnej <span class="_ _2"></span>50 zł <span class="_ _f"></span>każ<span class="ff2">dy. Po <span class="_ _2"></span>podwy<span class="ff3">ższeniu <span class="_ _f"></span>kapitał zakładowy <span class="_ _f"></span>dzieli </span></span></span></span></div><div class="t m0 x74 h6 y184 ff2 fs2 fc1 sc0 ls18 ws0">si<span class="ff3 ls0">ę<span class="ff2"> <span class="_ _0"></span></span>na <span class="_ _0"></span>1 <span class="_ _0"></span>206 5<span class="_ _0"></span>12 udziałó<span class="ff2">w <span class="_ _0"></span>o <span class="_ _0"></span>warto</span>ś<span class="_ _0"></span>ci nominalnej 5<span class="_ _0"></span>0 <span class="_ _0"></span>zł <span class="_ _0"></span>każ<span class="ff2">dy <span class="_ _0"></span>udz</span>iał. Nowo <span class="_ _0"></span>utworzone <span class="_ _0"></span>udziały </span></div><div class="t m0 x74 h6 y185 ff3 fs2 fc1 sc0 ls0 ws0">zostały  o<span class="_ _0"></span>bję<span class="ff2">te <span class="_ _e"> </span>przez <span class="_ _e"> </span>doty<span class="_ _2"></span>chczasowego,  jedynego  Wsp<span class="_ _0"></span><span class="ff3">ó</span>lnika <span class="_ _e"> </span>tj. <span class="_ _e"> </span>Sp<span class="ff3">ó<span class="ls19">łk</span>ę</span> <span class="_ _e"> </span>ALT<span class="_ _2"></span>A <span class="_ _e"> </span><span class="ls10">SA</span> <span class="_ _e"> </span>Warto<span class="ff3">ść</span> </span></div><div class="t m0 x74 h6 y186 ff3 fs2 fc1 sc0 ls0 ws0">godziwa <span class="_ _d"> </span>nowo <span class="_ _12"> </span>utworzonych <span class="_ _d"> </span>udziałó<span class="ff2">w <span class="_ _d"> </span>oraz <span class="_ _12"> </span>Sp</span>ółki <span class="_ _d"> </span>Miasteczko <span class="_ _d"> </span>Siewierz <span class="_ _d"> </span>Jeziorna, <span class="_ _d"> </span>została </div><div class="t m0 x74 h6 y187 ff2 fs2 fc1 sc0 ls0 ws0">oszacowana <span class="_ _f"></span>przez <span class="_ _2"></span>Zarz<span class="ff3">ą</span>d <span class="_ _f"></span>ALTA <span class="ls10">SA</span> <span class="_ _f"></span>w <span class="_ _2"></span>uchwale <span class="_ _f"></span>z <span class="_ _2"></span>dnia <span class="_ _f"></span>27.11.2023 <span class="_ _2"></span>r. <span class="_ _f"></span>w <span class="_ _2"></span>sprawie <span class="_ _f"></span>warto<span class="ff3">ś</span>ci <span class="_ _2"></span>godziwej<span class="_ _2"></span> </div><div class="t m0 x74 h6 y188 ff2 fs2 fc1 sc0 ls10 ws0">Sp<span class="ff3 ls0">ółki  Miasteczko  Siewierz  Jeziorna.  Zgodnie  z <span class="_ _e"> </span>wyc<span class="_ _2"></span>eną<span class="ff2"> <span class="_ _e"> </span>ALTA  <span class="ls10">SA</span>  warto</span>ść<span class="ff2"> <span class="_ _e"> </span>godz<span class="_ _2"></span>iwa  Sp<span class="ff3">ółki </span></span></span></div><div class="t m0 x74 h6 y189 ff2 fs2 fc1 sc0 ls0 ws0">Miasteczko <span class="_ _8"></span>Siewierz <span class="_ _9"></span>Jezio<span class="_ _2"></span>rna <span class="_ _8"></span>wynosi <span class="_ _9"></span><span class="ff3">213 <span class="_ _8"></span>587 <span class="_ _9"></span>010,6<span class="_ _2"></span>3 <span class="_ _8"></span>zł, <span class="_ _9"> </span>natomiast <span class="_ _8"></span>warto<span class="_ _0"></span>ść<span class="ff2"> <span class="_ _8"></span>nowo <span class="_ _9"></span>obj</span>ę<span class="ff2">tych </span></span></div><div class="t m0 x74 h6 y18a ff3 fs2 fc1 sc0 ls0 ws0">udziałów wy<span class="_ _0"></span>nosi <span class="_ _0"></span>łącznie <span class="_ _0"></span>21 <span class="_ _0"></span>426 <span class="_ _0"></span>643,70 <span class="_ _0"></span>zł <span class="_ _0"></span>( <span class="_ _0"></span>tj. <span class="_ _0"></span>177,03 <span class="_ _0"></span>zł <span class="_ _0"></span>za <span class="_ _c"></span>każdy <span class="_ _0"></span>udział). <span class="_ _0"></span>Objęte <span class="_ _0"></span>nowe <span class="_ _0"></span>udziały </div><div class="t m0 x74 h6 y18b ff3 fs2 fc1 sc0 ls0 ws0">zostały <span class="_ _c"></span>pokryte <span class="_ _a"></span>w <span class="_ _a"></span>całości <span class="_ _c"></span>wkładem <span class="_ _c"></span>niepienięż<span class="ff2">nym <span class="_ _c"></span>w <span class="_ _a"></span>postaci <span class="_ _c"></span>wierzytelno</span>ści <span class="_ _a"></span>o <span class="_ _a"></span>zwrot <span class="_ _c"></span>kapitału </div><div class="t m0 x74 h6 y18c ff2 fs2 fc1 sc0 ls1a ws0">po<span class="ff3 ls0">ż<span class="ff2">yczek <span class="_ _d"> </span>udzielonych <span class="_ _12"> </span>Sp</span>ółce <span class="_ _d"> </span>Miasteczko <span class="_ _d"> </span>Siewierz <span class="_ _d"> </span>Jeziorna <span class="_ _d"> </span>przez <span class="_ _12"> </span>ALTA <span class="_ _12"> </span></span><span class="ls10">SA<span class="ls0"> <span class="_ _12"> </span>Nadwy<span class="ff3">ż</span>ka <span class="_ _e"> </span>w </span></span></div><div class="t m0 x74 h6 y18d ff2 fs2 fc1 sc0 ls0 ws0">wysoko<span class="ff3">ś</span><span class="ls1b">ci</span> <span class="ls8">15<span class="_ _2"></span><span class="ls0"> <span class="ff3">926 643,70 zł<span class="_ _2"></span> została przeznacz<span class="_ _2"></span>ona na kapitał z<span class="_ _2"></span>apasowy Spółki. <span class="ff2"> </span></span></span></span></div><div class="t m0 x22 h6 y18e fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Wniosek o likwida<span class="_ _2"></span>cj<span class="ff3">ę</span> <span class="ff3">Przystań Siewi<span class="_ _2"></span>erz Sp. z o.o.<span class="_ _2"></span><span class="ff2"> </span></span></span></span></div><div class="t m0 x74 h6 y18f ff2 fs2 fc1 sc0 ls0 ws0">W dniu 27.09.2023 <span class="_ _0"></span><span class="ff3">r. Sąd Rejo<span class="_ _0"></span>bowy Katowice –</span> <span class="_ _0"></span><span class="ff3">Wschód w Katowicach zarejestrował wniosek </span></div><div class="t m0 x74 h6 y190 ff3 fs2 fc1 sc0 ls0 ws0">Zarządu Spółki Przys<span class="_ _2"></span>tań Siewierz, <span class="_ _2"></span>o likwidację. <span class="ff2"> </span></div><div class="t m0 x22 h6 y191 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Wniosek o upadł<span class="_ _2"></span>ość Przystań<span class="_ _2"></span> Siewierz Sp. z o.o.<span class="ff2"> </span></span></span></div><div class="t m0 x74 h6 y192 ff2 fs2 fc1 sc0 ls0 ws0">Pismem z dn. 29.1<span class="_ _2"></span>2.2023 <span class="ff3">r. Przystań Sie<span class="_ _2"></span>wierz Sp. z o.o.<span class="_ _2"></span> wniosła o ogłosz<span class="_ _2"></span>enie swoj<span class="_ _2"></span>ej upadłości. <span class="ff2"> </span></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 x75 y1a w53 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">11</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _e"> </span>w  tym <span class="_ _e"> </span>czasie <span class="_ _e"> </span>była  w <span class="_ _e"> </span>trakcie <span class="_ _e"> </span>postęp<span class="_ _2"></span>owania <span class="_ _e"> </span>likwidacyjneg<span class="_ _2"></span>o <span class="_ _e"> </span>i <span class="_ _e"> </span>prowad<span class="_ _2"></span>ziła <span class="_ _e"> </span>działania<span class="_ _2"></span> </div><div class="t m0 x74 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">zmierzające <span class="_ _c"></span>do <span class="_ _a"></span>całkowiteg<span class="_ _2"></span>o <span class="_ _a"></span>zaprzestania<span class="_ _2"></span> <span class="_ _c"></span>prowadzenia <span class="_ _c"></span>działalności <span class="_ _a"></span>gospodarczej<span class="_ _2"></span>. <span class="_ _c"></span>Z <span class="_ _a"></span>uwagi <span class="_ _a"></span>na<span class="_ _2"></span> </div><div class="t m0 x74 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">niespełnienie  wymogów <span class="_ _e"> </span>formalnych <span class="_ _e"> </span>pozwalajac<span class="_ _2"></span>ych  na <span class="_ _e"> </span>o<span class="_ _0"></span>głoszenie <span class="_ _e"> </span>upadłości,  Sąd <span class="_ _e"> </span>w <span class="_ _d"> </span>dniu </div><div class="t m0 x74 h6 y193 ff2 fs2 fc1 sc0 ls0 ws0">06<span class="ls7">.0</span>2.2024 <span class="ff3">r. oddawli<span class="_ _2"></span>ł niosek. <span class="ff2"> </span></span></div><div class="t m0 x74 h6 y194 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y195 ff5 fs5 fc4 sc0 ls0 ws0">IV <span class="ff4">ZASADY RACHUNKOWOŚCI</span> </div><div class="t m0 x0 h6 y196 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 y197 ff1 fs2 fc1 sc0 ls0 ws0">4.1.<span class="ff7"> <span class="_ _4"></span><span class="ff1">Prezentowane<span class="_ _2"></span> okresy spra<span class="_ _2"></span>wozdawcze, da<span class="_ _2"></span>ta zatwierdzen<span class="_ _2"></span>ia sprawozdania<span class="_ _2"></span> finansowego i<span class="_ _2"></span> </span></span></div><div class="t m0 x74 h5 y198 ff1 fs2 fc1 sc0 ls0 ws0">waluta sprawozda<span class="_ _2"></span>nia </div><div class="t m0 x0 h6 y199 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y19a ff2 fs2 fc1 sc0 ls0 ws0">Prezentowane <span class="_ _c"></span>sprawozdanie <span class="_ _a"></span>finansowe <span class="_ _a"></span>ALTA <span class="_ _a"></span><span class="ls10">SA</span>, <span class="_ _a"></span>obejmuj<span class="ls19">e <span class="_ _a"></span></span>rok <span class="_ _a"></span><span class="ff3">zakończony <span class="_ _c"></span>31 <span class="_ _a"></span>grudnia <span class="_ _a"></span>20</span>23 <span class="_ _a"></span>r. <span class="_ _a"></span>oraz </div><div class="t m0 x0 h6 y19b ff3 fs2 fc1 sc0 ls0 ws0">zawiera dane por<span class="_ _2"></span>ównywalne za ro<span class="_ _2"></span>k zakończony 31 gr<span class="_ _2"></span>udnia 20<span class="ff2">22 <span class="ls2">r. </span> </span></div><div class="t m0 x0 h6 y19c ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y19d ff3 fs2 fc1 sc0 ls0 ws0">Niniejsze  spraw<span class="_ _2"></span>ozdanie  fi<span class="_ _2"></span>nansowe  z<span class="_ _2"></span>ostało  sp<span class="_ _2"></span>orządzone <span class="_ _10"> </span>w  złotych, <span class="_ _10"> </span>a <span class="_ _10"> </span>wszystkie <span class="_ _10"> </span>wartości <span class="_ _10"> </span>o  ile <span class="_ _10"> </span>nie<span class="_ _2"></span> </div><div class="t m0 x0 h6 y19e ff3 fs2 fc1 sc0 ls0 ws0">wskazano inaczej, p<span class="_ _2"></span>odane zostały w t<span class="_ _2"></span>ysiącach złotych. <span class="_ _2"></span>Walutą funkcjonalną Sp<span class="_ _2"></span>ółki jest złot<span class="_ _2"></span>y polski.<span class="ff2"> </span></div><div class="t m0 x0 h6 y19f ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 y1a0 ff1 fs2 fc1 sc0 ls0 ws0">4.2.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Podstawa spo<span class="_ _2"></span>rządzenia sp<span class="_ _2"></span>rawozdania finan<span class="_ _2"></span>sowego<span class="ff1">  </span></span></span></div><div class="t m0 x0 h6 y1a1 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y1a2 ff2 fs2 fc1 sc0 ls0 ws0">4.2.1<span class="ff9"> <span class="_ _14"> </span><span class="ff3">Kontynuacja działaln<span class="_ _2"></span>ości<span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y1a3 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1a4 ff2 fs2 fc1 sc0 ls0 ws0">Sprawozdanie <span class="_ _a"></span>finansowe <span class="_ _a"></span>za <span class="_ _a"></span>2023 <span class="_ _8"></span><span class="ff3">r. <span class="_ _a"></span>zostało <span class="_ _a"></span>sporządzone <span class="_ _a"></span>przy <span class="_ _8"></span>założeniu <span class="_ _a"></span>kontyn<span class="_ _2"></span>uowania <span class="_ _a"></span>działalności<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y1a5 ff3 fs2 fc1 sc0 ls0 ws0">gospodarczej przez Sp<span class="_ _2"></span>ółkę w dające<span class="_ _2"></span>j się przewidzieć<span class="_ _2"></span> przyszłości. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1a6 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1a7 ff3 fs2 fc1 sc0 ls0 ws0">Czas trwania Spółki<span class="_ _2"></span> jest nieogran<span class="_ _2"></span>iczony.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1a8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y1a9 ff2 fs2 fc1 sc0 ls0 ws0">4.2.2<span class="ff9"> <span class="_ _14"> </span></span>Zastosowane standard<span class="_ _2"></span>y <span class="ff3">–</span> <span class="ff3">oświadczenie o zg<span class="_ _2"></span>odności<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1aa ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1ab ff2 fs2 fc1 sc0 ls0 ws0">Niniejsze <span class="_ _f"></span>sprawozdanie <span class="_ _2"></span>finan<span class="_ _2"></span>sowe <span class="_ _2"></span>zos<span class="ff3">tało <span class="_ _f"></span>sporządzone <span class="_ _f"></span>zgodnie <span class="_ _2"></span>z <span class="_ _f"></span>MSSF na<span class="_ _2"></span> <span class="_ _2"></span>dzień <span class="_ _f"></span>bilansowy, <span class="_ _2"></span>bi<span class="_ _2"></span>orąc <span class="_ _2"></span>pod </span></div><div class="t m0 x0 h6 y1ac ff3 fs2 fc1 sc0 ls0 ws0">uwagę <span class="_ _b"> </span>prowadz<span class="_ _2"></span>oną <span class="_ _b"> </span>przez<span class="ff2"> <span class="_ _15"> </span></span>Spółkę <span class="_ _b"> </span>działaln<span class="_ _2"></span>ość. <span class="_ _b"> </span>W <span class="_ _15"> </span>zakresie <span class="_ _b"> </span>stosowanych <span class="_ _15"> </span>przez <span class="_ _15"> </span>Spółkę <span class="_ _b"> </span>zasad<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1ad ff3 fs2 fc1 sc0 ls0 ws0">rachunkowości <span class="_ _c"></span>nie <span class="_ _c"></span>ma <span class="_ _c"></span>różnicy <span class="_ _c"></span>między <span class="_ _c"></span>standardami <span class="_ _c"></span>MSSF<span class="ff2">, <span class="_ _c"></span></span>które <span class="_ _c"></span>weszły <span class="_ _c"></span>w <span class="_ _a"></span>życie <span class="_ _c"></span>a <span class="_ _c"></span>standard<span class="ff2">ami <span class="_ _c"></span>MSSF </span></div><div class="t m0 x0 h6 y1ae ff2 fs2 fc1 sc0 ls0 ws0">zatwierdzonymi<span class="_ _2"></span> przez UE.  </div><div class="t m0 x0 h5 y1af ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 yd ff1 fs2 fc1 sc0 ls0 ws0">4.3.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Zmiany w pol<span class="_ _2"></span>ityce rachunk<span class="_ _2"></span>owości <span class="_ _2"></span>wynikające ze zmian obo<span class="_ _2"></span>wiązujących stand<span class="_ _2"></span>ardów<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y1b0 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1b1 ff2 fs2 fc1 sc0 ls0 ws0">W okresie 2023 <span class="ff3">r. ni<span class="_ _2"></span>e miały<span class="_ _2"></span> miejsca zmiany w p<span class="_ _2"></span>olityce rachun<span class="_ _2"></span>kowości. Sprawozda<span class="_ _2"></span>nie finansowe <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1b2 ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="_ _9"> </span><span class="ls10">SA</span> <span class="_ _9"> </span>za <span class="_ _9"> </span>2023 <span class="_ _9"> </span>r. <span class="_ _9"></span>jako <span class="_ _9"></span>jedn<span class="_ _2"></span>ostki <span class="_ _9"> </span>inwestycyjn<span class="_ _2"></span>ej <span class="_ _9"> </span><span class="ff3">zostało <span class="_ _9"> </span>sporządzone <span class="_ _9"></span>na<span class="_ _2"></span> <span class="_ _9"> </span>podstawie <span class="_ _9"> </span><span class="ff2">takich <span class="_ _9"></span>samych<span class="_ _2"></span> </span></span></div><div class="t m0 x0 h6 y1b3 ff2 fs2 fc1 sc0 ls0 ws0">sta<span class="ff3">ndardów jak spra<span class="_ _2"></span>wozdanie za 20<span class="ff2">22 <span class="ls2">r.<span class="_ _2"></span><span class="ls0"> </span></span></span></span></div><div class="t m0 x0 h6 ye9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1b4 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _0"></span>przyjęła wszystkie <span class="_ _0"></span>nowe <span class="_ _0"></span>i <span class="_ _0"></span>zatwierdzone <span class="_ _0"></span>standardy i <span class="_ _c"></span>interpretac<span class="_ _2"></span>je <span class="_ _0"></span>zatwierdzone do <span class="_ _0"></span>stosowania </div><div class="t m0 x0 h6 y1b5 ff3 fs2 fc1 sc0 ls0 ws0">w Unii Europejskiej, mające zastosowanie do prowadzonej przez Spółkę działalności i obowiązujące w<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1b6 ff2 fs2 fc1 sc0 ls0 ws0">okresach sprawozdaw<span class="_ _2"></span>czych od 1 styczn<span class="_ _2"></span>ia 2023 <span class="ls2">r. </span> </div><div class="t m0 x0 h6 y1b7 ff3 fs2 fc1 sc0 ls0 ws0">Przyjęcie <span class="_ _10"> </span>p<span class="_ _2"></span>owyższych<span class="_ _2"></span> <span class="_ _10"> </span>nie <span class="_ _9"> </span>spowodowało <span class="_ _10"> </span>z<span class="_ _2"></span>naczących <span class="_ _9"> </span>zmian <span class="_ _10"> </span>w <span class="_ _9"> </span>polityce <span class="_ _10"> </span>rachunk<span class="_ _2"></span>owości <span class="_ _16"> </span>Spółki <span class="_ _16"> </span>ani <span class="_ _9"> </span>w </div><div class="t m0 x0 h6 y1b8 ff2 fs2 fc1 sc0 ls0 ws0">prezentacji danych w<span class="_ _2"></span> sprawozdaniach<span class="_ _2"></span> finansowych.<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1b9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y1ba ffb fs2 fc1 sc0 ls0 ws0">Nowe standa<span class="_ _2"></span>rdy i interpre<span class="_ _2"></span>tacje, które został<span class="_ _2"></span>y opubli<span class="_ _2"></span>kowane, a nie <span class="_ _2"></span>weszły jeszcze w ż<span class="_ _2"></span>ycie<span class="ff2"> </span></div><div class="t m0 x0 h6 y1bb ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1bc ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>niniejszym sprawozdaniu finansowym <span class="_ _0"></span>Spółka <span class="_ _0"></span>nie <span class="_ _0"></span>zdecydowała<span class="_ _2"></span> o<span class="_ _0"></span> <span class="_ _0"></span>wcześniejszym zastosowaniu <span class="_ _c"></span><span class="ff2">ww. </span></div><div class="t m0 x0 h6 y1bd ff3 fs2 fc1 sc0 ls0 ws0">opublikowanych <span class="_ _a"></span>stand<span class="_ _2"></span>ardów, <span class="_ _a"></span>interpretacji <span class="_ _c"></span>lub <span class="_ _a"></span>poprawek <span class="_ _a"></span>do <span class="_ _a"></span>istniejących <span class="_ _c"></span>standardów <span class="_ _a"></span>przed <span class="_ _a"></span>ich <span class="_ _a"></span>datą </div><div class="t m0 x0 h6 y1be ff3 fs2 fc1 sc0 ls0 ws0">wejścia w życie<span class="ff2">.<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y1bf ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w0 h0" ><div class="pc pcc w0 h0"><img class="bi x75 y1a w53 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">12</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">Standardy i <span class="_ _2"></span>interpretacje<span class="_ _2"></span> oraz <span class="_ _2"></span>zmiany d<span class="_ _2"></span>o standardów <span class="_ _2"></span>i <span class="_ _2"></span>interpretacji, kt<span class="_ _2"></span>óre zost<span class="_ _2"></span>ały wydane p<span class="_ _2"></span>rzez R<span class="_ _2"></span>MSR </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">i <span class="_ _c"></span>zatwierdzone<span class="_ _2"></span> <span class="_ _c"></span>przez <span class="_ _0"></span>UE, <span class="_ _c"></span>ale <span class="_ _c"></span>nie <span class="_ _0"></span>weszły <span class="_ _0"></span>w <span class="_ _c"></span>życie <span class="_ _c"></span>i <span class="_ _c"></span>nie <span class="_ _0"></span>zostały <span class="_ _0"></span>przyjęte <span class="_ _c"></span>przez <span class="_ _c"></span>Sp<span class="_ _2"></span>ółkę <span class="_ _c"></span>do <span class="_ _0"></span>wcześniejszego </div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0">zastosowania </div><div class="t m0 x0 h6 y193 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">Nowe <span class="_ _16"> </span>standardy <span class="_ _16"> </span>oraz <span class="_ _16"> </span>zmiany <span class="_ _16"> </span>do <span class="_ _10"> </span>istniejących <span class="_ _9"> </span>standardów, <span class="_ _16"> </span>jakie <span class="_ _16"> </span>zostały <span class="_ _16"> </span>już <span class="_ _10"> </span>wydane <span class="_ _16"> </span>przez <span class="_ _16"> </span>RMSR <span class="_ _16"> </span>i </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">zatwierdzone <span class="_ _2"></span>przez <span class="_ _f"></span>UE, ale <span class="_ _2"></span>jeszcze <span class="_ _2"></span>nie w<span class="_ _2"></span>eszły <span class="_ _2"></span>w życi<span class="_ _2"></span>e a<span class="_ _2"></span> <span class="_ _2"></span>Spółka nie <span class="_ _f"></span>zdecydowała si<span class="_ _2"></span>ę <span class="_ _2"></span>na <span class="_ _2"></span>ich <span class="_ _2"></span>wcześniejsze </div><div class="t m0 x0 h6 y1c1 ff2 fs2 fc1 sc0 ls0 ws0">zastosowanie: </div><div class="t m0 x22 h6 y1c2 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Zmiany  do  MSR  1  „Prezentacja  sprawozdań  finansowych”<span class="_ _2"></span> <span class="_ _e"> </span>–<span class="ff2">  </span>Klasyfikacja  zobowiązań  jaki<span class="_ _2"></span> </span></span></div><div class="t m0 x74 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">krótkotermino<span class="_ _2"></span>we <span class="_ _8"></span>i <span class="_ _9"> </span>długot<span class="_ _2"></span>erminowe, <span class="_ _8"></span>zatwierdzone <span class="_ _a"></span>w <span class="_ _9"> </span>UE <span class="_ _8"></span>w <span class="_ _9"></span>dniu <span class="_ _a"></span>19<span class="_ _0"></span>.12.2023<span class="_ _2"></span> <span class="_ _8"></span>(obowiązują <span class="_ _8"></span>w </div><div class="t m0 x74 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">odniesieniu do okres<span class="_ _2"></span>ów rozpoczynając<span class="_ _2"></span>ych się 1 stycznia 2024<span class="_ _2"></span> r. lub później)<span class="ff2"> </span></div><div class="t m0 x22 h6 y1c5 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Zmiany <span class="_ _8"></span>do <span class="_ _a"></span>MSR <span class="_ _8"></span>1 <span class="_ _8"></span>„Prezentacja <span class="_ _a"></span>sprawozdań <span class="_ _8"></span>finansowych<span class="_ _2"></span>”: <span class="_ _8"></span>zobowiązania <span class="_ _8"></span>długotermin<span class="_ _2"></span>owe<span class="ff2"> <span class="_ _8"></span><span class="ls1c">z </span></span></span></span></div><div class="t m0 x74 h6 y1c6 ff2 fs2 fc1 sc0 ls0 ws0">kowenantami, <span class="_ _16"> </span>zatwierdzone <span class="_ _10"> </span>w  UE <span class="_ _16"> </span>w  dniu <span class="_ _10"> </span>19.12.2023  <span class="ff3">r. <span class="_ _10"> </span>(obowiąz<span class="_ _2"></span>ujące  w <span class="_ _16"> </span>odniesieniu <span class="_ _10"> </span>do </span></div><div class="t m0 x74 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">okresów rozpoczynaj<span class="_ _2"></span>ących się 1<span class="_ _2"></span> stycznia 2024 r. lub p<span class="_ _2"></span>óźniej)<span class="ff2"> </span></div><div class="t m0 x22 h6 y1c8 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Zmiany do MSSF 16 „Leasing” –<span class="_ _0"></span><span class="ff2"> </span>zobowiązanie z tytułu leasingu<span class="_ _2"></span> w <span class="_ _0"></span>ramach sprzedaży i leasingu </span></span></div><div class="t m0 x74 h6 y1c9 ff3 fs2 fc1 sc0 ls0 ws0">zwrotnego, za<span class="_ _2"></span>twierdzone <span class="_ _f"></span>w UE w dniu <span class="_ _f"></span>2<span class="_ _0"></span>0.11.2023 r.<span class="_ _2"></span> (<span class="_ _2"></span>obowiązujące <span class="_ _2"></span>w odniesieni<span class="_ _2"></span>u d<span class="_ _2"></span>o okresów<span class="_ _2"></span> </div><div class="t m0 x74 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">rozpoczynających się <span class="_ _2"></span>1 stycznia 20<span class="_ _2"></span>24 r. lub później). <span class="ff2"> </span></div><div class="t m0 x0 h6 y1cb ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1cc ff3 fs2 fc1 sc0 ls0 ws0">Standardy <span class="_ _f"></span>i interpretac<span class="_ _2"></span>je <span class="_ _2"></span>oraz <span class="_ _f"></span>zmiany do <span class="_ _f"></span>standardów <span class="_ _2"></span>i <span class="_ _2"></span>in<span class="_ _2"></span>terpretacji, <span class="_ _f"></span>które został<span class="_ _2"></span>y <span class="_ _f"></span>wy<span class="_ _0"></span>dane <span class="_ _2"></span>przez <span class="_ _f"></span>RMSR, </div><div class="t m0 x0 h6 y1cd ff2 fs2 fc1 sc0 ls0 ws0">ale jeszcze niezat<span class="_ _2"></span>wierdzone do st<span class="_ _2"></span>osowania w UE. </div><div class="t m0 x0 h6 y1ce ff3 fs2 fc1 sc0 ls0 ws0">MSSF <span class="_ _16"> </span>w <span class="_ _9"> </span>kształcie <span class="_ _16"> </span>zatwierd<span class="_ _2"></span>zonym <span class="_ _9"> </span>przez <span class="_ _16"> </span>UE <span class="_ _9"> </span>nie <span class="_ _16"> </span>różnią <span class="_ _9"> </span>się <span class="_ _16"> </span>obecnie <span class="_ _9"> </span>w <span class="_ _16"> </span>znaczący <span class="_ _9"> </span>sposób <span class="_ _9"> </span>o<span class="_ _0"></span>d <span class="_ _16"> </span>regulacji<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1cf ff3 fs2 fc1 sc0 ls0 ws0">wydanych <span class="_ _15"> </span>przez <span class="_ _b"> </span>Radę <span class="_ _15"> </span>Międzynarodowych <span class="_ _15"> </span>Standardów <span class="_ _15"> </span>Rachunkowości <span class="_ _b"> </span>(RMSR),<span class="_ _2"></span> <span class="_ _b"> </span>z <span class="_ _b"> </span>wyjątkiem<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1d0 ff3 fs2 fc1 sc0 ls0 ws0">poniższych nowych standardów oraz zmian do <span class="_ _0"></span>standardów, które nie zostały jeszcze<span class="ff2"> <span class="_ _0"></span>zatwierdzone do </span></div><div class="t m0 x0 h6 y1d1 ff2 fs2 fc1 sc0 ls0 ws0">stosowania w UE:<span class="_ _2"></span> </div><div class="t m0 x22 h6 y1d2 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Zmiany do <span class="_ _0"></span>MSR 21 <span class="_ _0"></span>„Skutki zmian <span class="_ _0"></span>kursów wymiany walut obcych”: <span class="_ _0"></span>Brak wymienialności walut </span></span></div><div class="t m0 x74 h6 y1d3 ff3 fs2 fc1 sc0 ls0 ws0">(obowiązujące <span class="_ _16"> </span>w  odniesien<span class="_ _2"></span>iu  d<span class="_ _2"></span>o  okresów <span class="_ _16"> </span>rozpoczynających <span class="_ _10"> </span>się <span class="_ _16"> </span>po  1  s<span class="_ _2"></span>tycznia <span class="_ _16"> </span>2025  r. <span class="_ _16"> </span>lub </div><div class="t m0 x74 h6 y1d4 ff3 fs2 fc1 sc0 ls0 ws0">później). <span class="ff2"> </span></div><div class="t m0 x22 h6 y1d5 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Zmiany <span class="_ _16"> </span>do <span class="_ _16"> </span>M<span class="_ _0"></span>SR <span class="_ _16"> </span>7 <span class="_ _16"> </span>„<span class="_ _0"></span>Spraw<span class="_ _2"></span>ozdanie <span class="_ _16"> </span>z <span class="_ _16"> </span>przepływów <span class="_ _10"> </span>pie<span class="_ _2"></span>niężnych” <span class="_ _9"> </span>o<span class="_ _0"></span>raz <span class="_ _16"> </span>MSSF <span class="_ _16"> </span>7 <span class="_ _10"> </span>„ <span class="_ _16"> </span>Instrumenty </span></span></div><div class="t m0 x74 h6 y1d6 ff3 fs2 fc1 sc0 ls0 ws0">finansowe: <span class="_ _17"> </span>ujawnienie <span class="_ _17"> </span>in<span class="_ _2"></span>formacji”: <span class="_ _17"> </span>Umowy <span class="_ _17"> </span>finans<span class="_ _2"></span>owania <span class="_ _17"> </span>dostawców <span class="_ _17"> </span>(obo<span class="_ _2"></span>wiązujące <span class="_ _17"> </span>w </div><div class="t m0 x74 h6 y1d7 ff3 fs2 fc1 sc0 ls0 ws0">odniesieniu do okres<span class="_ _2"></span>ów rocznych rozp<span class="_ _2"></span>oczynających się 1 sty<span class="_ _2"></span>cznia 2024 r. lub p<span class="_ _2"></span>óźniej).<span class="ff2"> </span></div><div class="t m0 x22 h6 y1d8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y1d9 ff3 fs2 fc1 sc0 ls0 ws0">Według <span class="_ _12"> </span>szacunków <span class="_ _12"> </span>Spółki <span class="_ _d"> </span>wy<span class="_ _0"></span>żej <span class="_ _d"> </span>wymienione <span class="_ _12"> </span>nowe <span class="_ _12"> </span>standardy <span class="_ _12"> </span>oraz <span class="_ _12"> </span>zmiany <span class="_ _12"> </span>do <span class="_ _12"> </span>istniejących </div><div class="t m0 x22 h6 y1da ff3 fs2 fc1 sc0 ls0 ws0">standardów <span class="_ _15"> </span>nie<span class="_ _2"></span> <span class="_ _15"> </span>miałyby<span class="_ _2"></span> <span class="_ _15"> </span>istotnego <span class="_ _15"> </span>wpł<span class="_ _2"></span>ywu <span class="_ _15"> </span>na <span class="_ _18"> </span>sprawozdanie <span class="_ _18"> </span>finansowe, <span class="_ _18"> </span>jeżeli <span class="_ _15"> </span>zostałyb<span class="_ _2"></span>y </div><div class="t m0 x22 h6 y1db ff3 fs2 fc1 sc0 ls0 ws0">zastosowane przez Sp<span class="_ _2"></span>ółkę. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1dc ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 yb6 ff1 fs2 fc1 sc0 ls0 ws0">4.4.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Istotne wa<span class="_ _2"></span>rtości oparte na<span class="_ _2"></span> szacunkach i p<span class="_ _2"></span>rofesjonaln<span class="_ _2"></span>ym osądzie<span class="ff1"> </span></span></span></div><div class="t m0 x0 h3e y1dd ffe fs2 fc1 sc0 ls0 ws0">Profesjonalny osąd<span class="_ _2"></span><span class="ffd"> </span></div><div class="t m0 x0 h6 y1de ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _2"></span>pr<span class="_ _2"></span>oce<span class="_ _2"></span>si<span class="_ _2"></span>e <span class="_ _f"></span>stos<span class="_ _2"></span>owan<span class="_ _2"></span>i<span class="_ _2"></span>a <span class="_ _2"></span>pr<span class="_ _2"></span>ze<span class="_ _2"></span>z <span class="_ _2"></span>Sp<span class="_ _2"></span>ółk<span class="_ _2"></span>ę <span class="_ _2"></span>za<span class="_ _2"></span>sa<span class="_ _2"></span>d <span class="_ _f"></span>(poli<span class="_ _2"></span>tyk<span class="_ _2"></span>i)<span class="_ _f"></span> rac<span class="_ _f"></span>hun<span class="_ _2"></span>kowo<span class="_ _2"></span>ści<span class="_ _2"></span> <span class="_ _2"></span>wo<span class="_ _2"></span>bec<span class="_ _2"></span> <span class="_ _2"></span>za<span class="_ _2"></span>ga<span class="_ _2"></span>dn<span class="_ _2"></span>ień<span class="_ _2"></span> <span class="_ _2"></span>pod<span class="_ _2"></span>an<span class="_ _2"></span>yc<span class="_ _2"></span>h <span class="_ _2"></span>po<span class="_ _2"></span>ni<span class="_ _2"></span>że<span class="_ _2"></span>j, </div><div class="t m0 x0 h6 y1df ff3 fs2 fc1 sc0 ls0 ws0">najwię<span class="_ _2"></span>ksz<span class="_ _2"></span>y <span class="_ _c"></span>wpły<span class="_ _2"></span>w <span class="_ _c"></span>na <span class="_ _c"></span>warto<span class="_ _2"></span>ści <span class="_ _c"></span>wykaz<span class="_ _2"></span>an<span class="_ _2"></span>e <span class="_ _c"></span>w <span class="_ _c"></span>niniejsz<span class="_ _2"></span>ym <span class="_ _0"></span>sprawoz<span class="_ _2"></span>daniu <span class="_ _0"></span>finans<span class="_ _2"></span>owy<span class="_ _2"></span>m, <span class="_ _c"></span>oprócz <span class="_ _a"></span>szacunk<span class="_ _2"></span>ów </div><div class="t m0 x0 h6 y1e0 ff3 fs2 fc1 sc0 ls0 ws0">księgowych, <span class="_ _2"></span>miał profesjonaln<span class="_ _2"></span>y osąd kierownictwa<span class="_ _2"></span>, dotyczący poniższy<span class="_ _2"></span>ch kwestii. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1e1 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y1e2 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Szacowanie wartoś<span class="_ _2"></span>ci godziwej inw<span class="_ _2"></span>estycji<span class="ff2"> </span></span></span></div><div class="t m0 x74 h6 y1e3 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _10"> </span>wycenia <span class="_ _10"> </span>do <span class="_ _16"> </span>wartości  g<span class="_ _2"></span>odziwej <span class="_ _10"> </span>poszczególne<span class="_ _2"></span> <span class="_ _16"> </span>skł<span class="_ _0"></span>adniki <span class="_ _10"> </span>długoter<span class="_ _2"></span>minowych <span class="_ _16"> </span>aktywów </div><div class="t m0 x74 h6 y1e4 ff3 fs2 fc1 sc0 ls0 ws0">finansowych. <span class="_ _f"></span>Długoterminowe <span class="_ _f"></span>aktywa fin<span class="_ _2"></span>ansowe <span class="_ _f"></span>Spółki <span class="_ _2"></span>obejmują <span class="_ _2"></span>prz<span class="_ _2"></span>ede <span class="_ _2"></span>wszyst<span class="_ _2"></span>kim <span class="_ _2"></span>udziały <span class="_ _f"></span>w </div><div class="t m0 x74 h6 y1e5 ff3 fs2 fc1 sc0 ls0 ws0">spółkach inwesty<span class="_ _2"></span>cjach. <span class="ff2"> </span></div><div class="t m0 x74 h6 y1e6 ff3 fs2 fc1 sc0 ls0 ws0">Całość <span class="_ _c"></span>przychodów <span class="_ _a"></span>i <span class="_ _c"></span>generowane <span class="_ _a"></span>przez <span class="_ _c"></span>te <span class="_ _a"></span>spółki <span class="_ _c"></span>zyski <span class="_ _c"></span>są <span class="_ _a"></span>rezultatem <span class="_ _c"></span>prowadzonej <span class="_ _c"></span>przez <span class="_ _a"></span>nie </div><div class="t m0 x74 h6 y1e7 ff3 fs2 fc1 sc0 ls0 ws0">działalności i mają <span class="_ _0"></span>bezpośrednie przełożenie na wartość <span class="_ _0"></span>udziałów w <span class="_ _0"></span>danej spółce (inwestycji) </div><div class="t m0 x74 h6 y1e8 ff3 fs2 fc1 sc0 ls0 ws0">wykazywanych w<span class="_ _2"></span> sprawozdan<span class="_ _2"></span>iu finansowym Spół<span class="_ _2"></span>ki ALTA. <span class="ff2"> </span></div><div class="t m0 x74 h6 y1e9 ff3 fs2 fc1 sc0 ls0 ws0">Wynik z <span class="_ _0"></span>tytułu <span class="_ _0"></span>przeszaco<span class="_ _2"></span>wania udziałów stanowiących inwestycje ALTA <span class="_ _c"></span><span class="ff2 ls10">SA<span class="ls0"> za <span class="_ _0"></span>2023 </span></span>r. <span class="_ _0"></span>wyniósł </div><div class="t m0 x74 h6 y8a ff2 fs2 fc1 sc0 ls0 ws0">10 205 <span class="ff3">tys. zł</span> </div><div class="t m0 x76 h6 y8b ff3 fs2 fc1 sc0 ls0 ws0">Powyższe <span class="_ _12"> </span>dane <span class="_ _12"> </span>zostały <span class="_ _d"> </span>zaprezentowane <span class="_ _d"> </span>w <span class="_ _12"> </span>punkcie <span class="_ _12"> </span>„Instrumenty <span class="_ _d"> </span>finansowe <span class="_ _12"> </span>wyceniane <span class="_ _d"> </span>w </div><div class="t m0 x76 h6 y8c ff3 fs2 fc1 sc0 ls0 ws0">wartości godziwej<span class="_ _2"></span>”.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1ea ff2 fs2 fc5 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w0 h0" ><div class="pc pcd w0 h0"><img class="bi x0 y1a w54 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">13</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 y2a ff1 fs2 fc1 sc0 ls0 ws0">4.5.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Szacunki i zał<span class="_ _2"></span>ożenia<span class="ff1"> </span></span></span></div><div class="t m0 x77 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">Szacunki i założenia<span class="_ _2"></span> dotyczą poniższ<span class="_ _2"></span>ych <span class="ff2">kwestii: </span></div><div class="t m0 x22 h6 y164 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Składnik aktywów z t<span class="_ _2"></span>ytułu podatku odro<span class="_ _2"></span>czonego<span class="ff2"> </span></span></span></div><div class="t m0 x78 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">Sp<span class="_ _2"></span>ółk<span class="_ _2"></span>a <span class="_ _c"></span>ro<span class="_ _2"></span>zp<span class="_ _2"></span>ozn<span class="_ _2"></span>aj<span class="_ _2"></span>e <span class="_ _0"></span>skła<span class="_ _2"></span>dn<span class="_ _2"></span>ik <span class="_ _0"></span>akty<span class="_ _2"></span>wów<span class="_ _2"></span> <span class="_ _c"></span>z <span class="_ _0"></span>tytu<span class="_ _2"></span>łu<span class="_ _2"></span> <span class="_ _c"></span>pod<span class="_ _2"></span>at<span class="_ _2"></span>ku<span class="_ _2"></span> <span class="_ _0"></span>odroc<span class="_ _2"></span>zon<span class="_ _2"></span>eg<span class="_ _2"></span>o <span class="_ _c"></span>ba<span class="_ _2"></span>zu<span class="_ _2"></span>ją<span class="_ _2"></span>c <span class="_ _0"></span>na <span class="_ _c"></span>z<span class="_ _2"></span>ało<span class="_ _2"></span>żen<span class="_ _2"></span>iu<span class="_ _2"></span>, <span class="_ _0"></span>że <span class="_ _0"></span>w </div><div class="t m0 x78 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">pr<span class="_ _2"></span>zys<span class="_ _2"></span>zł<span class="_ _2"></span>ośc<span class="_ _2"></span>i <span class="_ _b"> </span>zostanie <span class="_ _19"> </span>osiągnięty <span class="_ _1a"> </span>zysk <span class="_ _1a"> </span>podatkowy <span class="_ _1a"> </span>pozwalający <span class="_ _1a"> </span>na <span class="_ _1a"> </span>jego <span class="_ _1a"> </span>wykorzystanie. </div><div class="t m0 x78 h6 y1c0 ff2 fs2 fc1 sc0 ls0 ws0">Pogorszenie  uzys<span class="_ _2"></span>kiwanych<span class="_ _2"></span>  <span class="ff3">wynik<span class="_ _2"></span>ów <span class="_ _10"> </span>podat<span class="_ _2"></span>kow<span class="_ _2"></span>ych <span class="_ _10"> </span>w  p<span class="_ _2"></span>rzysz<span class="_ _2"></span>łoś<span class="_ _2"></span>ci <span class="_ _10"> </span>mogł<span class="_ _2"></span>oby <span class="_ _16"> </span>spowodow<span class="_ _2"></span>ać, <span class="_ _10"> </span>że </span></div><div class="t m0 x78 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">założ<span class="_ _2"></span>enie<span class="_ _2"></span> to <span class="_ _2"></span>stał<span class="_ _2"></span>oby si<span class="_ _2"></span>ę n<span class="_ _2"></span>ieuza<span class="_ _2"></span>sadni<span class="_ _2"></span>one.<span class="ff2"> </span></div><div class="t m0 x22 h6 y1c2 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Wart<span class="_ _2"></span>ość g<span class="_ _2"></span>odzi<span class="_ _2"></span>wa in<span class="_ _2"></span>stru<span class="_ _2"></span>ment<span class="_ _2"></span>ów fi<span class="_ _2"></span>nans<span class="_ _2"></span>owych<span class="_ _2"></span><span class="ff2"> </span></span></span></div><div class="t m0 x78 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">Wartość <span class="_ _16"> </span>godziwą  instru<span class="_ _2"></span>mentów <span class="_ _16"> </span>finansowych <span class="_ _10"> </span>(udziałów), <span class="_ _16"> </span>dla  k<span class="_ _2"></span>tórych <span class="_ _16"> </span>nie  istni<span class="_ _2"></span>eje <span class="_ _10"> </span>aktywny </div><div class="t m0 x78 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">rynek <span class="_ _8"></span>wycenia <span class="_ _9"></span>się <span class="_ _8"></span>wyk<span class="_ _2"></span>orz<span class="_ _2"></span>ys<span class="_ _2"></span>tu<span class="_ _2"></span>jąc<span class="_ _2"></span> <span class="_ _8"></span>odp<span class="_ _2"></span>owi<span class="_ _2"></span>ed<span class="_ _2"></span>ni<span class="_ _2"></span>e <span class="_ _8"></span>tec<span class="_ _2"></span>hn<span class="_ _2"></span>ik<span class="_ _2"></span>i <span class="_ _8"></span>wyc<span class="_ _2"></span>en<span class="_ _2"></span>y. <span class="_ _a"></span>Prz<span class="_ _2"></span>y <span class="_ _8"></span>wyb<span class="_ _2"></span>or<span class="_ _2"></span>ze<span class="_ _2"></span> <span class="_ _8"></span>odp<span class="_ _2"></span>owi<span class="_ _2"></span>ed<span class="_ _2"></span>ni<span class="_ _2"></span>ch </div><div class="t m0 x78 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">met<span class="_ _2"></span>od  i<span class="_ _2"></span>  za<span class="_ _2"></span>łoż<span class="_ _2"></span>eń<span class="_ _2"></span>  Sp<span class="_ _2"></span>ółk<span class="_ _2"></span>a  ki<span class="_ _f"></span>eruj<span class="_ _2"></span>e  się <span class="_ _d"> </span>profe<span class="_ _0"></span>sjo<span class="_ _0"></span>naln<span class="_ _0"></span>ym <span class="_ _e"> </span>os<span class="_ _0"></span>ądem<span class="_ _0"></span>. <span class="_ _e"> </span>Spo<span class="_ _0"></span>sob<span class="_ _0"></span>y <span class="_ _e"> </span>ust<span class="_ _0"></span>ale<span class="_ _0"></span>nia <span class="_ _e"> </span>wa<span class="_ _0"></span>rtoś<span class="_ _0"></span>ci </div><div class="t m0 x78 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">god<span class="_ _0"></span>ziwe<span class="_ _0"></span>j <span class="_ _d"> </span>pos<span class="_ _0"></span>zcze<span class="_ _0"></span>gól<span class="_ _0"></span>nyc<span class="_ _0"></span>h <span class="_ _e"> </span>in<span class="_ _0"></span>st<span class="_ _0"></span>rume<span class="_ _0"></span>ntów<span class="_ _0"></span> <span class="_ _12"> </span>f<span class="_ _0"></span>i<span class="_ _0"></span>na<span class="_ _0"></span>n<span class="_ _0"></span>s<span class="_ _0"></span>ow<span class="_ _0"></span>y<span class="_ _0"></span>c<span class="_ _0"></span>h<span class="_ _0"></span> <span class="_ _d"> </span>z<span class="_ _0"></span>o<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _0"></span>a<span class="_ _0"></span>ł<span class="_ _0"></span>y<span class="_ _0"></span> <span class="_ _d"> </span>p<span class="_ _0"></span>r<span class="_ _0"></span>ze<span class="_ _0"></span>d<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _0"></span>a<span class="_ _0"></span>w<span class="_ _0"></span>i<span class="_ _0"></span>o<span class="_ _0"></span>ne<span class="_ _0"></span> <span class="_ _d"> </span>w<span class="_ _0"></span> <span class="_ _12"> </span>da<span class="_ _0"></span>l<span class="_ _0"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _0"></span>j<span class="_ _0"></span> </div><div class="t m0 x78 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">cz<span class="_ _0"></span>ę<span class="_ _0"></span>ś<span class="_ _0"></span>c<span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _0"></span>n<span class="_ _0"></span>in<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _0"></span>j<span class="_ _0"></span>s<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _0"></span>go<span class="_ _0"></span> <span class="_ _0"></span>s<span class="_ _0"></span>p<span class="_ _0"></span>r<span class="_ _0"></span>a<span class="_ _0"></span>w<span class="_ _0"></span>oz<span class="_ _0"></span>d<span class="_ _0"></span>a<span class="_ _0"></span>ni<span class="_ _0"></span>a<span class="_ _0"></span> <span class="_ _c"></span><span class="ff2">fina<span class="_ _2"></span>ns<span class="_ _f"></span>oweg<span class="_ _f"></span>o. </span></div><div class="t m0 x22 h6 y1c8 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Podział zobowiązań z t<span class="_ _2"></span>ytułu pożycze<span class="_ _2"></span>k i kredytów na cz<span class="_ _2"></span>ęść długo i krótkot<span class="_ _2"></span>erminową<span class="ff2"> </span></span></span></div><div class="t m0 x78 h6 y1c9 ff3 fs2 fc1 sc0 ls0 ws0">P<span class="_ _0"></span>o<span class="_ _0"></span>ży<span class="_ _0"></span>c<span class="_ _0"></span>z<span class="_ _0"></span>k<span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _a"></span>ud<span class="_ _0"></span>z<span class="_ _0"></span>i<span class="_ _0"></span>e<span class="_ _0"></span>lo<span class="_ _c"></span>ne<span class="_ _0"></span> <span class="_ _a"></span>pr<span class="_ _0"></span>z<span class="_ _0"></span>e<span class="_ _0"></span>z<span class="_ _0"></span> <span class="_ _a"></span>AL<span class="_ _0"></span>T<span class="_ _0"></span>A<span class="_ _0"></span> <span class="_ _8"></span><span class="ff2 ls1d">SA<span class="ls0"> <span class="_ _a"></span></span></span>w<span class="_ _0"></span> <span class="_ _a"></span>za<span class="_ _0"></span>l<span class="_ _0"></span>e<span class="_ _0"></span>ż<span class="_ _0"></span>no<span class="_ _0"></span>ś<span class="_ _0"></span>c<span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _a"></span>o<span class="_ _0"></span>d<span class="_ _0"></span> <span class="_ _c"></span>t<span class="_ _0"></span>e<span class="_ _0"></span>r<span class="_ _0"></span>m<span class="_ _0"></span>i<span class="_ _0"></span>n<span class="_ _0"></span>u <span class="_ _a"></span>w<span class="_ _0"></span>y<span class="_ _0"></span>m<span class="_ _0"></span>a<span class="_ _0"></span>ga<span class="_ _0"></span>l<span class="_ _0"></span>n<span class="_ _0"></span>o<span class="_ _0"></span>ś<span class="_ _0"></span>c<span class="_ _0"></span>i<span class="_ _0"></span> <span class="_ _c"></span>p<span class="_ _0"></span>r<span class="_ _0"></span>e<span class="_ _0"></span>ze<span class="_ _0"></span>n<span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _0"></span>a<span class="_ _0"></span>n<span class="_ _0"></span>e </div><div class="t m0 x78 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">są<span class="_ _0"></span> <span class="_ _0"></span>j<span class="_ _0"></span>a<span class="_ _0"></span>k<span class="_ _0"></span>o<span class="_ _0"></span> <span class="_ _0"></span>d<span class="_ _0"></span>ł<span class="_ _0"></span>u<span class="_ _0"></span>go<span class="_ _0"></span>t<span class="_ _0"></span>e<span class="_ _0"></span>r<span class="_ _0"></span>m<span class="_ _0"></span>i<span class="_ _0"></span>no<span class="_ _0"></span>w<span class="_ _0"></span>e<span class="_ _0"></span> <span class="_ _0"></span>l<span class="_ _0"></span>ub<span class="_ _0"></span> <span class="_ _0"></span>k<span class="_ _0"></span>r<span class="_ _0"></span>ó<span class="_ _0"></span>t<span class="_ _0"></span>k<span class="_ _0"></span>o<span class="_ _0"></span>t<span class="_ _0"></span>e<span class="_ _0"></span>rm<span class="_ _0"></span>i<span class="_ _0"></span>n<span class="_ _0"></span>o<span class="_ _0"></span>we<span class="_ _0"></span>.<span class="_ _0"></span> <span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x22 h6 y1cb fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Rezerwa na odrocz<span class="_ _2"></span>ony podatek d<span class="_ _2"></span>ochodowy </span></span></div><div class="t m0 x74 h6 y1cc ff2 fs2 fc1 sc0 ls0 ws0">Rez<span class="_ _2"></span>er<span class="_ _2"></span>wa <span class="_ _d"> </span>na<span class="_ _2"></span> <span class="_ _d"> </span>odroc<span class="_ _2"></span>zo<span class="_ _2"></span>ny <span class="_ _d"> </span>pod<span class="_ _2"></span>at<span class="_ _2"></span>ek <span class="_ _d"> </span>doc<span class="_ _2"></span>hod<span class="_ _2"></span>ow<span class="_ _2"></span>y <span class="_ _d"> </span>roz<span class="_ _2"></span>po<span class="_ _2"></span>zn<span class="_ _2"></span>aw<span class="_ _2"></span>an<span class="_ _2"></span>a <span class="_ _d"> </span>jes<span class="_ _2"></span>t <span class="_ _d"> </span>w <span class="_ _d"> </span>wynik<span class="_ _2"></span>u <span class="_ _d"> </span>jedn<span class="_ _2"></span>os<span class="_ _2"></span>tki<span class="_ _2"></span>, <span class="_ _d"> </span>gd<span class="_ _2"></span>y </div><div class="t m0 x74 h6 y1cd ff3 fs2 fc1 sc0 ls0 ws0">pr<span class="_ _2"></span>zyc<span class="_ _2"></span>hó<span class="_ _2"></span>d <span class="_ _f"></span>lub<span class="_ _2"></span> <span class="_ _2"></span>kos<span class="_ _2"></span>zt<span class="_ _2"></span> <span class="_ _2"></span>wp<span class="_ _2"></span>ływa<span class="_ _f"></span> <span class="_ _2"></span>na<span class="_ _2"></span> <span class="_ _2"></span>wyn<span class="_ _2"></span>ik<span class="_ _2"></span> <span class="_ _2"></span>fi<span class="_ _2"></span>na<span class="_ _2"></span>ns<span class="_ _2"></span>owy<span class="_ _2"></span> <span class="_ _f"></span>w j<span class="_ _2"></span>ed<span class="_ _2"></span>ny<span class="_ _2"></span>m <span class="_ _f"></span>okre<span class="_ _2"></span>si<span class="_ _2"></span>e, <span class="_ _f"></span>lecz<span class="_ _f"></span> w<span class="_ _2"></span>cho<span class="_ _2"></span>dz<span class="_ _2"></span>i <span class="_ _f"></span>w <span class="_ _2"></span>s<span class="_ _2"></span>kła<span class="_ _2"></span>d <span class="_ _f"></span>doch<span class="_ _2"></span>od<span class="_ _2"></span>u </div><div class="t m0 x74 h6 y1ce ff3 fs2 fc1 sc0 ls0 ws0">do <span class="_ _9"> </span>opod<span class="_ _2"></span>at<span class="_ _2"></span>ko<span class="_ _2"></span>wan<span class="_ _2"></span>ia<span class="_ _2"></span> <span class="_ _9"> </span>w <span class="_ _16"> </span>inn<span class="_ _2"></span>ym <span class="_ _9"> </span>okre<span class="_ _2"></span>si<span class="_ _2"></span>e.<span class="_ _2"></span> <span class="_ _16"> </span>Spó<span class="_ _2"></span>łka<span class="_ _2"></span> <span class="_ _16"> </span>wy<span class="_ _2"></span>li<span class="_ _2"></span>cz<span class="_ _2"></span>a <span class="_ _9"> </span>reze<span class="_ _2"></span>rw<span class="_ _2"></span>ę <span class="_ _9"> </span>z <span class="_ _16"> </span>tytu<span class="_ _2"></span>łu<span class="_ _2"></span> <span class="_ _16"> </span>odr<span class="_ _2"></span>ocz<span class="_ _2"></span>on<span class="_ _2"></span>eg<span class="_ _2"></span>o <span class="_ _9"> </span>poda<span class="_ _2"></span>t<span class="ff2">ku<span class="_ _2"></span> </span></div><div class="t m0 x74 h6 y1cf ff3 fs2 fc1 sc0 ls0 ws0">doc<span class="_ _2"></span>hod<span class="_ _2"></span>owe<span class="_ _2"></span>go<span class="_ _2"></span>, <span class="_ _a"></span>we <span class="_ _a"></span>wszy<span class="_ _2"></span>stk<span class="_ _2"></span>i<span class="_ _2"></span>ch<span class="_ _2"></span> <span class="_ _8"></span>tyc<span class="_ _2"></span>h <span class="_ _a"></span>prz<span class="_ _2"></span>yp<span class="_ _2"></span>adka<span class="_ _2"></span>ch<span class="_ _2"></span>, <span class="_ _a"></span>w <span class="_ _8"></span>któr<span class="_ _2"></span>ych<span class="_ _2"></span> <span class="_ _a"></span>real<span class="_ _2"></span>iz<span class="_ _2"></span>acj<span class="_ _2"></span>a <span class="_ _a"></span>lub<span class="_ _2"></span> <span class="_ _8"></span>roz<span class="_ _2"></span>li<span class="_ _2"></span>czen<span class="_ _2"></span>ie<span class="_ _2"></span> <span class="_ _8"></span>war<span class="_ _2"></span>toś<span class="_ _2"></span>ci<span class="_ _f"></span> </div><div class="t m0 x74 h6 y1d0 ff3 fs2 fc1 sc0 ls0 ws0">bi<span class="_ _2"></span>la<span class="_ _2"></span>ns<span class="_ _2"></span>owej<span class="_ _2"></span> skła<span class="_ _2"></span>dn<span class="_ _2"></span>i<span class="_ _2"></span>ka ak<span class="_ _2"></span>tyw<span class="_ _2"></span>ów lu<span class="_ _2"></span>b pa<span class="_ _2"></span>syw<span class="_ _2"></span>ów sp<span class="_ _2"></span>ow<span class="_ _2"></span>odu<span class="_ _2"></span>je<span class="_ _2"></span> zwi<span class="_ _2"></span>ęks<span class="_ _2"></span>ze<span class="_ _2"></span>ni<span class="_ _2"></span>e kwot<span class="_ _2"></span>y prz<span class="_ _2"></span>ys<span class="_ _2"></span>zł<span class="_ _f"></span>ych pła<span class="_ _2"></span>tn<span class="_ _2"></span>ośc<span class="_ _2"></span>i </div><div class="t m0 x74 h6 y1d1 ff3 fs2 fc1 sc0 ls0 ws0">pod<span class="_ _2"></span>at<span class="_ _2"></span>kow<span class="_ _2"></span>ych<span class="_ _f"></span> w <span class="_ _2"></span>p<span class="_ _2"></span>orów<span class="_ _2"></span>na<span class="_ _2"></span>ni<span class="_ _2"></span>u <span class="_ _2"></span>d<span class="_ _2"></span>o k<span class="_ _f"></span>woty,<span class="_ _2"></span> <span class="_ _2"></span>kt<span class="_ _2"></span>óra<span class="_ _2"></span> <span class="_ _2"></span>był<span class="_ _2"></span>ab<span class="_ _2"></span>y <span class="_ _f"></span>właś<span class="_ _2"></span>ci<span class="_ _2"></span>wa,<span class="_ _2"></span> <span class="_ _2"></span>gd<span class="_ _2"></span>yby<span class="_ _2"></span> t<span class="_ _2"></span>a<span class="_ _2"></span> r<span class="_ _2"></span>ea<span class="_ _2"></span>li<span class="_ _2"></span><span class="ff2">za<span class="_ _2"></span>cja<span class="_ _2"></span> <span class="_ _2"></span>lu<span class="_ _2"></span>b <span class="_ _2"></span>ro<span class="_ _2"></span>zl<span class="_ _2"></span>ic<span class="_ _2"></span>zen<span class="_ _2"></span>ie<span class="_ _2"></span> </span></div><div class="t m0 x74 h6 y1d2 ff3 fs2 fc1 sc0 ls0 ws0">ni<span class="_ _2"></span>e w<span class="_ _2"></span>ywoł<span class="_ _2"></span>yw<span class="_ _2"></span>ał<span class="_ _2"></span>ab<span class="_ _2"></span>y s<span class="_ _2"></span>kut<span class="_ _2"></span>ków<span class="_ _2"></span> p<span class="_ _2"></span>od<span class="_ _2"></span>atk<span class="_ _2"></span>owy<span class="_ _2"></span>ch.<span class="_ _2"></span> Z<span class="_ _2"></span><span class="ff2"> <span class="ff3">uwagi na fakt, że Zarząd Spółki kontr<span class="_ _2"></span>oluje terminy<span class="_ _2"></span> </span></span></div><div class="t m0 x74 h6 y1d3 ff3 fs2 fc1 sc0 ls0 ws0">odwracania <span class="_ _c"></span>się <span class="_ _a"></span>różnic <span class="_ _c"></span>przejściowych <span class="_ _a"></span>wynikają<span class="_ _2"></span>cych <span class="_ _a"></span>z <span class="_ _c"></span>różnicy <span class="_ _a"></span>pomiędz<span class="_ _2"></span>y <span class="_ _c"></span>wartością <span class="_ _a"></span>bilansową <span class="_ _c"></span>i </div><div class="t m0 x74 h6 y1d4 ff3 fs2 fc1 sc0 ls0 ws0">podatkową <span class="_ _2"></span>swoich<span class="_ _2"></span> inwes<span class="_ _2"></span>tycji <span class="_ _2"></span>w <span class="_ _2"></span>udziały <span class="_ _f"></span>i akcje, <span class="_ _f"></span>kontroluje <span class="_ _2"></span>politykę <span class="_ _2"></span>sw<span class="_ _2"></span>oich j<span class="_ _2"></span>ednostek <span class="_ _2"></span>zależn<span class="_ _2"></span>ych </div><div class="t m0 x74 h6 y1d5 ff3 fs2 fc1 sc0 ls0 ws0">dotyczącą <span class="_ _16"> </span>dywidend <span class="_ _16"> </span>oraz <span class="_ _16"> </span>te<span class="_ _0"></span>rminy <span class="_ _16"> </span>odwracania <span class="_ _16"> </span>się <span class="_ _16"> </span>różnic <span class="_ _16"> </span>przejściowych <span class="_ _16"> </span>związanych <span class="_ _16"> </span>z <span class="_ _10"> </span>tymi </div><div class="t m0 x74 h6 y1d6 ff3 fs2 fc1 sc0 ls0 ws0">inwestycjami,<span class="_ _2"></span> <span class="_ _13"> </span>Spół<span class="_ _2"></span>ka <span class="_ _13"> </span>na<span class="_ _2"></span> <span class="_ _12"> </span>podstawie <span class="_ _13"> </span>ar<span class="_ _2"></span>t. <span class="_ _12"> </span>39 <span class="_ _13"> </span>i <span class="_ _12"> </span>40 <span class="_ _12"> </span>M<span class="_ _0"></span>SR <span class="_ _12"> </span>12 <span class="_ _13"> </span>nie <span class="_ _12"> </span>tworzy <span class="_ _12"> </span>rezerwy <span class="_ _12"> </span>z <span class="_ _13"> </span>tytułu<span class="_ _2"></span> </div><div class="t m0 x74 h6 y1d7 ff3 fs2 fc1 sc0 ls0 ws0">odroczonego <span class="_ _17"> </span>podatku <span class="_ _17"> </span>dochodoweg<span class="_ _2"></span>o <span class="_ _17"> </span>od <span class="_ _18"> </span>doda<span class="_ _2"></span>tnich <span class="_ _17"> </span>ró<span class="_ _0"></span>żnic <span class="_ _17"> </span>przejściowych <span class="_ _17"> </span>związanych <span class="_ _17"> </span>z </div><div class="t m0 x74 h6 y1d8 ff3 fs2 fc1 sc0 ls0 ws0">inwestycją w jedn<span class="_ _2"></span>ostki zależn<span class="_ _2"></span>e.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1d9 ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _c"></span>sprawozd<span class="_ _2"></span>aniu <span class="_ _0"></span>finansowym <span class="_ _0"></span>za <span class="_ _0"></span>202<span class="_ _0"></span>3 <span class="_ _0"></span><span class="ff3">r. <span class="_ _c"></span>dokonane <span class="_ _0"></span>przez <span class="_ _0"></span>Zarząd <span class="_ _c"></span>istotne<span class="_ _2"></span> <span class="_ _c"></span>osądy w <span class="_ _c"></span>zakresie <span class="_ _0"></span>stosowania </span></div><div class="t m0 x0 h6 y1da ff3 fs2 fc1 sc0 ls0 ws0">przez <span class="_ _f"></span>Spółkę <span class="_ _f"></span>zasad <span class="_ _f"></span>rachunkowości <span class="_ _f"></span>i <span class="_ _2"></span>główn<span class="_ _2"></span>e <span class="_ _f"></span>źródła <span class="_ _2"></span>szacowania<span class="_ _2"></span> <span class="_ _f"></span>niepewności <span class="_ _f"></span>były <span class="_ _f"></span>takie <span class="_ _f"></span>same <span class="_ _f"></span>jak <span class="_ _f"></span>o<span class="_ _0"></span>pisane </div><div class="t m0 x0 h6 y1db ff2 fs2 fc1 sc0 ls0 ws0">w sprawozdaniu fin<span class="_ _2"></span>ansowym za 2022 <span class="ls2">r. <span class="_ _2"></span><span class="ls0"> </span></span></div><div class="t m0 x78 h6 y1dc ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 yb6 ff1 fs2 fc1 sc0 ls0 ws0">4.6.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Istotne za<span class="_ _2"></span>sady rachunko<span class="_ _2"></span>wości<span class="ff1"> </span></span></span></div><div class="t m0 x0 h3f y1dd ff10 fs2 fc1 sc0 ls0 ws0">Spółka zastos<span class="_ _2"></span>owała zasady zaw<span class="_ _2"></span>arte w standar<span class="_ _2"></span>dzie MSSF 10<span class="ff11"> </span></div><div class="t m0 x0 h6 y1de ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1df ff2 fs2 fc1 sc0 ls0 ws0">Stosowanie <span class="_ _f"></span><span class="ff3">standardu <span class="_ _2"></span>MSSF <span class="_ _f"></span>10 i <span class="_ _f"></span>stwierdzenie, <span class="_ _f"></span>że Sp<span class="_ _2"></span>ółka <span class="_ _f"></span>jest jedno<span class="_ _2"></span>stką <span class="_ _2"></span>inwestyc<span class="_ _2"></span>yjną <span class="_ _f"></span>nie mia<span class="_ _2"></span>ło<span class="ff2"> i <span class="_ _f"></span>nie <span class="_ _f"></span>m<span class="_ _0"></span>a </span></span></div><div class="t m0 x0 h6 y1e0 ff3 fs2 fc1 sc0 ls0 ws0">wpływu  na  zmiany  w  stosowaniu  i  prezentacji  dan<span class="_ _2"></span>ych  zgodnie  z  poniższymi  istotnymi  zasada<span class="_ _2"></span>mi </div><div class="t m0 x0 h6 y1e1 ff3 fs2 fc1 sc0 ls0 ws0">rachunkowości. Zarząd Spółki<span class="ff2"> w <span class="_ _0"></span>2014 <span class="ls2">r.</span> <span class="_ _0"></span></span>przyjął wraz z klasyfikacją Spółki jako <span class="_ _0"></span>jednostki inwestycyjnej<span class="_ _2"></span>, </div><div class="t m0 x0 h6 y1e2 ff3 fs2 fc1 sc0 ls0 ws0">uchwałę <span class="_ _9"> </span>w <span class="_ _9"> </span>sprawie <span class="_ _9"> </span>przyjęcia <span class="_ _9"> </span>zaktualizowanych <span class="_ _9"> </span>stosowanych <span class="_ _9"></span>zasad <span class="_ _9"> </span>rachunkowoś<span class="_ _2"></span>ci <span class="_ _9"> </span>stosowanych <span class="_ _9"> </span>w </div><div class="t m0 x0 h6 y1e3 ff3 fs2 fc1 sc0 ls0 ws0">Spółce. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1e4 ff3 fs2 fc1 sc0 ls0 ws0">Zasady <span class="_ _2"></span>te <span class="_ _2"></span>pozos<span class="_ _2"></span>tają <span class="_ _2"></span>spójne <span class="_ _f"></span>z <span class="_ _2"></span>tymi, <span class="_ _f"></span>jakie Sp<span class="_ _2"></span>ółka z<span class="_ _2"></span>astosowała <span class="_ _f"></span>w <span class="_ _2"></span>sprawozdaniu<span class="_ _2"></span> <span class="_ _2"></span>finansowym <span class="_ _f"></span>poprzednich, </div><div class="t m0 x0 h6 y1e5 ff3 fs2 fc1 sc0 ls0 ws0">porównywalnych <span class="_ _2"></span>okresach sprawozdaw<span class="_ _2"></span>czych: <span class="ff2"> </span></div><div class="t m0 x0 h6 y1e6 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y1eb ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Rzeczowe aktywa trwałe<span class="_ _2"></span><span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y1ec ff3 fs2 fc1 sc0 ls0 ws0">Wartość <span class="_ _f"></span>początkowa <span class="_ _f"></span>rzecz<span class="_ _2"></span>owych <span class="_ _f"></span>aktywów <span class="_ _f"></span>trwałych <span class="_ _5"></span>(środków <span class="_ _f"></span>trwałych) <span class="_ _f"></span>ustalana <span class="_ _f"></span>jest <span class="_ _f"></span>na <span class="_ _f"></span>poziomie <span class="_ _f"></span>ceny </div><div class="t m0 x0 h6 y1ed ff3 fs2 fc1 sc0 ls0 ws0">nabycia <span class="_ _e"> </span>powiększonej <span class="_ _e"> </span>o <span class="_ _e"> </span>wszystkie <span class="_ _e"> </span>koszty <span class="_ _e"> </span>bezpośredn<span class="_ _2"></span>io <span class="_ _e"> </span>związane <span class="_ _d"> </span>z <span class="_ _e"> </span>zakupem <span class="_ _e"> </span>i <span class="_ _e"> </span>przystosowanie<span class="_ _2"></span>m </div><div class="t m0 x0 h6 y1ee ff3 fs2 fc1 sc0 ls0 ws0">składnika <span class="_ _c"></span>majątku <span class="_ _c"></span>do <span class="_ _a"></span>stanu <span class="_ _c"></span>zdatnego <span class="_ _c"></span>do <span class="_ _a"></span>używani<span class="_ _2"></span>a. <span class="_ _c"></span>Koszty <span class="_ _c"></span>poniesione <span class="_ _a"></span>po<span class="ff2"> <span class="_ _c"></span>dacie <span class="_ _c"></span>oddania <span class="_ _a"></span>rzeczowego<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y1ef ff3 fs2 fc1 sc0 ls0 ws0">aktywa <span class="_ _2"></span>trwałego <span class="_ _2"></span>do <span class="_ _2"></span>używania, <span class="_ _f"></span>takie jak <span class="_ _2"></span>koszty <span class="_ _2"></span>konser<span class="_ _2"></span>wacji i <span class="_ _f"></span>napraw, obciążają<span class="_ _2"></span> <span class="_ _2"></span>rachunek <span class="_ _2"></span>zysków <span class="_ _f"></span>i strat<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1f0 ff3 fs2 fc1 sc0 ls0 ws0">w <span class="_ _9"> </span>momencie <span class="_ _9"> </span>ich <span class="_ _9"> </span>poniesienia. <span class="_ _9"> </span>Koszty <span class="_ _9"> </span>finansowania <span class="_ _9"> </span>zewnętrznego <span class="_ _9"> </span>stanowią <span class="_ _9"></span>czę<span class="_ _2"></span>ść <span class="_ _9"> </span>ceny <span class="_ _16"> </span>nabycia <span class="_ _9"> </span>lub </div><div class="t m0 x0 h6 y1f1 ff3 fs2 fc1 sc0 ls0 ws0">kosztu <span class="_ _b"> </span>wytworzenia, <span class="_ _15"> </span>jeżeli <span class="_ _b"> </span>można <span class="_ _b"> </span>je<span class="ff2"> <span class="_ _1a"> </span></span>bezpośred<span class="_ _2"></span>nio <span class="_ _b"> </span>przyporządkować<span class="_ _2"></span> <span class="_ _b"> </span>nabyciu, <span class="_ _b"> </span>budowie <span class="_ _b"> </span>lub </div></div></div><div class="pi" ></div></div><div id="pfe" class="pf w0 h0" ><div class="pc pce w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">14</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">wytworzeniu <span class="_ _9"></span>sk<span class="_ _2"></span>ładnika <span class="_ _9"> </span>rzeczowych <span class="_ _9"></span>a<span class="_ _2"></span>ktywów <span class="_ _9"></span>trwały<span class="_ _2"></span>ch <span class="_ _9"></span>oraz <span class="_ _9"></span>jeżeli<span class="_ _2"></span> <span class="_ _9"> </span>istnieje <span class="_ _9"> </span>praw<span class="_ _2"></span>dopodobieństwo, <span class="_ _8"></span>że </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">przyniosą one sp<span class="_ _2"></span>ółce korzyści ekonomicz<span class="_ _2"></span>ne.<span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _12"> </span>dzień <span class="_ _12"> </span>bilansowy, <span class="_ _12"> </span>rzeczowe <span class="_ _12"> </span>aktywa <span class="_ _12"> </span>trwałe <span class="_ _12"> </span>wyceniane <span class="_ _12"> </span>są <span class="_ _12"> </span>w <span class="_ _12"> </span>cenie <span class="_ _12"> </span>nabycia <span class="_ _12"> </span>pomniejszonej <span class="_ _d"> </span>o </div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">skumulowane odpis<span class="_ _2"></span>y amortyzacyjn<span class="_ _2"></span>e oraz o odpisy z t<span class="_ _2"></span>ytułu utraty war<span class="_ _2"></span>tości.<span class="ff2"> </span></div><div class="t m0 x0 h6 y194 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">Odpisów <span class="_ _a"></span>am<span class="_ _2"></span>ortyzacyjnych <span class="_ _c"></span>dokonuje <span class="_ _c"></span>się <span class="_ _a"></span>metodą <span class="_ _c"></span>liniową. <span class="_ _c"></span>Rzeczowe <span class="_ _a"></span>aktywa <span class="_ _c"></span>trwałe <span class="_ _c"></span>są <span class="_ _a"></span>amortyz<span class="_ _2"></span>owane </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">przez określon<span class="_ _2"></span>y z góry przewidywan<span class="_ _2"></span>y czas ich używani<span class="_ _2"></span>a, weryfikowan<span class="_ _2"></span>y corocznie.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c2 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">Okresowej <span class="_ _12"> </span>weryfikacji <span class="_ _12"> </span>podleg<span class="_ _2"></span>a <span class="_ _12"> </span>również <span class="_ _12"> </span>wartość <span class="_ _12"> </span>rzeczowych <span class="_ _12"> </span>aktywów <span class="_ _12"> </span>trwałych, <span class="_ _12"> </span>pod <span class="_ _12"> </span>kątem <span class="_ _12"> </span>jej </div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">ewentualnego <span class="_ _a"></span>obniżenia, <span class="_ _8"></span>w <span class="_ _8"></span>wyniku <span class="_ _8"></span>zdarzeń <span class="_ _8"></span>lub <span class="_ _8"></span>zmian <span class="_ _a"></span>w <span class="_ _8"></span>o<span class="_ _0"></span>toczeniu <span class="_ _8"></span>bądź <span class="_ _a"></span>wewnątrz <span class="_ _8"></span>samych <span class="_ _8"></span>spółek, </div><div class="t m0 x0 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">mogących powod<span class="_ _2"></span>ować obniżenie wart<span class="_ _2"></span>ości tych akty<span class="_ _2"></span>wów poniżej jej ak<span class="_ _2"></span>tualnej wa<span class="_ _2"></span>rtości księgowej.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c6 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _c"></span>potrzeby <span class="_ _c"></span>rachunkow<span class="_ _2"></span>ości <span class="_ _c"></span>MSSF <span class="_ _c"></span>stosuje <span class="_ _c"></span>się <span class="_ _c"></span>odpisywanie <span class="_ _0"></span>wartości <span class="_ _c"></span>bilansowej <span class="_ _0"></span>rzeczowych <span class="_ _c"></span>aktywów </div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">trwałych przez <span class="_ _2"></span>okres ekonomiczn<span class="_ _2"></span>ej przydatnoś<span class="_ _2"></span>ci tych aktywów.   <span class="_ _2"></span>     <span class="ff2"> </span></div><div class="t m0 x0 h6 y1c9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">W sporady<span class="_ _2"></span>cznych <span class="_ _2"></span>przypadkach<span class="_ _2"></span>, kierując <span class="_ _f"></span>się zasadą <span class="_ _f"></span>istotności, o <span class="_ _2"></span>ile c<span class="_ _2"></span>ena <span class="_ _2"></span>nabycia a<span class="_ _2"></span>ktywa <span class="_ _2"></span>nie <span class="_ _2"></span>przekracza<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1cb ff3 fs2 fc1 sc0 ls0 ws0">1 <span class="_ _e"> </span>000 <span class="_ _e"> </span>złotych<span class="_ _2"></span> <span class="_ _e"> </span>polityka  rachunkowości <span class="_ _e"> </span>zezwala<span class="_ _2"></span> <span class="_ _e"> </span>na <span class="_ _e"> </span>jednoraz<span class="_ _2"></span>ową <span class="_ _e"> </span>amortyzację<span class="_ _2"></span>  rzeczowego <span class="_ _e"> </span>aktywa </div><div class="t m0 x0 h6 y1cc ff3 fs2 fc1 sc0 ls0 ws0">trwałego <span class="_ _9"> </span>lub <span class="_ _9"> </span><span class="ff2">niezaliczanie <span class="_ _9"> </span></span>składnika <span class="_ _9"></span>majtku <span class="_ _9"> </span>do <span class="_ _9"> </span>aktywów <span class="_ _9"> </span>trwałych <span class="_ _9"> </span>a <span class="_ _9"> </span>zaliczenie <span class="_ _9"> </span>wydatku <span class="_ _9"> </span>jako <span class="_ _9"> </span>koszt </div><div class="t m0 x0 h6 y1cd ff2 fs2 fc1 sc0 ls0 ws0">okresu. </div><div class="t m0 x0 h6 y1ce ff3 fs2 fc1 sc0 ls0 ws0">Dla celów podatk<span class="_ _2"></span>owych stosuje się odrębn<span class="_ _2"></span>e tabele a<span class="_ _2"></span>mortyzacyjne.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1cf ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1d0 ff3 fs2 fc1 sc0 ls0 ws0">Polityka <span class="_ _0"></span>rachunkowości <span class="_ _0"></span>ALTA <span class="_ _0"></span><span class="ff2 ls10">SA<span class="ls0"> <span class="_ _0"></span></span></span>wymaga <span class="_ _c"></span>dokonywan<span class="_ _2"></span>ia <span class="_ _0"></span>amortyzacji <span class="_ _0"></span>liniowej <span class="_ _0"></span>od <span class="_ _c"></span>rzeczow<span class="_ _2"></span>ych <span class="_ _0"></span>aktywów </div><div class="t m0 x0 h6 y1d1 ff3 fs2 fc1 sc0 ls0 ws0">trwałych nisko<span class="ff2"> cenn<span class="_ _2"></span>ych, wtedy, <span class="ff3">gdy zach<span class="_ _2"></span>odzą łącznie n<span class="_ _2"></span>astępujące okoliczn<span class="_ _2"></span>ości:<span class="ff2"> </span></span></span></div><div class="t m0 x22 h6 y1d2 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">jednorazowo <span class="_ _8"></span>są <span class="_ _9"></span>naby<span class="_ _2"></span>wane <span class="_ _8"></span>znaczne <span class="_ _9"></span>ilości <span class="_ _8"></span>środków <span class="_ _8"></span>trwałych, <span class="_ _8"></span>których <span class="_ _8"></span>cena <span class="_ _9"> </span>jednostko<span class="_ _2"></span>wa <span class="_ _9"></span>nie<span class="_ _2"></span> </span></span></div><div class="t m0 x74 h6 y1d3 ff3 fs2 fc1 sc0 ls0 ws0">przekracza ustal<span class="_ _2"></span>onej kwoty gran<span class="_ _2"></span>icznej, lecz ich łączna <span class="_ _2"></span>wartość jest znaczn<span class="_ _2"></span>a;<span class="ff2"> </span></div><div class="t m0 x22 h6 y1d4 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">stanowią <span class="_ _c"></span>one <span class="_ _c"></span>zespół <span class="_ _0"></span>jednorodnych <span class="_ _c"></span>lub <span class="_ _c"></span>(i) <span class="_ _c"></span>współpracujących <span class="_ _0"></span>ze <span class="_ _c"></span>sobą <span class="_ _c"></span>środków <span class="_ _c"></span>trwałych, <span class="_ _0"></span>a <span class="_ _c"></span>ich </span></span></div><div class="t m0 x74 h6 y1d5 ff3 fs2 fc1 sc0 ls0 ws0">zakup <span class="_ _c"></span>wiąże <span class="_ _c"></span>się <span class="_ _0"></span>z <span class="_ _c"></span>realizacją <span class="_ _0"></span>dużego <span class="_ _c"></span>przedsięwzięcia <span class="_ _0"></span>inwestycyjnego, <span class="_ _0"></span>mającego <span class="_ _c"></span>funkcjonować<span class="_ _2"></span> </div><div class="t m0 x74 h6 y1d6 ff2 fs2 fc1 sc0 ls0 ws0">co <span class="_ _9"> </span>najmniej <span class="_ _9"></span>przez <span class="_ _9"></span>okres<span class="_ _2"></span> <span class="_ _9"> </span>normatywnej <span class="_ _9"></span>amortyzacji, <span class="_ _8"></span>przewidzianej <span class="_ _9"></span>dla <span class="_ _9"></span>danej <span class="_ _8"></span>gru<span class="_ _0"></span><span class="ff3">py <span class="_ _9"> </span>środków </span></div><div class="t m0 x74 h6 y1d7 ff3 fs2 fc1 sc0 ls0 ws0">trwałych w przepi<span class="_ _2"></span>sach podatkowy<span class="_ _2"></span>ch;<span class="ff2"> </span></div><div class="t m0 x22 h6 y1d8 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">są środkami trwa<span class="_ _2"></span>łymi o wysokiej jak<span class="_ _2"></span>ości i niezawodno<span class="_ _2"></span>ści.<span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y1d9 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1da ff3 fs2 fc1 sc0 ls0 ws0">Środki <span class="_ _f"></span>trwałe <span class="_ _2"></span>w <span class="_ _f"></span>budowie <span class="_ _2"></span>–<span class="ff2"> <span class="_ _f"></span><span class="ff3">na d<span class="_ _2"></span>zień <span class="_ _2"></span>bilanso<span class="_ _2"></span>wy <span class="_ _f"></span>wyceniane <span class="_ _2"></span>są <span class="_ _f"></span>w <span class="_ _2"></span>wysokości<span class="_ _2"></span> <span class="_ _2"></span>ogółu <span class="_ _f"></span>kosztów <span class="_ _2"></span>pozostający<span class="_ _2"></span>ch </span></span></div><div class="t m0 x0 h6 y1db ff3 fs2 fc1 sc0 ls0 ws0">w <span class="_ _c"></span>bezpośrednim <span class="_ _c"></span>związku <span class="_ _c"></span>z <span class="_ _c"></span>ich <span class="_ _c"></span>nabyciem <span class="_ _c"></span>lub <span class="_ _c"></span>wytworzeni<span class="_ _2"></span>em, <span class="_ _c"></span>pomniejszonych <span class="_ _c"></span>o <span class="_ _0"></span>ew<span class="_ _0"></span>entualne <span class="_ _c"></span>odpisy <span class="_ _c"></span>z </div><div class="t m0 x0 h6 y1dc ff3 fs2 fc1 sc0 ls0 ws0">tytułu utraty war<span class="_ _2"></span>tości.<span class="ff2"> </span></div><div class="t m0 x0 h3e yb6 ffd fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y1b2 ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Wartości niematerialne<span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y1b3 ff3 fs2 fc1 sc0 ls0 ws0">Wyceniane <span class="_ _f"></span>i <span class="_ _2"></span>amortyzo<span class="_ _2"></span>wane <span class="_ _f"></span>są <span class="_ _2"></span>w <span class="_ _f"></span>sposób <span class="_ _2"></span>anal<span class="_ _2"></span>ogiczny <span class="_ _f"></span>do <span class="_ _2"></span>rzeczowy<span class="_ _2"></span>ch <span class="_ _f"></span>aktywów <span class="_ _2"></span>trw<span class="_ _2"></span>ałych. <span class="_ _f"></span>Najistotniejsza </div><div class="t m0 x0 h6 y1f2 ff3 fs2 fc1 sc0 ls0 ws0">różnica <span class="_ _10"> </span>dotyczy<span class="_ _2"></span>  braku<span class="_ _2"></span> <span class="_ _10"> </span>możliwości<span class="_ _2"></span>  zwię<span class="_ _2"></span>kszania <span class="_ _16"> </span>wartości  począ<span class="_ _2"></span>tkowej <span class="_ _16"> </span>o  kwot<span class="_ _2"></span>y  u<span class="_ _2"></span>lepszenia <span class="_ _16"> </span>wartości </div><div class="t m0 x0 h6 y1f3 ff3 fs2 fc1 sc0 ls0 ws0">niematerialnej <span class="_ _a"></span>i <span class="_ _8"></span>prawnej, <span class="_ _a"></span>chyba, <span class="_ _8"></span>że <span class="_ _8"></span>nakłady <span class="_ _8"></span>takie <span class="_ _a"></span>umożliwią <span class="_ _8"></span>generowanie <span class="_ _a"></span>przez <span class="_ _8"></span>składnik <span class="_ _8"></span>przyszłych </div><div class="t m0 x0 h6 y1f4 ff3 fs2 fc1 sc0 ls0 ws0">korzyści ekono<span class="_ _2"></span>micznych przewyższając<span class="_ _2"></span>ych korz<span class="_ _2"></span>yści pierwotnie sza<span class="_ _2"></span>cowane.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1f5 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y1f6 ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Udziały i akcje inwestycji<span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y1f7 ff3 fs2 fc1 sc0 ls0 ws0">Jako <span class="_ _c"></span>najlepsze <span class="_ _c"></span>odzwiercied<span class="_ _2"></span>lenie <span class="_ _c"></span>wartości <span class="_ _c"></span>godziwej <span class="_ _c"></span>dla <span class="_ _c"></span>akcji <span class="_ _c"></span>i <span class="_ _c"></span>udziałów <span class="_ _c"></span>spółka <span class="_ _c"></span>uznaje <span class="_ _c"></span>ceny <span class="_ _c"></span>notowane </div><div class="t m0 x0 h6 y1f8 ff2 fs2 fc1 sc0 ls0 ws0">na <span class="_ _a"></span><span class="ff3">aktywnym <span class="_ _a"></span>rynku. <span class="_ _c"></span>Jeśli <span class="_ _a"></span>nie <span class="_ _a"></span>istnieje <span class="_ _c"></span>aktywny <span class="_ _a"></span>rynek <span class="_ _a"></span>dla <span class="_ _c"></span>danego <span class="_ _a"></span>instrumentu, <span class="_ _a"></span>spółka <span class="_ _a"></span>ustala <span class="_ _c"></span>wartość<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y15c ff3 fs2 fc1 sc0 ls0 ws0">godziwą <span class="_ _0"></span>przy <span class="_ _0"></span>zastosowaniu technik <span class="_ _0"></span>wyceny. <span class="_ _0"></span>Ponieważ akcje <span class="_ _c"></span>i <span class="_ _0"></span>udziały w <span class="_ _c"></span>jednostkach powiązanych <span class="_ _0"></span>nie </div><div class="t m0 x0 h6 y1f9 ff3 fs2 fc1 sc0 ls0 ws0">są <span class="_ _9"></span>notowane <span class="_ _8"></span>na <span class="_ _9"> </span>aktywnych <span class="_ _8"></span>rynkach, <span class="_ _9"> </span>spółka <span class="_ _9"></span>us<span class="_ _2"></span>tala <span class="_ _8"></span>wartość <span class="_ _9"> </span>godziwą <span class="_ _9"> </span>za <span class="_ _9"></span>pomocą <span class="_ _8"></span>przyjętych <span class="_ _9"> </span>technik </div><div class="t m0 x0 h6 y1fa ff3 fs2 fc1 sc0 ls0 ws0">wyceny. <span class="_ _a"></span>Spółka <span class="_ _c"></span>za <span class="_ _a"></span>oszacowanie <span class="_ _c"></span>wartości <span class="_ _a"></span>godziwej <span class="_ _a"></span>przyjmuje <span class="_ _c"></span>wartość <span class="_ _a"></span>kapitałów <span class="_ _c"></span>własnych <span class="_ _a"></span>jednostek<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1fb ff3 fs2 fc1 sc0 ls0 ws0">powiązanych <span class="_ _18"> </span>wyznacz<span class="_ _2"></span>oną <span class="_ _17"> </span>na <span class="_ _18"> </span>podstawie <span class="_ _18"> </span>metody <span class="_ _17"> </span>skorygowanych <span class="_ _18"> </span>aktyw<span class="_ _2"></span>ów <span class="_ _18"> </span>netto <span class="_ _18"> </span>lub <span class="_ _17"> </span>metody </div><div class="t m0 x0 h6 y1fc ff2 fs2 fc1 sc0 ls0 ws0">dochodowej <span class="_ _16"> </span>poprzez <span class="_ _16"> </span>dyskontowanie <span class="_ _16"> </span>prognozowanych <span class="_ _9"> </span>pr<span class="_ _0"></span><span class="ff3">zepływów <span class="_ _16"> </span>pieniężnych. <span class="_ _9"> </span>W  u<span class="_ _2"></span>zasadnionych </span></div><div class="t m0 x0 h6 y1fd ff3 fs2 fc1 sc0 ls0 ws0">przypadkach za najlepsz<span class="_ _2"></span>e przybliżeni<span class="_ _2"></span>e wartości godziwej spó<span class="_ _2"></span>łka przyjmuje c<span class="_ _2"></span>enę nabycia.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1fe ff3 fs2 fc1 sc0 ls0 ws0">Metoda <span class="_ _c"></span>skorygowan<span class="_ _2"></span>ych <span class="_ _c"></span>aktywów <span class="_ _c"></span>netto, <span class="_ _c"></span>podobnie<span class="_ _2"></span> <span class="_ _c"></span>jak <span class="_ _c"></span>inne <span class="_ _c"></span>majątkowe <span class="_ _0"></span>metody <span class="_ _c"></span>wyceny, <span class="_ _c"></span>koncentruj<span class="_ _2"></span>e </div><div class="t m0 x0 h6 y1ff ff3 fs2 fc1 sc0 ls0 ws0">się <span class="_ _8"></span>na <span class="_ _8"></span>majątku <span class="_ _8"></span>przedsiębiorstwa <span class="_ _8"></span>i <span class="_ _8"></span>przyjmuje <span class="_ _8"></span>go <span class="_ _8"></span>za <span class="_ _8"></span>podstawę <span class="_ _8"></span>określenia <span class="_ _a"></span>wartości. <span class="_ _8"></span>Wartość <span class="_ _8"></span>kapitału </div></div></div><div class="pi" ></div></div><div id="pff" class="pf w0 h0" ><div class="pc pcf w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">15</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">własnego <span class="_ _a"></span>jest <span class="_ _8"></span>wyznaczona <span class="_ _a"></span>przez <span class="_ _a"></span>warto<span class="_ _0"></span>ść <span class="_ _8"></span>godziwą <span class="_ _8"></span>majątku, <span class="_ _a"></span>czyli <span class="_ _8"></span>aktywów, <span class="_ _8"></span>pomniejszonych <span class="_ _a"></span>o <span class="_ _8"></span>sumę </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">zobowiązań <span class="_ _9"> </span>pieniężnych. <span class="_ _16"> </span>Wycena <span class="_ _16"> </span>firmy <span class="_ _9"> </span>metodą <span class="_ _16"> </span>skorygowanej <span class="_ _16"> </span>wartości <span class="_ _16"> </span>aktyw<span class="_ _2"></span>ów <span class="_ _16"> </span>netto <span class="_ _16"> </span>polega <span class="_ _16"> </span>na </div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">ustaleniu <span class="_ _c"></span>na <span class="_ _0"></span>podstawie <span class="_ _c"></span>akt<span class="_ _2"></span>ualnych <span class="_ _c"></span>zapisów<span class="_ _2"></span> <span class="_ _c"></span>w <span class="_ _c"></span>sprawo<span class="_ _2"></span>zdaniach <span class="_ _0"></span>finansowych <span class="_ _c"></span>(sprawozdan<span class="_ _2"></span>iu <span class="_ _c"></span>z <span class="_ _0"></span>sytuacji </div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">finansowej) <span class="_ _13"> </span>war<span class="_ _2"></span>tości <span class="_ _13"> </span>aktywów <span class="_ _12"> </span>wycenianego <span class="_ _13"> </span>przedsiębiorst<span class="_ _2"></span>wa <span class="_ _13"> </span>i <span class="_ _13"> </span>ich <span class="_ _12"> </span>zweryfikowaniu <span class="_ _13"> </span>o <span class="_ _13"> </span>składniki<span class="_ _f"></span> </div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">majątkowe <span class="_ _8"></span>wymagające <span class="_ _8"></span>korekty <span class="_ _8"></span>ich <span class="_ _9"></span>wartości<span class="ff2"> <span class="_ _8"></span></span>do <span class="_ _9"></span>wartości <span class="_ _8"></span>godziwej, <span class="_ _9"></span>a <span class="_ _8"></span>następnie <span class="_ _8"></span>pomniejszeniu <span class="_ _8"></span>tak </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">skalkulowanych <span class="_ _c"></span>akty<span class="_ _2"></span>wów <span class="_ _c"></span>o <span class="_ _c"></span>wielkość <span class="_ _c"></span>kapitałów <span class="_ _c"></span>obcych <span class="_ _c"></span>zaangażowan<span class="_ _2"></span>ych <span class="_ _c"></span>w <span class="_ _c"></span>finansowanie <span class="_ _0"></span>działalności </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">firmy, również uprz<span class="_ _2"></span>ednio skorygow<span class="_ _2"></span>anych do wart<span class="_ _2"></span>ości godziwej.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">Dochodowe <span class="_ _18"> </span>metody <span class="_ _18"> </span>wyceny <span class="_ _15"> </span>wiążą <span class="_ _18"> </span>wartość <span class="_ _15"> </span>przedsiębiorst<span class="_ _2"></span>wa <span class="_ _15"> </span>ze <span class="_ _18"> </span>strumieniem <span class="_ _18"> </span>generowanych </div><div class="t m0 x0 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">przepływów <span class="_ _f"></span>gotówki. <span class="_ _f"></span>Wśród <span class="_ _f"></span>metod <span class="_ _f"></span>dochodowych, <span class="_ _f"></span>można <span class="_ _f"></span>wskazać <span class="_ _f"></span>trzy <span class="_ _f"></span>grupy <span class="_ _f"></span>metod: <span class="_ _f"></span>FCFE, <span class="_ _2"></span>FCFF <span class="_ _f"></span>i <span class="_ _f"></span>APV. </div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">Przeprowadzając <span class="_ _18"> </span>w<span class="_ _2"></span>ycenę <span class="_ _18"> </span>opartą <span class="_ _17"> </span>na <span class="_ _18"> </span>zdyskontowanych <span class="_ _18"> </span>strumi<span class="_ _2"></span>eniach <span class="_ _18"> </span>gotó<span class="_ _2"></span>wki, <span class="_ _18"> </span>należy <span class="_ _18"> </span>dokonać </div><div class="t m0 x0 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">rzetelnych prognoz <span class="_ _0"></span>przych<span class="_ _2"></span>odów, <span class="_ _0"></span>kosztów, nakładów inwestycyjnych, kapitału obrotowego netto <span class="_ _0"></span>oraz </div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">źródeł <span class="_ _d"> </span>finansowania <span class="_ _d"> </span>majątku. <span class="_ _d"> </span>Wycena <span class="_ _d"> </span>kapitału <span class="_ _d"> </span>własnego <span class="_ _d"> </span>spółki <span class="_ _d"> </span>metodą <span class="_ _d"> </span>dochodową <span class="_ _d"> </span>polega<span class="_ _2"></span> <span class="_ _d"> </span>na </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">zdyskontowaniu do wartości bieżącej odpowiedniego przepływu pieniężnego wygenerowanego przez </div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">przedsiębiorstwo <span class="_ _a"></span>oraz <span class="_ _8"></span>w <span class="_ _9"></span>razie <span class="_ _a"></span>ko<span class="_ _0"></span>nieczności <span class="_ _a"></span>dokonania <span class="_ _8"></span>korekty <span class="_ _8"></span>o <span class="_ _8"></span>zadłużenie <span class="_ _8"></span>netto, <span class="_ _9"></span>a <span class="_ _a"></span>także <span class="_ _8"></span>z <span class="_ _9"></span>tytuł<span class="_ _2"></span>u </div><div class="t m0 x0 h6 y1c9 ff3 fs2 fc1 sc0 ls0 ws0">płynności oraz premii<span class="_ _2"></span> za kontrolę.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y1ca ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y1a0 ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Aktywa finansowe i utrata <span class="_ _2"></span>wartości<span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y200 ff3 fs2 fc1 sc0 ls0 ws0">Zgodnie z MSSF 9, Sp<span class="_ _2"></span>ółka dzieli<span class="_ _2"></span> aktywa finansow<span class="_ _2"></span>e na trzy kat<span class="_ _2"></span>egorie:<span class="ff2"> </span></div><div class="t m0 x0 h6 y201 ff2 fs2 fc1 sc0 ls8 ws0">1.<span class="ls0"> <span class="_ _1b"> </span><span class="ff3">Aktywa <span class="_ _a"></span>finansowe <span class="_ _a"></span>utrzymywane <span class="_ _a"></span>w <span class="_ _a"></span>celu <span class="_ _8"></span>uzyskiwania<span class="_ _2"></span> <span class="_ _a"></span>umownych <span class="_ _a"></span>przepływów <span class="_ _a"></span>pieniężnych <span class="_ _8"></span><span class="ff2">-<span class="ls1e">&gt; </span></span></span></span></div><div class="t m0 x0 h6 y202 ff2 fs2 fc1 sc0 ls0 ws0">wyceniane w zam<span class="_ _2"></span>ortyzowanym <span class="_ _2"></span>koszcie. </div><div class="t m0 x0 h6 y203 ff2 fs2 fc1 sc0 ls8 ws0">2.<span class="ls0"> <span class="_ _1b"> </span><span class="ff3">Instrumenty <span class="_ _c"></span>kapitało<span class="_ _2"></span>we <span class="_ _c"></span>nieprzeznacz<span class="_ _2"></span>one <span class="_ _c"></span>do <span class="_ _c"></span>obrotu <span class="_ _c"></span><span class="ff2">-</span>&gt; <span class="_ _c"></span>wyceniane <span class="_ _0"></span>w <span class="_ _c"></span>wartości <span class="_ _c"></span>godziwej <span class="_ _0"></span>przez </span></span></div><div class="t m0 x0 h6 y204 ff3 fs2 fc1 sc0 ls0 ws0">inne całkowite d<span class="_ _2"></span>ochody.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1a6 ff2 fs2 fc1 sc0 ls8 ws0">3.<span class="ls0"> <span class="_ _1b"> </span><span class="ff3">Pozostałe aktywa fin<span class="_ _2"></span>ansowe <span class="ff2">-</span>&gt; wycenian<span class="_ _2"></span>e w wartości g<span class="_ _2"></span>odziwej przez wynik<span class="_ _2"></span> finansowy. <span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y1a7 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1a8 ff2 fs2 fc1 sc0 ls0 ws0">Klasyfikacji tej d<span class="_ _2"></span>okonuje w oparciu<span class="_ _2"></span> o dwa kryteria<span class="_ _2"></span>: </div><div class="t m0 x79 h6 y1a9 ff2 fs2 fc1 sc0 ls0 ws0">- model biznesow<span class="_ _2"></span>y, </div><div class="t m0 x79 h6 y1aa ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">charakterystyk<span class="_ _2"></span>ę umownych prz<span class="_ _2"></span>epływów pieniężny<span class="_ _2"></span>ch. <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y205 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y206 ffd fs2 fc1 sc0 ls0 ws0">Aktywa <span class="ffe">ujmowane <span class="_ _2"></span>według zamortyzowan<span class="_ _2"></span>ego kosztu<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y207 ff3 fs2 fc1 sc0 ls0 ws0">Aktywa <span class="_ _1c"> </span>finansowe <span class="_ _13"> </span>są <span class="_ _1c"> </span>wyceniane <span class="_ _1c"> </span>w <span class="_ _1c"> </span>zamortyzowanym <span class="_ _13"> </span>koszcie, <span class="_ _1c"> </span>jeśli <span class="_ _13"> </span>są <span class="_ _17"> </span>przypisan<span class="_ _2"></span>e <span class="_ _1c"> </span>do <span class="_ _1c"> </span>modelu </div><div class="t m0 x0 h6 y208 ff3 fs2 fc1 sc0 ls0 ws0">biznesowego  zak<span class="_ _2"></span>ładającego  u<span class="_ _2"></span>trzymywanie  a<span class="_ _2"></span>ktywów <span class="_ _10"> </span>w  celu  p<span class="_ _2"></span>ozyskiwania <span class="_ _10"> </span>umownych  p<span class="_ _2"></span>rzepływó<span class="_ _2"></span>w </div><div class="t m0 x0 h6 y1af ff3 fs2 fc1 sc0 ls0 ws0">pieniężnych. <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 yd ff3 fs2 fc1 sc0 ls0 ws0">Aktywa <span class="_ _2"></span>finansow<span class="_ _2"></span>e są<span class="_ _2"></span> w<span class="_ _2"></span>yceniane <span class="_ _2"></span>w <span class="_ _2"></span>wartości <span class="_ _f"></span>godziwej <span class="_ _2"></span>przez <span class="_ _2"></span>inne <span class="_ _2"></span>całk<span class="_ _2"></span>owite d<span class="_ _2"></span>ochody, <span class="_ _2"></span>jeśli <span class="_ _2"></span>są <span class="_ _f"></span>przypisane </div><div class="t m0 x0 h6 y1b0 ff3 fs2 fc1 sc0 ls0 ws0">do <span class="_ _10"> </span>modelu <span class="_ _16"> </span>biznesowego <span class="_ _16"> </span>zakładającego  p<span class="_ _2"></span>ozyskiwanie<span class="_ _2"></span> <span class="_ _16"> </span>przepływów  pieniężn<span class="_ _2"></span>ych <span class="_ _16"> </span>oraz  sprzedaż<span class="_ _2"></span> <span class="_ _10"> </span>tych<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1b1 ff3 fs2 fc1 sc0 ls0 ws0">aktywów <span class="_ _0"></span>i <span class="_ _c"></span>jednocze<span class="_ _2"></span>śnie <span class="_ _0"></span>płatności <span class="_ _0"></span>wynikają <span class="_ _0"></span>jedynie <span class="_ _0"></span>z <span class="_ _0"></span>kapitału <span class="_ _c"></span>i o<span class="_ _0"></span>d<span class="ff2">setek <span class="_ _c"></span>i <span class="_ _0"></span>jest <span class="_ _0"></span>utrzymywany <span class="_ _0"></span>w <span class="_ _0"></span>modelu </span></div><div class="t m0 x0 h6 y1b2 ff3 fs2 fc1 sc0 ls0 ws0">biznesowym, <span class="_ _e"> </span>który <span class="_ _d"> </span>ma <span class="_ _12"> </span>na <span class="_ _d"> </span>celu <span class="_ _d"> </span>zarówno <span class="_ _d"> </span>uzyskiwan<span class="_ _2"></span>ie <span class="_ _d"> </span>umownych <span class="_ _d"> </span>przepływów <span class="_ _d"> </span>pieniężnych <span class="_ _e"> </span>jak <span class="_ _12"> </span>i </div><div class="t m0 x0 h6 y1b3 ff3 fs2 fc1 sc0 ls0 ws0">sprzedaż. <span class="_ _10"> </span>Ujmowanie  utra<span class="_ _2"></span>ty  warto<span class="_ _2"></span>ści  i  przych<span class="_ _2"></span>odów <span class="_ _10"> </span>z  tytułu <span class="_ _10"> </span>odsetek <span class="_ _10"> </span>w  przypad<span class="_ _2"></span>ku  instrumentó<span class="_ _2"></span>w </div><div class="t m0 x0 h6 y1f2 ff3 fs2 fc1 sc0 ls0 ws0">dłużnych <span class="_ _0"></span>wycenianych w <span class="_ _0"></span>wartości <span class="_ _0"></span>godziwej<span class="_ _2"></span> <span class="_ _0"></span>przez <span class="_ _0"></span>po<span class="_ _0"></span>zostałe całkowite <span class="_ _0"></span>dochody będzie <span class="_ _0"></span>takie <span class="_ _0"></span>samo <span class="_ _0"></span>jak </div><div class="t m0 x0 h6 y1f3 ff3 fs2 fc1 sc0 ls0 ws0">w <span class="_ _a"></span>przypadku <span class="_ _c"></span>aktywów <span class="_ _c"></span>finansowych <span class="_ _c"></span>wycenianych <span class="_ _c"></span>według <span class="_ _c"></span>zamortyzowanego <span class="_ _c"></span>kosztu. <span class="_ _c"></span>Ponadto, <span class="_ _c"></span>łączny </div><div class="t m0 x0 h6 y1f4 ff3 fs2 fc1 sc0 ls0 ws0">przyrost <span class="_ _d"> </span>lub <span class="_ _d"> </span>spadek <span class="_ _d"> </span>wartości <span class="_ _d"> </span>godziwej <span class="_ _d"> </span>wykazany <span class="_ _e"> </span>w <span class="_ _12"> </span>pozostałych <span class="_ _e"> </span>całkowitych <span class="_ _d"> </span>dochodach <span class="_ _d"> </span>będzie </div><div class="t m0 x0 h6 y1f5 ff2 fs2 fc1 sc0 ls0 ws0">przenoszony  d<span class="_ _2"></span>o  rach<span class="_ _2"></span>unk<span class="ff3">u  zyskó<span class="_ _2"></span>w  i <span class="_ _10"> </span>strat <span class="_ _10"> </span>w <span class="_ _10"> </span>momencie  u<span class="_ _2"></span>sunięcia <span class="_ _10"> </span>danych <span class="_ _10"> </span>akty<span class="_ _2"></span>wów  finans<span class="_ _2"></span>owych <span class="_ _10"> </span>z </span></div><div class="t m0 x0 h6 y1b7 ff2 fs2 fc1 sc0 ls0 ws0">bilansu. </div><div class="t m0 x0 h6 y1b8 ff3 fs2 fc1 sc0 ls0 ws0">Aktywa <span class="_ _d"> </span>nie <span class="_ _d"> </span>spełniające <span class="_ _e"> </span>ww. <span class="_ _d"> </span>kryteriów <span class="_ _d"> </span>są <span class="_ _d"> </span>wyceniane <span class="_ _d"> </span>w <span class="_ _d"> </span>wartości <span class="_ _d"> </span>godziwej, <span class="_ _e"> </span>a <span class="_ _d"> </span>skutki <span class="_ _12"> </span>wyceny <span class="_ _d"> </span>są </div><div class="t m0 x0 h6 y1b9 ff2 fs2 fc1 sc0 ls0 ws0">odnoszone w wynik fin<span class="_ _2"></span>ansowy okresu.<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1ba ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1eb ff3 fs2 fc1 sc0 ls0 ws0">Do aktywów finansowych wycenianych w zamortyzo<span class="_ _2"></span>wanym koszcie zalicza się <span class="_ _0"></span>niezależnie od terminu </div><div class="t m0 x0 h6 y1ec ff3 fs2 fc1 sc0 ls0 ws0">ich  wymagalności  (zapłat<span class="_ _2"></span>y)  aktywa  finans<span class="_ _2"></span>owe  powstałe  na  skutek  w<span class="_ _2"></span>ydania  bezpośredni<span class="_ _2"></span>o  drugiej </div><div class="t m0 x0 h6 y1ed ff3 fs2 fc1 sc0 ls0 ws0">stronie <span class="_ _a"></span>um<span class="_ _2"></span>owy <span class="_ _a"></span>środk<span class="_ _2"></span>ów <span class="_ _a"></span>pieniężnych.<span class="_ _2"></span> <span class="_ _a"></span>Do <span class="_ _c"></span>tej <span class="_ _a"></span>kategorii<span class="_ _2"></span> <span class="_ _c"></span>kwalifikuje <span class="_ _a"></span>się <span class="_ _c"></span>r<span class="_ _0"></span>ównież <span class="_ _c"></span>o<span class="_ _0"></span>bligacje <span class="_ _c"></span>i <span class="_ _a"></span>inne <span class="_ _c"></span>dłużne </div><div class="t m0 x0 h6 y1ee ff3 fs2 fc1 sc0 ls0 ws0">papiery <span class="_ _12"> </span>wartościowe <span class="_ _13"> </span>nabyte <span class="_ _12"> </span>w <span class="_ _13"> </span>zamian <span class="_ _13"> </span>za<span class="_ _2"></span> <span class="_ _13"> </span>wydan<span class="_ _2"></span>e <span class="_ _13"> </span>środki<span class="_ _2"></span> <span class="_ _13"> </span>pieniężne,<span class="_ _2"></span> <span class="_ _13"> </span>jeżeli<span class="_ _2"></span> <span class="_ _13"> </span>z <span class="_ _13"> </span>za<span class="_ _2"></span>wartej <span class="_ _13"> </span>u<span class="_ _2"></span>mowy </div><div class="t m0 x0 h6 y1ef ff3 fs2 fc1 sc0 ls0 ws0">jednoznacznie <span class="_ _c"></span>wynika, <span class="_ _a"></span>że <span class="_ _a"></span>zbywający <span class="_ _c"></span>nie <span class="_ _a"></span>utracił <span class="_ _a"></span>kontroli <span class="_ _c"></span>nad <span class="_ _a"></span>wydanymi <span class="_ _c"></span>instrumentami <span class="_ _a"></span>finansowy<span class="_ _2"></span>mi. </div><div class="t m0 x0 h6 y1f0 ff3 fs2 fc1 sc0 ls0 ws0">Przyjmuje <span class="_ _0"></span>się <span class="_ _0"></span>przy <span class="_ _c"></span>ty<span class="_ _2"></span>m, <span class="_ _c"></span>że zgodnie <span class="_ _c"></span>z <span class="_ _0"></span>mode<span class="ff2">lem <span class="_ _c"></span>biznes<span class="_ _2"></span>owym <span class="_ _0"></span>celem <span class="_ _0"></span>ich <span class="_ _c"></span>utrzy<span class="_ _2"></span>mywania <span class="_ _0"></span>jest <span class="_ _0"></span>uzyskiwanie </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 x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">16</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">przepływów <span class="_ _10"> </span>pieniężnych <span class="_ _16"> </span>wynikających  z <span class="_ _10"> </span>umowy, <span class="_ _10"> </span>a  p<span class="_ _2"></span>rzepływy  p<span class="_ _2"></span>ieniężne <span class="_ _10"> </span>w <span class="_ _10"> </span>określonych<span class="_ _2"></span>  umownie<span class="_ _2"></span> </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">terminach są jedynie <span class="_ _2"></span>spłatą kwot<span class="_ _2"></span>y głównej i odsetek <span class="_ _2"></span>od kwoty głównej p<span class="_ _2"></span>ozostałej<span class="_ _2"></span> do spłaty.<span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">Oprócz <span class="_ _9"></span>obligacji <span class="_ _9"></span>i <span class="_ _9"></span>innych <span class="_ _8"></span>dłużnych <span class="_ _9"> </span>papierów <span class="_ _9"> </span>wartościowych <span class="_ _9"></span>o <span class="_ _9"></span>których <span class="_ _9"></span>mo<span class="_ _2"></span>wa <span class="_ _9"> </span>wyżej, <span class="_ _9"> </span>do <span class="_ _9"> </span>pozycji <span class="_ _9"></span>tej </div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">Spółka zalicza także<span class="_ _2"></span> należności <span class="_ _2"></span>oraz udzielone p<span class="_ _2"></span>ożyczki.<span class="ff2"> </span></div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">Udzielone <span class="_ _c"></span>pożyczki <span class="_ _0"></span>jednostka <span class="_ _c"></span>wycenia <span class="_ _0"></span>w <span class="_ _a"></span>zamor<span class="_ _2"></span>tyzowanym <span class="_ _c"></span>koszci<span class="_ _2"></span>e. <span class="_ _c"></span>W <span class="_ _c"></span>przypadku <span class="_ _0"></span>jednak <span class="_ _c"></span>gdy <span class="_ _c"></span>różnica </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">między wy<span class="_ _2"></span>ceną wg. <span class="_ _2"></span>zamortyzow<span class="_ _2"></span>anego kosz<span class="_ _2"></span>tu a w<span class="_ _2"></span>yceną w k<span class="_ _2"></span>wocie w<span class="_ _2"></span>ymagającej z<span class="_ _2"></span>apłaty j<span class="_ _2"></span>est niei<span class="_ _2"></span>stotna, </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">pożyczki <span class="_ _2"></span>wyceniane <span class="_ _2"></span>są <span class="_ _f"></span>w kwocie <span class="_ _f"></span>wymagającej z<span class="_ _2"></span>apłaty <span class="_ _f"></span>(o<span class="_ _0"></span>dsetki <span class="_ _f"></span>o<span class="_ _0"></span>d ud<span class="_ _2"></span>zielonych <span class="_ _2"></span>pożyczek <span class="_ _f"></span>naliczane są <span class="_ _f"></span>w </div><div class="t m0 x0 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">okresach miesi<span class="_ _2"></span>ęcznych, prowizja jes<span class="_ _2"></span>t niewielka).<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c3 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">Aktywa <span class="_ _c"></span>ujmowane <span class="_ _c"></span>według<span class="_ _2"></span> <span class="_ _c"></span>zamortyzowanego <span class="_ _0"></span>kosztu <span class="_ _c"></span>obejmują <span class="_ _c"></span>należności <span class="_ _c"></span>i <span class="_ _c"></span>pożyczki, <span class="_ _c"></span>które <span class="_ _c"></span>zg<span class="_ _2"></span>odnie <span class="_ _c"></span>z </div><div class="t m0 x0 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">modelem <span class="_ _12"> </span>biznesowym <span class="_ _12"> </span>Spółki <span class="_ _12"> </span>spełniają <span class="_ _d"> </span>kry<span class="_ _0"></span>terium <span class="_ _d"> </span>utrzymywania <span class="_ _12"> </span>w <span class="_ _13"> </span>celu <span class="_ _d"> </span>ściągnięcia, <span class="_ _12"> </span>również <span class="_ _12"> </span>w </div><div class="t m0 x0 h6 y1c6 ff2 fs2 fc1 sc0 ls0 ws0">przypadku przeter<span class="_ _2"></span>minowanych pozy<span class="_ _2"></span>cji.  </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">Utraty  wartości  należności  dokonuje <span class="_ _e"> </span>się  uwzględniając  stopień  prawdopodob<span class="_ _2"></span>ieństwa  ich <span class="_ _e"> </span>zapłaty </div><div class="t m0 x0 h6 y1c8 ff2 fs2 fc1 sc0 ls0 ws0">z <span class="ff3">uwzględnieniem<span class="_ _2"></span> modelu oczekiwanej <span class="_ _2"></span>straty. <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1c9 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _18"> </span>każdy <span class="_ _15"> </span>dzień <span class="_ _18"> </span>sprawozdawczy <span class="_ _18"> </span>Spółka <span class="_ _18"> </span>dokonuje <span class="_ _18"> </span>o<span class="_ _0"></span>ceny, <span class="_ _18"> </span>czy <span class="_ _15"> </span>ryzyko <span class="_ _18"> </span>kredytowe <span class="_ _18"> </span>związane <span class="_ _15"> </span>z </div><div class="t m0 x0 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">należnościami <span class="_ _9"></span>znaczn<span class="_ _2"></span>ie <span class="_ _9"></span>wzrosło <span class="_ _8"></span>od <span class="_ _9"> </span>dnia <span class="_ _9"> </span>jego <span class="_ _9"> </span>początkowego<span class="_ _2"></span> <span class="_ _9"> </span>ujęcia. <span class="_ _9"></span>Dokonując<span class="_ _2"></span> <span class="_ _9"> </span>takiej <span class="_ _9"></span>oceny <span class="_ _9"></span>Spółka<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1cb ff3 fs2 fc1 sc0 ls0 ws0">posługuje <span class="_ _a"></span>się <span class="_ _8"></span>zmianą <span class="_ _a"></span>ryzyka <span class="_ _8"></span>niewykonania <span class="_ _a"></span>zobowiąza<span class="_ _2"></span>nia <span class="_ _a"></span>w <span class="_ _8"></span>oczekiwanym <span class="_ _a"></span>okresie <span class="_ _8"></span>ż<span class="ff2">ycia <span class="_ _8"></span>instrumentu </span></div><div class="t m0 x0 h6 y1cc ff3 fs2 fc1 sc0 ls0 ws0">finansowego. W <span class="_ _f"></span>celu dokonania takiej <span class="_ _f"></span>o<span class="_ _0"></span>ceny Spó<span class="_ _2"></span>łka porównu<span class="_ _2"></span>je ryzyk<span class="_ _2"></span>o niewykon<span class="_ _2"></span>ania zobowi<span class="_ _2"></span>ązania na<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1cd ff3 fs2 fc1 sc0 ls0 ws0">dzień <span class="_ _a"></span>sprawozdawczy <span class="_ _a"></span>z <span class="_ _a"></span>ryzykiem <span class="_ _8"></span>niewykonania <span class="_ _c"></span>zo<span class="_ _0"></span>bowiązania <span class="_ _a"></span>na <span class="_ _a"></span>dzień <span class="_ _a"></span>początkowego <span class="_ _a"></span>ujęcia, <span class="_ _a"></span>biorąc </div><div class="t m0 x0 h6 y1ce ff3 fs2 fc1 sc0 ls0 ws0">pod <span class="_ _f"></span>uwagę <span class="_ _f"></span>racjonalne <span class="_ _f"></span>i <span class="_ _f"></span>możliwe <span class="_ _f"></span>do <span class="_ _f"></span>udokumentowania<span class="ff2"> <span class="_ _f"></span><span class="ff3">informacje, <span class="_ _f"></span>które <span class="_ _f"></span>są <span class="_ _f"></span>dostępn<span class="_ _2"></span>e <span class="_ _f"></span>bez <span class="_ _f"></span>nadmiernych </span></span></div><div class="t m0 x0 h6 y1cf ff3 fs2 fc1 sc0 ls0 ws0">kosztów i które ws<span class="_ _2"></span>kazują na zn<span class="_ _2"></span>aczy wzrost ryzyka kr<span class="_ _2"></span>edytoweg<span class="_ _2"></span>o od momentu po<span class="_ _2"></span>czątkowego uję<span class="_ _2"></span>cia. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1d0 ff3 fs2 fc1 sc0 ls0 ws0">Dla <span class="_ _0"></span>należności handlowych, <span class="_ _0"></span>na <span class="_ _0"></span>których nie <span class="_ _0"></span>stwierdzono <span class="_ _0"></span>indywidualnie utraty wartości, <span class="_ _0"></span>przeprowadza </div><div class="t m0 x0 h6 y1d1 ff3 fs2 fc1 sc0 ls0 ws0">się <span class="_ _0"></span>analizę <span class="_ _0"></span>oczekiwanych <span class="_ _0"></span>strat <span class="_ _0"></span>kredytowych w <span class="_ _c"></span>całym <span class="_ _0"></span>okresie <span class="_ _0"></span>życia <span class="_ _0"></span>należności. <span class="_ _0"></span>Analizy <span class="_ _0"></span>dokonuje <span class="_ _0"></span>się <span class="_ _0"></span>w </div><div class="t m0 x0 h6 y1d2 ff3 fs2 fc1 sc0 ls0 ws0">oparciu <span class="_ _e"> </span>o<span class="_ _0"></span> <span class="_ _d"> </span>wskaźniki <span class="_ _e"> </span>o<span class="_ _0"></span>czekiwaneg<span class="_ _2"></span>o <span class="_ _d"> </span>niewypełnienia <span class="_ _e"> </span>zobowiązan<span class="ff2">ia <span class="_ _d"> </span>ustalone <span class="_ _d"> </span>na <span class="_ _d"> </span>podstawie <span class="_ _d"> </span>danych </span></div><div class="t m0 x0 h6 y1d3 ff3 fs2 fc1 sc0 ls0 ws0">historycznych. <span class="_ _13"> </span>Jeśli <span class="_ _1c"> </span>analiza <span class="_ _13"> </span>wykaże <span class="_ _1c"> </span>poziom <span class="_ _1c"> </span>strat <span class="_ _13"> </span>za <span class="_ _1c"> </span>nieistotny, <span class="_ _1c"> </span>Spółka <span class="_ _1c"> </span>nie <span class="_ _1c"> </span>dokonuje <span class="_ _13"> </span>odpisów </div><div class="t m0 x0 h6 y1d4 ff3 fs2 fc1 sc0 ls0 ws0">aktualizujących.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y1d5 ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>przypadku <span class="_ _9"> </span>uznania, <span class="_ _9"> </span>że <span class="_ _16"> </span>ryzyko <span class="_ _16"> </span>kredytowe <span class="_ _9"></span>dla <span class="_ _9"> </span>danych <span class="_ _9"> </span>należności <span class="_ _9"> </span>znacząco <span class="_ _9"> </span>wzrosło <span class="_ _9"> </span>od <span class="_ _16"> </span>dnia <span class="_ _9"> </span>jego </div><div class="t m0 x0 h6 y1d6 ff3 fs2 fc1 sc0 ls0 ws0">początkowego ujęcia, Sp<span class="_ _2"></span>ółka weryfikuj<span class="_ _2"></span>e indywidualn<span class="_ _2"></span>ie czy nastąpiła u<span class="_ _2"></span>trata wartości. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1d7 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _13"> </span>podstawie <span class="_ _1c"> </span>analizy <span class="_ _13"> </span>dokonuje <span class="_ _13"> </span>się <span class="_ _1c"> </span>odpisu <span class="_ _13"> </span>aktualizującego <span class="_ _13"> </span>w <span class="_ _1c"> </span>wysokości <span class="_ _13"> </span>100% <span class="_ _1c"> </span>dla <span class="_ _13"> </span>należności </div><div class="t m0 x0 h6 y1d8 ff3 fs2 fc1 sc0 ls0 ws0">przeterminowan<span class="_ _2"></span>ych pow. 365 dni zg<span class="_ _2"></span>odnie z poniższy<span class="_ _2"></span>mi zasadami:<span class="ff2"> </span></div><div class="t m0 x7a h6 y208 ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">na <span class="_ _9"> </span>należności <span class="_ _9"></span>skiero<span class="_ _2"></span>wane <span class="_ _8"></span>na <span class="_ _16"> </span>drogę <span class="_ _9"></span>postęp<span class="_ _2"></span>owania <span class="_ _9"></span>sądoweg<span class="_ _2"></span>o <span class="_ _9"> </span>tworzenie <span class="_ _8"></span>o<span class="_ _0"></span>dpisu <span class="_ _9"></span>jest </span></span></div><div class="t m0 x6b h6 y1af ff3 fs2 fc1 sc0 ls0 ws0">obowiązkowe,<span class="ff2"> </span></div><div class="t m0 x7a h6 y209 ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">na <span class="_ _0"></span>należności wątpliwe, <span class="_ _0"></span>których prawdopodobieństwo ściągnięcia zadłużenia <span class="_ _0"></span>w <span class="_ _0"></span>ciągu </span></span></div><div class="t m0 x6b h6 y20a ff3 fs2 fc1 sc0 ls0 ws0">najbliższego okresu p<span class="_ _2"></span>ółrocznego je<span class="_ _2"></span>st mało możliwe,<span class="ff2"> </span></div><div class="t m0 x7a h6 y20b ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">na <span class="_ _10"> </span>należności, <span class="_ _16"> </span>z  których <span class="_ _16"> </span>zapłatą  dłuż<span class="_ _2"></span>nik <span class="_ _10"> </span>zalega <span class="_ _16"> </span>powyżej <span class="_ _10"> </span>365  dn<span class="_ _2"></span>i, <span class="_ _10"> </span>a <span class="_ _16"> </span>według  oceny<span class="_ _2"></span> </span></span></div><div class="t m0 x6b h6 y20c ff3 fs2 fc1 sc0 ls0 ws0">majątkowej  i <span class="_ _e"> </span>finansowej  dłużnika  spłata <span class="_ _e"> </span>należności  jest  m<span class="_ _0"></span>ało  prawdopodobna  w </div><div class="t m0 x6b h6 y10c ff3 fs2 fc1 sc0 ls0 ws0">wysokości 100%<span class="_ _2"></span>,<span class="ff2"> </span></div><div class="t m0 x7a h6 y20d ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">na  należności<span class="_ _2"></span>  ubezpiecz<span class="_ _2"></span>one  w<span class="_ _2"></span>  Towarz<span class="_ _2"></span>ystwie  Ub<span class="_ _2"></span>ezpieczeniowym <span class="_ _10"> </span>jednostka <span class="_ _16"> </span>tworzy </span></span></div><div class="t m0 x6b h6 y20e ff3 fs2 fc1 sc0 ls0 ws0">odpisy aktualizujące <span class="_ _2"></span>wartość należn<span class="_ _2"></span>ości do wysokości <span class="_ _2"></span>wkładu własneg<span class="_ _2"></span>o.<span class="ff2"> </span></div><div class="t m0 x0 h6 y20f ff3 fs2 fc1 sc0 ls0 ws0">Jeżeli <span class="_ _0"></span>wyżej o<span class="_ _0"></span>pisana <span class="_ _0"></span>analiza <span class="_ _0"></span>wykazała, <span class="_ _0"></span>że <span class="_ _0"></span>została <span class="_ _0"></span>poniesiona strata <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>utraty <span class="_ _0"></span>wartości <span class="_ _0"></span>pożyczek <span class="_ _0"></span>i </div><div class="t m0 x0 h6 ybd ff3 fs2 fc1 sc0 ls0 ws0">należności <span class="_ _a"></span>wycenianych <span class="_ _a"></span>według <span class="_ _8"></span>zamortyzo<span class="_ _2"></span>wanego <span class="_ _a"></span>kosztu, <span class="_ _8"></span>to <span class="_ _a"></span>kwota <span class="_ _8"></span>odpisu <span class="_ _a"></span>aktualizującego <span class="_ _a"></span>z<span class="_ _0"></span><span class="ff2"> </span>tytułu </div><div class="t m0 x0 h6 y210 ff3 fs2 fc1 sc0 ls0 ws0">utraty <span class="_ _16"> </span>wartości <span class="_ _16"> </span>równa <span class="_ _16"> </span>się <span class="_ _10"> </span>różnicy <span class="_ _16"> </span>pomiędzy <span class="_ _16"> </span>wartością <span class="_ _16"> </span>bilansową <span class="_ _10"> </span>składnika <span class="_ _9"> </span>aktywów <span class="_ _16"> </span>finansowych </div><div class="t m0 x0 h6 y211 ff2 fs2 fc1 sc0 ls0 ws0">a <span class="ff3">wartością <span class="_ _f"></span>bieżącą <span class="_ _2"></span>oszacowanych <span class="_ _f"></span>przyszłych <span class="_ _f"></span>przepływów <span class="_ _2"></span>pieniężny<span class="_ _2"></span>ch <span class="_ _2"></span>(z<span class="ff2"> </span>wyłączeni<span class="_ _2"></span>em <span class="_ _2"></span>przyszłych <span class="_ _f"></span>strat </span></div><div class="t m0 x0 h6 y212 ff3 fs2 fc1 sc0 ls0 ws0">z <span class="_ _17"> </span>tytułu <span class="_ _18"> </span>nieściągnięci<span class="_ _2"></span>a <span class="_ _17"> </span>należności, <span class="_ _18"> </span>k<span class="_ _2"></span>tóre <span class="_ _17"> </span>nie <span class="_ _18"> </span>zost<span class="_ _2"></span>ały <span class="_ _17"> </span>jeszcze <span class="_ _18"> </span>p<span class="_ _2"></span>oniesione), <span class="_ _17"> </span>zdyskontowanych <span class="_ _17"> </span>z </div><div class="t m0 x0 h6 y213 ff2 fs2 fc1 sc0 ls0 ws0">zastosowaniem <span class="_ _8"></span>pierwotnej <span class="_ _9"></span>(tj<span class="ff3">. <span class="_ _9"> </span>ustalonej <span class="_ _8"></span>przy <span class="_ _9"> </span>początkowym <span class="_ _9"></span>uj<span class="_ _2"></span>ęciu) <span class="_ _9"></span>efektywnej<span class="_ _2"></span> <span class="_ _9"> </span>stopy <span class="_ _9"></span>procent<span class="_ _2"></span>owej. </span></div><div class="t m0 x0 h6 y214 ff3 fs2 fc1 sc0 ls0 ws0">Wartość bilansową <span class="_ _0"></span>składni<span class="_ _2"></span>ka <span class="_ _0"></span>aktywów obniża <span class="_ _0"></span>się <span class="_ _0"></span>bezpośrednio poprzez zastosowanie konta o<span class="_ _0"></span>dpisów </div><div class="t m0 x0 h6 y215 ff3 fs2 fc1 sc0 ls0 ws0">aktualizujących. Kw<span class="_ _2"></span>otę straty ujmuje si<span class="_ _2"></span>ę w zysku lub<span class="_ _2"></span> stracie. <span class="ff2"> </span></div><div class="t m0 x0 h6 y216 ff3 fs2 fc1 sc0 ls0 ws0">Jeżeli <span class="_ _c"></span>w <span class="_ _c"></span>następnym <span class="_ _c"></span>okresie <span class="_ _c"></span>odpis <span class="_ _c"></span>z <span class="_ _a"></span>tytułu <span class="_ _c"></span>utraty <span class="_ _c"></span>wartości <span class="_ _c"></span>zmniejsz<span class="_ _2"></span>ył <span class="_ _c"></span>się, <span class="_ _c"></span>a <span class="_ _a"></span>zmniejszenie <span class="_ _c"></span>to <span class="_ _0"></span>można <span class="_ _c"></span>w </div><div class="t m0 x0 h6 y217 ff3 fs2 fc1 sc0 ls0 ws0">obiektywny sposób powiązać ze <span class="_ _0"></span>zdarzeniem następujący<span class="_ _2"></span>m <span class="_ _0"></span>po ujęciu odpisu, to <span class="_ _0"></span>uprzednio ujęty o<span class="_ _0"></span>dpis </div><div class="t m0 x0 h6 y218 ff3 fs2 fc1 sc0 ls0 ws0">odwraca si<span class="_ _2"></span>ę. P<span class="_ _2"></span>óźniejsze <span class="_ _2"></span>odwróceni<span class="_ _2"></span>e <span class="_ _2"></span>odpisu <span class="_ _2"></span>aktualizującego <span class="_ _2"></span>z<span class="ff2"> </span>t<span class="_ _2"></span>ytułu utrat<span class="_ _2"></span>y war<span class="_ _2"></span>tości <span class="_ _2"></span>ujmuje si<span class="_ _2"></span>ę <span class="_ _2"></span>w zys<span class="_ _2"></span>ku </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w0 h0" ><div class="pc pc11 w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">17</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">lub  stracie  w <span class="_ _e"> </span>zakresie,  w  jakim  na  dzień  odwrócenia  wartość  bilansowa  składnika  aktywów  nie </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">przewyższa jego za<span class="_ _2"></span>mortyzowaneg<span class="_ _2"></span>o kosztu.<span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y193 ffd fs2 fc1 sc0 ls0 ws0">Aktywa ujmowane <span class="_ _2"></span><span class="ffe">w wartości godz<span class="_ _2"></span>iwej przez inne ca<span class="_ _2"></span>łkowite dochody<span class="_ _2"></span><span class="ff2"> </span></span></div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">Do <span class="_ _10"> </span>grupy <span class="_ _16"> </span>aktywów <span class="_ _16"> </span>finansowych <span class="_ _16"> </span>wycenianych <span class="_ _16"> </span>w <span class="_ _10"> </span>wartości <span class="_ _16"> </span>godziwej <span class="_ _16"> </span>przez  in<span class="_ _2"></span>ne <span class="_ _16"> </span>całkowite <span class="_ _16"> </span>dochody </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">zalicza <span class="_ _a"></span>się <span class="_ _a"></span>aktywa <span class="_ _a"></span>finansowe,<span class="_ _2"></span> <span class="_ _a"></span>których <span class="_ _a"></span>celem <span class="_ _a"></span>utrzymywania<span class="_ _2"></span> <span class="_ _a"></span>jest <span class="_ _a"></span>zarówno <span class="_ _a"></span>otrzymywanie<span class="_ _2"></span> <span class="_ _a"></span>przepływów </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">pieniężnych <span class="_ _8"></span>wynikających <span class="_ _8"></span>z <span class="_ _9"> </span>umowy <span class="_ _9"></span>jak <span class="_ _8"></span>i <span class="_ _9"> </span>sprzedaż <span class="_ _9"></span>sk<span class="_ _2"></span>ładników <span class="_ _8"></span>aktywów <span class="_ _9"> </span>finan<span class="ff2">sowych, <span class="_ _8"></span>oraz <span class="_ _9"></span>warunki </span></div><div class="t m0 x0 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">umowy <span class="_ _c"></span>powodują <span class="_ _c"></span>powstawanie <span class="_ _c"></span>w <span class="_ _c"></span>określonych <span class="_ _c"></span>termi<span class="_ _2"></span>nach <span class="_ _c"></span>przepływów <span class="_ _c"></span>pieniężnych, <span class="_ _c"></span>które <span class="_ _c"></span>są <span class="_ _c"></span>jedynie </div><div class="t m0 x0 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">spłatą kwoty głównej i<span class="_ _2"></span> odsetek od kw<span class="_ _2"></span>oty głównej poz<span class="_ _2"></span>ostałe do spłaty. <span class="ff2"> </span></div><div class="t m0 x79 h6 y1c4 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3e y1c5 ffe fs2 fc1 sc0 ls0 ws0">Aktywa finansowe ujmo<span class="_ _2"></span>wane w <span class="_ _2"></span>wartości godziwej p<span class="_ _2"></span>rzez wynik<span class="ffd"> </span></div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">Aktywa <span class="_ _9"> </span>finansowe <span class="_ _16"> </span>są <span class="_ _16"> </span>wyceniane <span class="_ _16"> </span>w <span class="_ _16"> </span>wartości <span class="_ _16"> </span>godziwej <span class="_ _9"> </span>przez <span class="_ _16"> </span>wynik, <span class="_ _16"> </span>jeśli <span class="_ _16"> </span>są <span class="_ _16"> </span>przypisane <span class="_ _9"> </span>do <span class="_ _16"> </span>modelu </div><div class="t m0 x0 h6 y1c7 ff2 fs2 fc1 sc0 ls0 ws0">biznesowego <span class="ff3">zakładają<span class="_ _2"></span>cego utrzymywanie<span class="_ _2"></span> aktywów <span class="_ _2"></span>w celu ich sprzedaż<span class="_ _2"></span>y.<span class="ff2"> </span></span></div><div class="t m0 x79 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">Do pozycji tej Spó<span class="_ _2"></span>łka zalicza:<span class="ff2"> </span></div><div class="t m0 x7a h6 y19e ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">pochodne <span class="_ _10"> </span>instrum<span class="_ _2"></span>enty <span class="_ _10"> </span>fin<span class="_ _2"></span>ansowe <span class="_ _10"> </span>posiadające <span class="_ _16"> </span>dodatnią <span class="_ _16"> </span>wartość  g<span class="_ _2"></span>odziwą <span class="_ _16"> </span>na <span class="_ _10"> </span>dzień </span></span></div><div class="t m0 x6b h6 y19f ff2 fs2 fc1 sc0 ls0 ws0">wyceny, np. kontra<span class="_ _2"></span>kty swap, opcje walut<span class="_ _2"></span>owe, forwar<span class="_ _2"></span>d itp., </div><div class="t m0 x7a h6 y219 ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">aktywa <span class="_ _19"> </span>nabyte <span class="_ _1d"> </span>w <span class="_ _19"> </span>celu <span class="_ _1d"> </span>osiągnięcia <span class="_ _19"> </span>korzyści <span class="_ _19"> </span>ekonomicznych, <span class="_ _19"> </span>wynikający<span class="_ _2"></span>ch <span class="_ _19"> </span>z<span class="_ _0"></span> </span></span></div><div class="t m0 x6b h6 y21a ff3 fs2 fc1 sc0 ls0 ws0">krótkotermino<span class="_ _2"></span>wych <span class="_ _17"> </span>zmian<span class="_ _2"></span> <span class="_ _17"> </span>cen <span class="_ _17"> </span>oraz <span class="_ _1c"> </span>wahań <span class="_ _17"> </span>innych <span class="_ _1c"> </span>czynników <span class="_ _17"> </span>rynkowych, <span class="_ _1c"> </span>albo </div><div class="t m0 x6b h6 y21b ff3 fs2 fc1 sc0 ls0 ws0">krótkiego <span class="_ _16"> </span>czasu <span class="_ _16"> </span>trwania<span class="_ _2"></span> <span class="_ _16"> </span>nabytego <span class="_ _16"> </span>instrumentu<span class="ff2"> <span class="_ _16"> </span>(tj. <span class="_ _16"> </span>do <span class="_ _16"> </span>3 <span class="_ _16"> </span>m-cy) <span class="_ _16"> </span>np. <span class="_ _10"> </span>akcje<span class="_ _2"></span> <span class="_ _16"> </span>nabyte <span class="_ _16"> </span>w </span></div><div class="t m0 x6b h6 y21c ff2 fs2 fc1 sc0 ls0 ws0">obrocie publiczny<span class="_ _2"></span>m, prawa do ak<span class="_ _2"></span>cji nabyte w <span class="_ _2"></span>obrocie publi<span class="_ _2"></span>cznym itp., </div><div class="t m0 x7a h6 y21d ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">inne <span class="_ _9"> </span>nabyte <span class="_ _16"> </span>aktywa <span class="_ _9"> </span>finansow<span class="_ _2"></span>e, <span class="_ _9"> </span>bez <span class="_ _16"> </span>względu <span class="_ _9"> </span>na <span class="_ _16"> </span>zamiar<span class="_ _2"></span>y <span class="_ _9"> </span>jakimi <span class="_ _16"> </span>kierowano <span class="_ _9"></span>się <span class="_ _9"> </span>przy </span></span></div><div class="t m0 x6b h6 y21e ff3 fs2 fc1 sc0 ls0 ws0">zawieraniu <span class="_ _e"> </span>kontraktu, <span class="_ _e"> </span>jeżeli <span class="_ _e"> </span>stanowią <span class="_ _e"> </span>one <span class="_ _d"> </span>składnik <span class="_ _e"> </span>portfela <span class="_ _e"> </span>podobnych <span class="_ _e"> </span>aktywów </div><div class="t m0 x6b h6 y21f ff3 fs2 fc1 sc0 ls0 ws0">finansowych, <span class="_ _c"></span>co <span class="_ _a"></span>do <span class="_ _c"></span>którego <span class="_ _a"></span>istnieje <span class="_ _c"></span>duże <span class="_ _a"></span>prawdopodobieńst<span class="_ _2"></span>wo <span class="_ _a"></span>realizacji, <span class="_ _c"></span>w <span class="_ _a"></span>krótkim<span class="_ _2"></span> </div><div class="t m0 x6b h6 y220 ff3 fs2 fc1 sc0 ls0 ws0">terminie, zak<span class="_ _2"></span>ładanych korzyści ekon<span class="_ _2"></span>omicznych,<span class="ff2"> </span></div><div class="t m0 x7a h6 y221 ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">pożyczki <span class="_ _8"></span>udzielone <span class="_ _8"></span>i <span class="_ _8"></span>należności <span class="_ _8"></span>własne, <span class="_ _8"></span>które <span class="_ _8"></span>jednostka <span class="_ _8"></span>przeznacza <span class="_ _8"></span>do<span class="_ _0"></span> <span class="_ _8"></span>sprzedaży <span class="_ _8"></span>w </span></span></div><div class="t m0 x6b h6 y222 ff3 fs2 fc1 sc0 ls0 ws0">krótkim terminie,<span class="ff2"> </span></div><div class="t m0 x7a h6 y223 ffa fs2 fc1 sc0 ls0 ws0">•<span class="ff9"> <span class="_ _11"> </span><span class="ff3">udziały i akcje w pod<span class="_ _2"></span>miotach zależ<span class="_ _2"></span>nych. <span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y224 ff3 fs2 fc1 sc0 ls0 ws0">Różnica <span class="_ _f"></span>między <span class="_ _2"></span>ceną <span class="_ _f"></span>nabycia <span class="_ _f"></span>lub p<span class="_ _2"></span>oprzednią <span class="_ _f"></span>wyceną <span class="_ _2"></span>a <span class="_ _f"></span>wartością <span class="_ _f"></span>godziwą <span class="_ _2"></span>na <span class="_ _f"></span>dzień <span class="_ _2"></span>sprawozd<span class="_ _2"></span>awczy <span class="_ _2"></span>jest<span class="_ _2"></span> </div><div class="t m0 x0 h6 y225 ff3 fs2 fc1 sc0 ls0 ws0">ujmowana <span class="_ _0"></span>bezpośrednio w <span class="_ _0"></span>zysku <span class="_ _c"></span>lub stracie. <span class="_ _0"></span>Jeżeli <span class="_ _0"></span>w <span class="_ _0"></span>następnym <span class="_ _0"></span>okresie <span class="_ _0"></span>wartość godziwa <span class="_ _c"></span>akt<span class="_ _2"></span>ywa <span class="_ _0"></span>do </div><div class="t m0 x0 h6 y226 ff3 fs2 fc1 sc0 ls0 ws0">sprzedaży wzr<span class="_ _2"></span>ośnie lub spadnie, to kw<span class="_ _2"></span>otę odwrócenia <span class="_ _2"></span>ujmuje się<span class="ff2"> odpowiednio w <span class="_ _2"></span>zysku lub stracie.  </span></div><div class="t m0 x0 h6 y227 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3e y228 ffe fs2 fc1 sc0 ls0 ws0">Utrata wartości akty<span class="_ _2"></span>wów fin<span class="_ _2"></span>ansowych<span class="ffd"> </span></div><div class="t m0 x0 h6 y229 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _0"></span>każdy <span class="_ _c"></span>dzień<span class="_ _2"></span> <span class="_ _0"></span>bilansowy <span class="_ _0"></span>Spółka <span class="_ _0"></span><span class="ff2">o<span class="_ _0"></span>cenia, <span class="_ _0"></span></span>czy <span class="_ _c"></span>istni<span class="_ _2"></span>eją <span class="_ _0"></span>obiektywne <span class="_ _0"></span>przesłanki <span class="_ _0"></span>utraty <span class="_ _0"></span>wartości <span class="_ _0"></span>składnika </div><div class="t m0 x0 h6 y22a ff3 fs2 fc1 sc0 ls0 ws0">aktywów finans<span class="_ _2"></span>owych lub gru<span class="_ _2"></span>py aktywów finansow<span class="_ _2"></span>ych.<span class="ff2"> </span></div><div class="t m0 x0 h6 y22b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y22c ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Środki pieniężne i ekwiwale<span class="_ _2"></span>nty środków pienięż<span class="_ _2"></span>nych<span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y22d ff3 fs2 fc1 sc0 ls0 ws0">Środki <span class="_ _0"></span>pieniężne i <span class="_ _c"></span>lokaty<span class="_ _2"></span> <span class="_ _0"></span>krótkoterminowe wykazane w <span class="_ _c"></span>sprawozdaniu<span class="_ _2"></span> <span class="_ _0"></span>z <span class="_ _0"></span>sytuacji finansowej <span class="_ _0"></span>obejmują </div><div class="t m0 x0 h6 y22e ff3 fs2 fc1 sc0 ls0 ws0">środki <span class="_ _c"></span>pieniężne <span class="_ _0"></span>w <span class="_ _c"></span>banku <span class="_ _c"></span>i <span class="_ _0"></span>w <span class="_ _c"></span>kasie <span class="_ _c"></span>oraz <span class="_ _c"></span>lokaty <span class="_ _0"></span>krótkoterminowe <span class="_ _0"></span>o <span class="_ _c"></span>pierwotnym <span class="_ _0"></span>okresie <span class="_ _c"></span>zapadalności<span class="_ _2"></span> </div><div class="t m0 x0 h6 y22f ff3 fs2 fc1 sc0 ls0 ws0">nieprzekraczając<span class="_ _2"></span>ym trzech <span class="_ _2"></span>miesięcy.<span class="ff2"> </span></div><div class="t m0 x0 h6 y230 ff3 fs2 fc1 sc0 ls0 ws0">Saldo <span class="_ _0"></span>środków <span class="_ _0"></span>pieniężnych<span class="_ _2"></span> <span class="_ _0"></span>i <span class="_ _0"></span>ich <span class="_ _0"></span>ekwiwalentów wykazane <span class="_ _0"></span>w <span class="_ _0"></span>sprawozdaniu <span class="_ _0"></span>z <span class="_ _0"></span>przepływów pieniężnych </div><div class="t m0 x0 h6 y231 ff3 fs2 fc1 sc0 ls0 ws0">składa <span class="_ _d"> </span>się <span class="_ _12"> </span>z <span class="_ _12"> </span>określonych <span class="_ _d"> </span>powyżej <span class="_ _d"> </span>środków <span class="_ _d"> </span>pieniężnych <span class="_ _d"> </span>i <span class="_ _12"> </span>ich <span class="_ _d"> </span>ekwiwalentów, <span class="_ _d"> </span>pomniejszonych <span class="_ _d"> </span>o </div><div class="t m0 x0 h6 y232 ff3 fs2 fc1 sc0 ls0 ws0">niespłacone kredyt<span class="_ _2"></span>y w rachun<span class="_ _2"></span>kach bieżących.<span class="ff2"> </span></div><div class="t m0 x0 h6 y233 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y234 ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Oprocentowane kredyty ba<span class="_ _2"></span>nkowe, pożycz<span class="_ _2"></span>ki <span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y235 ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _e"> </span>momencie <span class="_ _d"> </span>początkowe<span class="_ _2"></span>go <span class="_ _d"> </span>ujęcia, <span class="_ _e"> </span>wszystkie <span class="_ _e"> </span>kredyty <span class="_ _e"> </span>bankowe, <span class="_ _d"> </span>pożyczki<span class="_ _2"></span> <span class="_ _d"> </span>są <span class="_ _e"> </span>ujmowane <span class="_ _e"> </span>według </div><div class="t m0 x0 h6 y236 ff3 fs2 fc1 sc0 ls0 ws0">wartości <span class="_ _17"> </span>godziwej, <span class="_ _1c"> </span>pomniejszonej <span class="_ _1c"> </span>o <span class="_ _17"> </span>koszty <span class="_ _17"> </span>związ<span class="_ _2"></span>ane <span class="_ _17"> </span>z <span class="_ _1c"> </span>uzyskaniem <span class="_ _17"> </span>kredytu <span class="_ _1c"> </span>lub <span class="_ _17"> </span>pożyczki. <span class="_ _17"> </span><span class="ff2 ls1f">Po </span></div><div class="t m0 x0 h6 y237 ff3 fs2 fc1 sc0 ls0 ws0">początkowym<span class="ff2"> <span class="_ _e"> </span></span>uj<span class="_ _2"></span>ęciu <span class="_ _e"> </span>oprocento<span class="_ _2"></span>wane <span class="_ _e"> </span><span class="ff2">kredyty<span class="_ _2"></span> <span class="_ _e"> </span><span class="ff3">i <span class="_ _e"> </span>pożyczki<span class="_ _2"></span><span class="ff2"> <span class="_ _e"> </span><span class="ff3">są <span class="_ _e"> </span>wyceniane  według <span class="_ _e"> </span>zamort<span class="_ _2"></span>yzowanego </span></span></span></span></div><div class="t m0 x0 h6 y238 ff2 fs2 fc1 sc0 ls0 ws0">kosztu, <span class="_ _a"></span>przy <span class="_ _a"></span>zastosowaniu <span class="_ _a"></span>metody <span class="_ _a"></span>efektywnej <span class="_ _a"></span>stopy <span class="_ _c"></span>procentowej. <span class="_ _a"></span>Przy <span class="_ _a"></span>ustalaniu <span class="_ _a"></span>zamortyzowan<span class="_ _2"></span>ego </div><div class="t m0 x0 h6 y239 ff3 fs2 fc1 sc0 ls0 ws0">kosztu <span class="_ _a"></span>uwzględnia <span class="_ _c"></span>się <span class="_ _a"></span>koszty <span class="_ _a"></span>związ<span class="_ _2"></span>ane <span class="_ _a"></span>z <span class="_ _a"></span>uzyskanie<span class="_ _2"></span>m <span class="_ _c"></span>kredytu <span class="_ _a"></span>lub <span class="_ _a"></span>pożyczki <span class="_ _c"></span>oraz <span class="_ _a"></span>dyskonta <span class="_ _a"></span>lub <span class="_ _a"></span>premi<span class="_ _2"></span>e </div><div class="t m0 x0 h6 y23a ff3 fs2 fc1 sc0 ls0 ws0">uzyskane <span class="_ _c"></span>w <span class="_ _a"></span>związku <span class="_ _c"></span>z <span class="_ _a"></span>zobowiązaniem. <span class="_ _c"></span>P<span class="_ _0"></span>rzychody <span class="_ _c"></span>i <span class="_ _a"></span>koszty <span class="_ _c"></span>są<span class="ff2"> <span class="_ _a"></span></span>ujmowane <span class="_ _c"></span>w <span class="_ _a"></span>zysku <span class="_ _c"></span>lub <span class="_ _a"></span>stracie <span class="_ _c"></span>z <span class="_ _a"></span>chwilą </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w0 h0" ><div class="pc pc12 w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">18</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">usunięcia <span class="_ _c"></span>zobowiązania <span class="_ _c"></span>ze <span class="_ _c"></span>sprawozdania <span class="_ _c"></span>z <span class="_ _c"></span>sytuacji <span class="_ _c"></span>finansowej, <span class="_ _c"></span>a <span class="_ _c"></span>także <span class="_ _c"></span>w <span class="_ _a"></span>wyniku <span class="_ _c"></span>rozliczenia <span class="_ _c"></span>metodą<span class="_ _2"></span> </div><div class="t m0 x0 h6 y8d ff2 fs2 fc1 sc0 ls0 ws0">efektywnej stopy<span class="_ _2"></span> procentowej.<span class="_ _2"></span> </div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">Na dzień bilansow<span class="_ _2"></span>y Spółka nie jest str<span class="_ _2"></span>oną umów kredy<span class="_ _2"></span>towych. <span class="ff2"> </span></div><div class="t m0 x0 h3e y193 ffd fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y2e ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffd fc1">Umowy gwarancji finanso<span class="_ _2"></span>wych </span></span></div><div class="t m0 x0 h6 y23b ff3 fs2 fc1 sc0 ls0 ws0">Umową <span class="_ _8"></span>gwarancji <span class="_ _a"></span>finansowych <span class="_ _a"></span>jest <span class="_ _9"></span>u<span class="_ _2"></span>mowa <span class="_ _8"></span>zobowiąz<span class="_ _2"></span>ująca <span class="_ _8"></span>jej <span class="_ _8"></span>wystawcę <span class="_ _a"></span>do <span class="_ _8"></span>dokonania <span class="_ _8"></span>określonych<span class="_ _2"></span> </div><div class="t m0 x0 h6 y196 ff3 fs2 fc1 sc0 ls0 ws0">płatności <span class="_ _13"> </span>rekompensujący<span class="_ _2"></span>ch <span class="_ _13"> </span>posiadaczowi <span class="_ _13"> </span>stratę, <span class="_ _13"> </span>jaką <span class="_ _13"> </span>poniesie <span class="_ _13"> </span>z <span class="_ _1c"> </span>powodu <span class="_ _13"> </span>niedokonania <span class="_ _13"> </span>przez<span class="_ _2"></span> </div><div class="t m0 x0 h6 y23c ff3 fs2 fc1 sc0 ls0 ws0">określonego <span class="_ _8"></span>dłużnika <span class="_ _9"></span>płat<span class="_ _2"></span>ności <span class="_ _8"></span>w <span class="_ _9"> </span>przypadającym <span class="_ _8"></span>terminie <span class="_ _8"></span>zgodnie <span class="_ _9"></span>z <span class="_ _8"></span>pierwotny<span class="ff2">mi <span class="_ _9"></span>lub <span class="_ _8"></span>zmienionymi </span></div><div class="t m0 x0 h6 y23d ff3 fs2 fc1 sc0 ls0 ws0">warunkami <span class="_ _0"></span>instrumentu <span class="_ _c"></span>dłużnego. <span class="_ _0"></span>W <span class="_ _c"></span>momencie <span class="_ _c"></span>początkoweg<span class="_ _2"></span>o <span class="_ _c"></span>ujęcia <span class="_ _0"></span>gwarancje <span class="_ _c"></span>finansowe <span class="_ _0"></span>wycenia </div><div class="t m0 x0 h6 y23e ff3 fs2 fc1 sc0 ls0 ws0">się <span class="_ _d"> </span>według <span class="_ _d"> </span>wartości <span class="_ _d"> </span>godziwej, <span class="_ _e"> </span>powiększonej <span class="_ _e"> </span>o <span class="_ _12"> </span>koszty <span class="_ _d"> </span>transakcji, <span class="_ _e"> </span>które <span class="_ _d"> </span>mogą <span class="_ _d"> </span>być <span class="_ _d"> </span>bezpośredni<span class="_ _2"></span>o </div><div class="t m0 x0 h6 y23f ff3 fs2 fc1 sc0 ls0 ws0">związane <span class="_ _2"></span>z <span class="_ _f"></span>ich udzieleni<span class="_ _2"></span>em. <span class="_ _2"></span>Po <span class="_ _f"></span>początkowym <span class="_ _2"></span>ujęciu <span class="_ _2"></span>g<span class="_ _2"></span>warancje <span class="_ _2"></span>finanso<span class="_ _2"></span>we w<span class="_ _2"></span>ycenia <span class="_ _f"></span>się według <span class="_ _f"></span>wartości </div><div class="t m0 x0 h6 y240 ff3 fs2 fc1 sc0 ls0 ws0">wyższej <span class="_ _a"></span>z: <span class="_ _a"></span>(i) <span class="_ _a"></span>wartości <span class="_ _a"></span>ustalonej<span class="_ _2"></span> <span class="_ _a"></span>zgodnie <span class="_ _a"></span>z <span class="_ _a"></span>MSR <span class="_ _a"></span>37; <span class="_ _a"></span>oraz <span class="_ _a"></span>(ii) <span class="_ _a"></span>wartości <span class="_ _a"></span>początkowej <span class="_ _a"></span>pomniejszonej, <span class="_ _c"></span>w </div><div class="t m0 x0 h6 y19c ff3 fs2 fc1 sc0 ls0 ws0">odpowiednich przypad<span class="_ _2"></span>kach, o skumul<span class="_ _2"></span>owane odpisy amor<span class="_ _2"></span>tyzacyjne ujęte<span class="_ _2"></span> zgodnie z MSR<span class="_ _2"></span> 18. <span class="ff2"> </span></div><div class="t m0 x0 h6 y19d ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y241 ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Zobowiązania<span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y140 ff3 fs2 fc1 sc0 ls0 ws0">Zobowiązania  krótkotermi<span class="_ _2"></span>nowe  z <span class="_ _e"> </span>tytułu  dostaw  i  usług <span class="_ _e"> </span>ujmowane  są  pierwotnie  w <span class="_ _e"> </span>wart<span class="_ _2"></span>ościach </div><div class="t m0 x0 h6 y219 ff2 fs2 fc1 sc0 ls0 ws0">godziwych. <span class="_ _17"> </span><span class="ff3">Na <span class="_ _17"> </span>dzień <span class="_ _17"> </span>bilansowy <span class="_ _17"> </span></span>wycenia <span class="_ _17"> </span><span class="ff3">się <span class="_ _17"> </span>według <span class="_ _17"> </span>zamortyzowanego <span class="_ _1c"> </span>kosztu</span>. <span class="_ _18"> </span>W <span class="_ _17"> </span>przypadku<span class="_ _2"></span> </div><div class="t m0 x0 h6 y21a ff3 fs2 fc1 sc0 ls0 ws0">stosowania <span class="_ _12"> </span>normalnych <span class="_ _12"> </span>terminów <span class="_ _12"> </span>płatności, <span class="_ _12"> </span>uznanych <span class="_ _12"> </span>w <span class="_ _13"> </span>praktyce<span class="_ _2"></span> <span class="_ _13"> </span>na <span class="_ _d"> </span>rynku <span class="_ _13"> </span>w <span class="_ _12"> </span>transakcjach <span class="_ _12"> </span>o </div><div class="t m0 x0 h6 y21b ff3 fs2 fc1 sc0 ls0 ws0">podobnym <span class="_ _2"></span>char<span class="_ _2"></span>akterze, <span class="_ _2"></span>za <span class="_ _f"></span>wartość <span class="_ _f"></span>we<span class="_ _0"></span>dług <span class="_ _2"></span>za<span class="_ _2"></span>mortyzowanego<span class="_ _2"></span> <span class="_ _2"></span>kosztu <span class="_ _2"></span>uznaje <span class="_ _f"></span>się <span class="_ _2"></span>ich <span class="_ _f"></span>wartość n<span class="_ _2"></span>ominalną<span class="_ _2"></span> </div><div class="t m0 x0 h6 y21c ff3 fs2 fc1 sc0 ls0 ws0">powstałą <span class="_ _18"> </span>w <span class="_ _18"> </span>dniu <span class="_ _18"> </span>rozpoznania <span class="_ _18"> </span>zobowiązania<span class="ff2 ls7">. <span class="_ _18"> </span></span>Zobowiązania <span class="_ _18"> </span>finansowe <span class="_ _18"> </span>są <span class="_ _18"> </span>klasyfikowane <span class="_ _18"> </span>jako </div><div class="t m0 x0 h6 y242 ff3 fs2 fc1 sc0 ls0 ws0">przeznaczone <span class="_ _13"> </span>do <span class="_ _13"> </span>obrotu, <span class="_ _13"> </span>jeżeli <span class="_ _1c"> </span>zostały <span class="_ _13"> </span>nabyte <span class="_ _13"> </span>dla <span class="_ _13"> </span>celów <span class="_ _13"> </span>sprzedaży <span class="_ _1c"> </span>w <span class="_ _1c"> </span>niedalekiej<span class="_ _2"></span> <span class="_ _13"> </span>przyszłości. </div><div class="t m0 x0 h6 y243 ff3 fs2 fc1 sc0 ls0 ws0">Instrumenty <span class="_ _f"></span>pochodne, <span class="_ _f"></span>włączając <span class="_ _f"></span>wydzielone <span class="_ _f"></span>instrumenty <span class="_ _f"></span>wbudowane, <span class="_ _f"></span>są <span class="_ _f"></span>również <span class="_ _f"></span>klasyfikowane <span class="_ _f"></span>jako </div><div class="t m0 x0 h6 y244 ff3 fs2 fc1 sc0 ls0 ws0">przeznaczone <span class="_ _f"></span>do <span class="_ _2"></span>obrotu, <span class="_ _f"></span>chyba <span class="_ _f"></span>że <span class="_ _2"></span>są <span class="_ _f"></span>uznane <span class="_ _f"></span>za <span class="_ _2"></span>efektywne <span class="_ _f"></span>instrumenty <span class="_ _f"></span>zabezpieczające. <span class="_ _f"></span>Zobowiązania<span class="_ _2"></span> </div><div class="t m0 x0 h6 y245 ff3 fs2 fc1 sc0 ls0 ws0">finansowe <span class="_ _c"></span>mogą <span class="_ _a"></span>być <span class="_ _a"></span>przy <span class="_ _a"></span>pierwotnym <span class="_ _a"></span>ujęciu <span class="_ _a"></span>zakwalifikowane <span class="_ _a"></span>do <span class="_ _a"></span>kateg<span class="_ _2"></span>orii <span class="_ _a"></span>wycenianych <span class="_ _c"></span>w <span class="_ _8"></span>wartości<span class="_ _2"></span> </div><div class="t m0 x0 h6 y246 ff3 fs2 fc1 sc0 ls0 ws0">godziwej <span class="_ _2"></span>przez <span class="_ _f"></span>wynik <span class="_ _f"></span>finansowy, j<span class="_ _2"></span>eżeli <span class="_ _f"></span>po<span class="_ _0"></span>niższe <span class="_ _f"></span>kryteria <span class="_ _f"></span>są spełni<span class="_ _2"></span>one: <span class="_ _2"></span>(i) <span class="_ _f"></span>taka <span class="_ _2"></span>kwalifikacja <span class="_ _f"></span>eliminuje <span class="_ _2"></span>lub<span class="_ _2"></span> </div><div class="t m0 x0 h6 y14a ff3 fs2 fc1 sc0 ls0 ws0">znacząco <span class="_ _c"></span>obniża <span class="_ _c"></span>niespójn<span class="_ _2"></span>ość <span class="_ _c"></span>traktowania, <span class="_ _c"></span>gdy <span class="_ _c"></span>zarów<span class="_ _2"></span>no <span class="_ _c"></span>wycena <span class="_ _c"></span>jak <span class="_ _c"></span>i <span class="_ _c"></span>zasady <span class="_ _c"></span>rozpoznawani<span class="_ _2"></span>a <span class="_ _c"></span>str<span class="_ _0"></span><span class="ff2">at <span class="_ _c"></span>lub </span></div><div class="t m0 x0 h6 y247 ff3 fs2 fc1 sc0 ls0 ws0">zysków <span class="_ _0"></span>podlegają <span class="_ _c"></span>innym<span class="_ _2"></span> <span class="_ _0"></span>regulacjom; <span class="_ _c"></span>lub <span class="_ _0"></span>(ii) <span class="_ _0"></span>zobowiązania <span class="_ _0"></span>są <span class="_ _c"></span>częścią <span class="_ _0"></span>grupy <span class="_ _c"></span>z<span class="_ _2"></span>obowiązań <span class="_ _0"></span>finansowych, </div><div class="t m0 x0 h6 y248 ff3 fs2 fc1 sc0 ls0 ws0">które <span class="_ _a"></span>są <span class="_ _a"></span>zarządz<span class="_ _2"></span>ane <span class="_ _a"></span>i <span class="_ _a"></span>oceniane <span class="_ _c"></span>w <span class="_ _a"></span>oparciu <span class="_ _a"></span>o <span class="_ _a"></span>wartość <span class="_ _c"></span>godziwą, <span class="_ _a"></span>zgodnie <span class="_ _c"></span>z <span class="_ _a"></span>udokumentowaną <span class="_ _c"></span>strategią </div><div class="t m0 x0 h6 y249 ff3 fs2 fc1 sc0 ls0 ws0">zarządzania ryzykiem; lub (iii) zobowiązania finansowe<span class="_ _2"></span> z<span class="_ _0"></span>awierają wbudowane instrumenty pochodne<span class="_ _2"></span>, </div><div class="t m0 x0 h6 y24a ff3 fs2 fc1 sc0 ls0 ws0">które powinny b<span class="_ _2"></span>yć oddzieln<span class="_ _2"></span>ie ujmowane. <span class="ff2"> </span></div><div class="t m0 x0 h6 y24b ff3 fs2 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _16"> </span>finansowe <span class="_ _10"> </span>wyceniane <span class="_ _16"> </span>w  wart<span class="_ _2"></span>ości <span class="_ _10"> </span>godziwej <span class="_ _10"> </span>przez <span class="_ _16"> </span>wynik  fin<span class="_ _2"></span>ansowy <span class="_ _16"> </span>są  wyc<span class="_ _2"></span>eniane <span class="_ _10"> </span>w </div><div class="t m0 x0 h6 y24c ff3 fs2 fc1 sc0 ls0 ws0">wartości godziwe<span class="_ _2"></span>j, uwzględn<span class="_ _2"></span>iając ich wartość<span class="_ _2"></span> rynkową <span class="_ _2"></span>na dzień bilan<span class="_ _2"></span>sowy bez uw<span class="_ _2"></span>zględnienia ko<span class="_ _2"></span>sztów </div><div class="t m0 x0 h6 y209 ff3 fs2 fc1 sc0 ls0 ws0">transakcji spr<span class="_ _2"></span>zedaży. Z<span class="_ _2"></span>miany w<span class="_ _2"></span> warto<span class="_ _2"></span>ści godz<span class="_ _2"></span>iwej t<span class="_ _2"></span>ych instrument<span class="_ _2"></span>ów są <span class="_ _2"></span>ujmowane <span class="_ _2"></span>w zys<span class="_ _2"></span>ku lub <span class="_ _2"></span>stracie<span class="_ _2"></span> </div><div class="t m0 x0 h6 y20a ff2 fs2 fc1 sc0 ls0 ws0">jako koszty lub przy<span class="_ _2"></span>chody finan<span class="_ _2"></span>sowe. </div><div class="t m0 x0 h6 y24d ff3 fs2 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _8"></span>finansowe <span class="_ _9"> </span>niebędące <span class="_ _8"></span>instrumentami <span class="_ _9"></span>fi<span class="_ _2"></span>nansowymi <span class="_ _8"></span>wy<span class="_ _0"></span>ceniany<span class="_ _2"></span>mi <span class="_ _9"></span>w <span class="_ _8"></span>wartości <span class="_ _9"> </span>godziwej </div><div class="t m0 x0 h6 y24e ff3 fs2 fc1 sc0 ls0 ws0">przez <span class="_ _f"></span>wynik fin<span class="_ _2"></span>ansowy,<span class="_ _2"></span> <span class="_ _2"></span>są <span class="_ _f"></span>wyceniane <span class="_ _f"></span>według <span class="_ _2"></span>za<span class="_ _2"></span>mortyzowanego <span class="_ _f"></span>kosztu <span class="_ _2"></span>przy <span class="_ _f"></span>użyciu <span class="_ _f"></span>metody <span class="_ _2"></span>efektywnej<span class="_ _2"></span> </div><div class="t m0 x0 h6 y24f ff3 fs2 fc1 sc0 ls0 ws0">stopy  pr<span class="_ _2"></span>ocentowej. <span class="_ _10"> </span>Spółka <span class="_ _10"> </span>wyłącza <span class="_ _10"> </span>ze <span class="_ _10"> </span>swojego <span class="_ _10"> </span>sprawozdan<span class="_ _2"></span>ia  z<span class="_ _2"></span>  sytuacji<span class="_ _2"></span>  finansowej  z<span class="_ _2"></span>obowiązanie </div><div class="t m0 x0 h6 y250 ff3 fs2 fc1 sc0 ls0 ws0">finansowe,  gdy  zobowiązanie  wygasło  <span class="ff2">- <span class="_ _e"> </span></span>to  znaczy,  kiedy  obowiązek  określon<span class="_ _2"></span>y  w <span class="_ _e"> </span>umowie<span class="_ _2"></span>  został </div><div class="t m0 x0 h6 y251 ff3 fs2 fc1 sc0 ls0 ws0">wypełniony, <span class="_ _1c"> </span>umorzony <span class="_ _17"> </span>lub <span class="_ _17"> </span>wygasł. <span class="_ _17"> </span>Zastąpienie <span class="_ _17"> </span>do<span class="_ _2"></span>tychczasowego <span class="_ _1c"> </span>instrumentu <span class="_ _17"> </span>dłużnego <span class="_ _17"> </span>przez </div><div class="t m0 x0 h6 y252 ff3 fs2 fc1 sc0 ls0 ws0">instrument o zasadniczo róż<span class="_ _2"></span>nych warunkach dokonywane pomiędzy tymi samy<span class="_ _2"></span>mi podmiotami Spółka<span class="_ _2"></span> </div><div class="t m0 x0 h6 y253 ff3 fs2 fc1 sc0 ls0 ws0">ujmuje <span class="_ _e"> </span>jako <span class="_ _e"> </span>wygaśniecie <span class="_ _e"> </span>pierwotnego <span class="_ _e"> </span>zobowiązani<span class="_ _2"></span>a <span class="_ _e"> </span>finansowego <span class="_ _e"> </span>i <span class="_ _e"> </span>ujęcie <span class="_ _e"> </span>nowego <span class="_ _e"> </span>zobowiązania </div><div class="t m0 x0 h6 y1f6 ff3 fs2 fc1 sc0 ls0 ws0">finansowego. <span class="_ _f"></span>Podobnie <span class="_ _f"></span>znaczą<span class="_ _2"></span>ce <span class="_ _f"></span>modyfikacje <span class="_ _f"></span>warunkó<span class="_ _2"></span>w <span class="_ _f"></span>umowy <span class="_ _f"></span>dotyczącej <span class="_ _2"></span>istni<span class="_ _2"></span>ejącego <span class="_ _f"></span>zobowiązan<span class="_ _2"></span>ia </div><div class="t m0 x0 h6 y1f7 ff3 fs2 fc1 sc0 ls0 ws0">finansowego <span class="_ _f"></span>Spółka <span class="_ _f"></span>ujmuje <span class="_ _f"></span>jako <span class="_ _2"></span>wygaśniecie <span class="_ _f"></span>pierwotnego <span class="_ _f"></span>i <span class="_ _f"></span>ujęcie<span class="ff2"> <span class="_ _2"></span><span class="ff3">nowego <span class="_ _f"></span>zobowiązania <span class="_ _f"></span>finansowego.<span class="_ _2"></span> </span></span></div><div class="t m0 x0 h6 y1f8 ff3 fs2 fc1 sc0 ls0 ws0">Powstająca <span class="_ _f"></span>z tytułu <span class="_ _f"></span>zamiany r<span class="_ _2"></span>óżnice <span class="_ _f"></span>odnośnych wart<span class="_ _2"></span>ości <span class="_ _2"></span>bilans<span class="_ _2"></span>owych <span class="_ _2"></span>wykazuje<span class="_ _2"></span> si<span class="_ _2"></span>ę <span class="_ _2"></span>w z<span class="_ _2"></span>ysku <span class="_ _f"></span>lub stracie.<span class="ff2"> </span></div><div class="t m0 x0 h6 y15c ff3 fs2 fc1 sc0 ls0 ws0">Pozostałe <span class="_ _c"></span>zobowiązania <span class="_ _c"></span>o<span class="_ _0"></span>bejmują <span class="_ _c"></span>w <span class="_ _a"></span>szczególności <span class="_ _c"></span>zobowiązania <span class="_ _c"></span>wobec <span class="_ _a"></span>urzędu <span class="_ _c"></span>skarbowego <span class="_ _a"></span>z <span class="_ _c"></span>tytułu </div><div class="t m0 x0 h6 y1f9 ff3 fs2 fc1 sc0 ls0 ws0">podatku <span class="_ _c"></span>od <span class="_ _c"></span>towarów <span class="_ _c"></span>i <span class="_ _c"></span>usług <span class="_ _c"></span>oraz <span class="_ _a"></span>zobowiązan<span class="_ _2"></span>ia <span class="_ _c"></span>z <span class="_ _c"></span>tytułu <span class="_ _c"></span>otrzymanych <span class="_ _c"></span>zaliczek, <span class="_ _c"></span>które <span class="_ _c"></span>będą <span class="_ _c"></span>rozliczone<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1fa ff3 fs2 fc1 sc0 ls0 ws0">poprzez <span class="_ _c"></span>dostawę <span class="_ _c"></span>towarów, <span class="_ _c"></span>usług <span class="_ _a"></span>lub <span class="_ _c"></span>środków <span class="_ _c"></span>trwałych. <span class="_ _a"></span>Pozostałe <span class="_ _c"></span>zobowiązania<span class="ff2"> <span class="_ _c"></span></span>na <span class="_ _a"></span>dzień<span class="_ _2"></span> <span class="_ _c"></span>bilansowy </div><div class="t m0 x0 h6 y1fb ff2 fs2 fc1 sc0 ls0 ws0">wycenia <span class="_ _d"> </span><span class="ff3">się <span class="_ _13"> </span>wed<span class="_ _2"></span>ług <span class="_ _12"> </span>zamortyzowan<span class="_ _2"></span>ego <span class="_ _12"> </span>kosztu<span class="ff2">. <span class="_ _12"> </span></span>W <span class="_ _12"> </span>przypadku <span class="_ _12"> </span>stosowania <span class="_ _12"> </span>normalnych <span class="_ _d"> </span>terminów </span></div><div class="t m0 x0 h6 y1fc ff3 fs2 fc1 sc0 ls0 ws0">płatności, uznanych w praktyce<span class="_ _2"></span> na rynku w transakcjach o podobnym charakterze, za wartość według </div><div class="t m0 x0 h6 y1fd ff2 fs2 fc1 sc0 ls0 ws0">zamortyzowaneg<span class="_ _2"></span>o <span class="_ _b"> </span>kosztu <span class="_ _b"> </span><span class="ff3">uznaje <span class="_ _b"> </span>się <span class="_ _b"> </span>ich <span class="_ _b"> </span>wartość <span class="_ _b"> </span>nominalną <span class="_ _b"> </span>powstałą <span class="_ _b"> </span>w <span class="_ _b"> </span>dniu <span class="_ _b"> </span>rozpoznania </span></div><div class="t m0 x0 h6 y1fe ff3 fs2 fc1 sc0 ls0 ws0">zobowiązania<span class="ff2">. </span></div><div class="t m0 x0 h6 y1ff ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w0 h0" ><div class="pc pc13 w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">19</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y254 ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffd fc1">Rezerwy </span></span></div><div class="t m0 x0 h6 y2c ff3 fs2 fc1 sc0 ls0 ws0">Rezerwy <span class="_ _8"></span>tworzone <span class="_ _9"></span>są <span class="_ _8"></span>wówczas, <span class="_ _9"></span>gdy <span class="_ _8"></span>na <span class="_ _9"> </span>Spółce <span class="_ _8"></span>ciąży <span class="_ _9"> </span>istniejący <span class="_ _8"></span>obowiązek <span class="_ _9"></span><span class="ff2">(prawny <span class="_ _8"></span>lub <span class="_ _9"> </span>zwyczaj<span class="_ _2"></span>owo </span></div><div class="t m0 x0 h6 y2d ff3 fs2 fc1 sc0 ls0 ws0">oczekiwany)  wy<span class="_ _0"></span>nikający <span class="_ _e"> </span>ze <span class="_ _e"> </span>zdarzeń <span class="_ _e"> </span>przeszłych,<span class="_ _2"></span> <span class="_ _e"> </span>i <span class="_ _e"> </span>gdy <span class="_ _e"> </span>prawdopodobne <span class="_ _e"> </span>jest, <span class="_ _e"> </span>że <span class="_ _e"> </span>wypełnienie <span class="_ _e"> </span>tego<span class="_ _2"></span> </div><div class="t m0 x0 h6 y2e ff3 fs2 fc1 sc0 ls0 ws0">obowiązku <span class="_ _1a"> </span>spowoduje <span class="_ _1a"> </span>konieczność <span class="_ _1a"> </span>wypływu <span class="_ _19"> </span>korz<span class="_ _2"></span>yści <span class="_ _19"> </span>ekon<span class="_ _2"></span>omicznych <span class="_ _1a"> </span>oraz <span class="_ _1a"> </span>m<span class="_ _0"></span>ożna <span class="_ _1a"> </span>dokonać </div><div class="t m0 x0 h6 y23b ff3 fs2 fc1 sc0 ls0 ws0">wiarygodnego <span class="_ _a"></span>oszacowania <span class="_ _a"></span>kwoty <span class="_ _a"></span>tego <span class="_ _a"></span>zobowiązania. <span class="_ _a"></span>Jeżeli <span class="_ _a"></span>Sp<span class="_ _0"></span>ółka <span class="_ _8"></span>spodziewa<span class="_ _2"></span> <span class="_ _8"></span>się, <span class="_ _a"></span>że <span class="_ _8"></span>koszty <span class="_ _a"></span>objęte </div><div class="t m0 x0 h6 y196 ff3 fs2 fc1 sc0 ls0 ws0">rezerwą <span class="_ _10"> </span>zostaną <span class="_ _16"> </span>zwrócone, <span class="_ _10"> </span>na <span class="_ _10"> </span>przykład<span class="_ _2"></span>  n<span class="_ _2"></span>a <span class="_ _10"> </span>mocy <span class="_ _10"> </span>umowy <span class="_ _10"> </span>ubezpieczenia,<span class="_ _2"></span> <span class="_ _10"> </span>wówczas <span class="_ _16"> </span>zwrot  t<span class="_ _2"></span>en  jes<span class="_ _2"></span>t </div><div class="t m0 x0 h6 y23c ff3 fs2 fc1 sc0 ls0 ws0">ujmowany <span class="_ _8"></span>jako <span class="_ _9"></span>odr<span class="_ _2"></span>ębny <span class="_ _8"></span>składnik <span class="_ _9"></span>akty<span class="_ _2"></span>wów, <span class="_ _8"></span>ale <span class="_ _9"></span>tylko <span class="_ _8"></span>wtedy, <span class="_ _8"></span>gdy <span class="_ _9"></span>jest <span class="_ _8"></span>rzeczą <span class="_ _8"></span>praktycznie <span class="_ _8"></span>pewną, <span class="_ _9"></span>ż<span class="_ _2"></span>e </div><div class="t m0 x0 h6 y23d ff3 fs2 fc1 sc0 ls0 ws0">zwrot  ten  rzeczywiści<span class="_ _2"></span>e  nastąpi.  Koszty  dotyczące  d<span class="_ _2"></span>anej  rezerwy  są  wykazane  w  sprawozd<span class="_ _2"></span>aniu  z </div><div class="t m0 x0 h6 y23e ff3 fs2 fc1 sc0 ls0 ws0">całkowitych  dochodów <span class="_ _e"> </span>po<span class="_ _2"></span> <span class="_ _e"> </span>pomniejszeniu  o <span class="_ _e"> </span>wszelkie  zwroty<span class="ff2">. <span class="_ _e"> </span></span>W <span class="_ _e"> </span>przypadku,  gdy  wpływ <span class="_ _e"> </span>wartości </div><div class="t m0 x0 h6 y23f ff3 fs2 fc1 sc0 ls0 ws0">pieniądza <span class="_ _19"> </span>w <span class="_ _1d"> </span>czasie <span class="_ _19"> </span>jest <span class="_ _1d"> </span>istotny, <span class="_ _19"> </span>wielkość <span class="_ _1d"> </span>rezer<span class="_ _2"></span>wy <span class="_ _1d"> </span>jest <span class="_ _19"> </span>ustalana <span class="_ _1d"> </span>poprzez <span class="_ _19"> </span>zdyskontowanie<span class="_ _2"></span> </div><div class="t m0 x0 h6 y240 ff3 fs2 fc1 sc0 ls0 ws0">prognozowanych <span class="_ _a"></span>prz<span class="_ _2"></span>yszłych <span class="_ _c"></span>przepływów <span class="_ _a"></span>pieniężnych <span class="_ _c"></span>do <span class="_ _a"></span>wartości <span class="_ _a"></span>bieżącej, <span class="_ _a"></span>przy <span class="_ _c"></span>zastosowaniu <span class="_ _a"></span>stopy </div><div class="t m0 x0 h6 y19c ff3 fs2 fc1 sc0 ls0 ws0">dyskontowej <span class="_ _16"> </span>brutto <span class="_ _16"> </span>o<span class="_ _0"></span>dzwierciedlając<span class="_ _2"></span>ej <span class="_ _10"> </span>aktualne <span class="_ _16"> </span>oceny <span class="_ _10"> </span>rynkowe <span class="_ _16"> </span>wartości <span class="_ _10"> </span>pieniąd<span class="_ _2"></span>za <span class="_ _16"> </span>w  czasie <span class="_ _16"> </span>oraz </div><div class="t m0 x0 h6 y19d ff3 fs2 fc1 sc0 ls0 ws0">ewentualnego <span class="_ _d"> </span>ryzyka <span class="_ _12"> </span>związanego <span class="_ _12"> </span>z <span class="_ _12"> </span>danym <span class="_ _12"> </span>zobowiązan<span class="_ _2"></span>iem. <span class="_ _12"> </span>Jeżeli <span class="_ _12"> </span>zastosowana <span class="_ _d"> </span>została <span class="_ _12"> </span>metoda </div><div class="t m0 x0 h6 y19e ff2 fs2 fc1 sc0 ls0 ws0">p<span class="ff3">olegająca <span class="_ _c"></span>na <span class="_ _a"></span>dyskont<span class="_ _2"></span>owaniu, <span class="_ _c"></span>zwiększenie <span class="_ _c"></span>rezerwy <span class="_ _c"></span>w <span class="_ _a"></span>związku<span class="_ _2"></span> <span class="_ _c"></span>z <span class="_ _a"></span>upływem <span class="_ _c"></span>czasu <span class="_ _c"></span>jest <span class="_ _a"></span>ujmowane<span class="_ _2"></span> <span class="_ _a"></span>jako </span></div><div class="t m0 x0 h6 y19f ff2 fs2 fc1 sc0 ls0 ws0">koszty finansowe.<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1a0 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y21a ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffd fc1">Przychody </span></span></div><div class="t m0 x0 h6 y21b ff2 fs2 fc1 sc0 ls0 ws0">P<span class="_ _0"></span>rz<span class="_ _0"></span>yc<span class="_ _0"></span>h<span class="_ _0"></span>o<span class="_ _0"></span>dy<span class="_ _0"></span>  s<span class="_ _c"></span><span class="ff3">ą  u<span class="_ _0"></span>jm<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _0"></span>an<span class="_ _0"></span>e  w<span class="_ _0"></span> <span class="_ _e"> </span>ta<span class="_ _0"></span>k<span class="_ _0"></span>ie<span class="_ _0"></span>j<span class="_ _0"></span>  w<span class="_ _0"></span>ys<span class="_ _0"></span>o<span class="_ _0"></span>ko<span class="_ _0"></span>ś<span class="_ _0"></span>ci<span class="_ _0"></span>,<span class="_ _0"></span>  w<span class="_ _0"></span>  j<span class="_ _0"></span>a<span class="_ _0"></span>ki<span class="_ _0"></span>e<span class="_ _0"></span>j<span class="_ _0"></span>  j<span class="_ _0"></span>es<span class="_ _0"></span>t<span class="_ _0"></span>  p<span class="_ _0"></span>ra<span class="_ _0"></span>w<span class="_ _0"></span>do<span class="_ _0"></span>p<span class="_ _0"></span>o<span class="_ _0"></span>do<span class="_ _0"></span>b<span class="_ _0"></span>ne<span class="_ _0"></span>,<span class="_ _0"></span>  że<span class="_ _0"></span> <span class="_ _e"> </span>Sp<span class="_ _0"></span>ół<span class="_ _0"></span>k<span class="_ _0"></span>a<span class="_ _0"></span>  u<span class="_ _0"></span>zy<span class="_ _0"></span>s<span class="_ _0"></span>ka<span class="_ _0"></span> </span></div><div class="t m0 x0 h6 y21c ff3 fs2 fc1 sc0 ls0 ws0">ko<span class="_ _0"></span>r<span class="_ _0"></span>zy<span class="_ _0"></span>ś<span class="_ _0"></span>c<span class="_ _0"></span>i <span class="_ _10"> </span>ekonomiczne <span class="_ _9"></span>związane <span class="_ _9"> </span>z <span class="_ _9"> </span>dan<span class="_ _0"></span>ą <span class="_ _9"></span>transakcj<span class="_ _0"></span>ą <span class="_ _9"></span>oraz <span class="_ _9"> </span>gdy <span class="_ _9"> </span>kwotę <span class="_ _9"> </span>przycho<span class="_ _0"></span>dów <span class="_ _9"> </span>można <span class="_ _9"> </span>wycenić <span class="_ _9"> </span>w<span class="_ _0"></span> </div><div class="t m0 x0 h6 y242 ff3 fs2 fc1 sc0 ls0 ws0">wiarygodny <span class="_ _d"> </span>s<span class="_ _0"></span>posób. <span class="_ _d"> </span>P<span class="_ _0"></span>rz<span class="_ _0"></span>ych<span class="_ _0"></span>od<span class="_ _0"></span>y <span class="_ _d"> </span>są<span class="_ _0"></span> <span class="_ _d"> </span>ro<span class="_ _0"></span>zpo<span class="_ _0"></span>znaw<span class="_ _0"></span>ane <span class="_ _d"> </span>w<span class="_ _0"></span> <span class="_ _d"> </span>wa<span class="_ _0"></span>rto<span class="_ _0"></span>ści<span class="_ _0"></span> <span class="_ _d"> </span>god<span class="_ _0"></span>ziwe<span class="_ _0"></span>j <span class="_ _12"> </span>zapła<span class="_ _0"></span>ty <span class="_ _d"> </span>o<span class="_ _0"></span>tr<span class="_ _0"></span>zyma<span class="_ _0"></span>nej<span class="_ _0"></span> <span class="_ _d"> </span>lu<span class="_ _0"></span>b </div><div class="t m0 x0 h6 y243 ff3 fs2 fc1 sc0 ls0 ws0">nal<span class="_ _0"></span>eżn<span class="_ _0"></span>ej,<span class="_ _0"></span> po <span class="_ _0"></span>pom<span class="_ _0"></span>nie<span class="_ _0"></span>jsze<span class="_ _0"></span>niu <span class="_ _0"></span>o <span class="_ _0"></span>poda<span class="_ _0"></span>tek <span class="_ _c"></span>o<span class="_ _0"></span>d<span class="_ _0"></span> <span class="_ _0"></span>t<span class="_ _0"></span>o<span class="_ _0"></span>w<span class="_ _0"></span>a<span class="_ _0"></span>r<span class="_ _0"></span>ó<span class="_ _0"></span>w<span class="_ _0"></span> <span class="_ _c"></span>i <span class="_ _0"></span>u<span class="_ _0"></span>s<span class="_ _0"></span>ł<span class="_ _c"></span>u<span class="_ _0"></span>g <span class="_ _0"></span>(<span class="_ _c"></span>VA<span class="_ _0"></span>T<span class="_ _0"></span>)<span class="_ _0"></span> <span class="_ _0"></span>o<span class="_ _c"></span>r<span class="_ _0"></span>az<span class="_ _0"></span> <span class="_ _c"></span>ra<span class="_ _0"></span>b<span class="_ _0"></span>a<span class="_ _c"></span>ty<span class="_ _0"></span>.<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y244 ff3 fs2 fc1 sc0 ls0 ws0">Przychody <span class="_ _0"></span>z <span class="_ _0"></span>tytułu <span class="_ _0"></span>odsetek są <span class="_ _0"></span>ujmowane <span class="_ _0"></span>sukcesywnie <span class="_ _0"></span>w <span class="_ _0"></span>miarę <span class="_ _0"></span>ich <span class="_ _0"></span>narastania <span class="_ _0"></span>do <span class="_ _0"></span>wartości <span class="_ _0"></span>bilansowej </div><div class="t m0 x0 h6 y245 ff3 fs2 fc1 sc0 ls0 ws0">netto danego skład<span class="_ _2"></span>nika aktyw<span class="_ _2"></span>ów finansowych.<span class="ff2"> </span></div><div class="t m0 x0 h3e y246 ffd fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y255 ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffd fc1">Podatki </span></span></div><div class="t m0 x0 h6 y256 ff3 fs2 fc1 sc0 ls0 ws0">Podatek bieżący<span class="ff2"> </span></div><div class="t m0 x0 h6 y257 ff3 fs2 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _2"></span>i należ<span class="_ _2"></span>ności <span class="_ _2"></span>z t<span class="_ _2"></span>ytułu bież<span class="_ _2"></span>ącego <span class="_ _2"></span>podatku z<span class="_ _2"></span>a <span class="_ _2"></span>okres bieżąc<span class="_ _2"></span>y i <span class="_ _f"></span>o<span class="_ _0"></span>kresy <span class="_ _2"></span>poprz<span class="_ _2"></span>ednie wycenia<span class="_ _2"></span> si<span class="_ _2"></span>ę </div><div class="t m0 x0 h6 y258 ff3 fs2 fc1 sc0 ls0 ws0">w w<span class="_ _2"></span>ysokości <span class="_ _f"></span>kwot przewidy<span class="_ _2"></span>wanej zap<span class="_ _2"></span>łaty <span class="_ _2"></span>na <span class="_ _2"></span>rzecz <span class="_ _f"></span>o<span class="_ _0"></span>rganów <span class="_ _2"></span>podatk<span class="_ _2"></span>owych <span class="_ _2"></span>(podlegających <span class="_ _2"></span>z<span class="_ _2"></span>wrotowi <span class="_ _2"></span>od<span class="_ _2"></span> </div><div class="t m0 x0 h6 y259 ff3 fs2 fc1 sc0 ls0 ws0">organów <span class="_ _e"> </span>podatkowych) <span class="_ _e"> </span>z <span class="_ _e"> </span>zastosowaniem <span class="_ _e"> </span>stawek <span class="_ _e"> </span>podatkowych <span class="_ _e"> </span>i <span class="_ _e"> </span>przepisów <span class="_ _e"> </span>podatkowych, <span class="_ _e"> </span>które </div><div class="t m0 x0 h6 y25a ff3 fs2 fc1 sc0 ls0 ws0">prawnie lub faktyczn<span class="_ _2"></span>ie już obowiązyw<span class="_ _2"></span>ały na dzień bila<span class="_ _2"></span>nsowy.<span class="ff2"> </span></div><div class="t m0 x0 h6 y25b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y25c ff2 fs2 fc1 sc0 ls0 ws0">Podatek odroczon<span class="_ _2"></span>y </div><div class="t m0 x0 h6 y25d ff3 fs2 fc1 sc0 ls0 ws0">Podatek <span class="_ _1a"> </span>o<span class="_ _0"></span>droczony <span class="_ _19"> </span>jest<span class="_ _2"></span> <span class="_ _19"> </span>obliczany <span class="_ _19"> </span>metodą <span class="_ _19"> </span>zobowiązań<span class="_ _2"></span> <span class="_ _19"> </span>bilansowych <span class="_ _19"> </span>w<span class="ff2"> </span>stosunku <span class="_ _19"> </span>do <span class="_ _19"> </span>różnic </div><div class="t m0 x0 h6 y20b ff3 fs2 fc1 sc0 ls0 ws0">przejściowych występujący<span class="_ _2"></span>ch na <span class="_ _0"></span>dzień <span class="_ _0"></span>bilansowy m<span class="_ _0"></span>ięd<span class="_ _2"></span>zy <span class="_ _0"></span>wartością podatkową aktywów <span class="_ _0"></span>i<span class="_ _0"></span><span class="ff2"> </span>pasywów a </div><div class="t m0 x0 h6 y20c ff3 fs2 fc1 sc0 ls0 ws0">ich wartością bilan<span class="_ _2"></span>sową wykazan<span class="_ _2"></span>ą w sprawozdaniu fin<span class="_ _2"></span>ansowym. <span class="ff2"> </span></div><div class="t m0 x0 h6 y10c ff3 fs2 fc1 sc0 ls0 ws0">Aktywa  z  tytułu  odr<span class="_ _2"></span>oczonego  p<span class="_ _2"></span>odatku  dochodoweg<span class="_ _2"></span>o  ujmowane  są <span class="_ _10"> </span>w  odniesieniu<span class="_ _2"></span>  do  wszystkich </div><div class="t m0 x0 h6 y25e ff3 fs2 fc1 sc0 ls0 ws0">ujemnych <span class="_ _f"></span>różnic <span class="_ _f"></span>przejściowych, <span class="_ _f"></span>jak <span class="_ _f"></span>również <span class="_ _f"></span>niewykorz<span class="_ _2"></span>ystanych <span class="_ _f"></span>ulg <span class="_ _2"></span>i<span class="_ _2"></span> <span class="_ _f"></span>strat <span class="_ _2"></span>podatk<span class="_ _2"></span>owych <span class="_ _f"></span>przeniesionych </div><div class="t m0 x0 h6 y25f ff3 fs2 fc1 sc0 ls0 ws0">na <span class="_ _0"></span>następne <span class="_ _c"></span>lata <span class="_ _0"></span>w <span class="_ _c"></span>takiej wy<span class="_ _0"></span>sokości, <span class="_ _0"></span>w <span class="_ _c"></span>jakiej<span class="_ _2"></span> <span class="_ _c"></span>jest <span class="_ _0"></span>prawdopodobne, <span class="_ _0"></span>że<span class="ff2"> <span class="_ _c"></span></span>zostanie <span class="_ _0"></span>osiągnięty <span class="_ _0"></span>dochód <span class="_ _c"></span>d<span class="_ _2"></span>o </div><div class="t m0 x0 h6 y260 ff3 fs2 fc1 sc0 ls0 ws0">opodatkowania, któ<span class="_ _2"></span>ry pozwoli <span class="_ _2"></span>wykorzystać w<span class="_ _2"></span>w. różnice, ulgi i s<span class="_ _2"></span>traty.<span class="ff2"> </span></div><div class="t m0 x0 h6 y261 ff3 fs2 fc1 sc0 ls0 ws0">Wartość bilans<span class="_ _2"></span>owa składn<span class="_ _2"></span>ika akt<span class="_ _2"></span>ywów z <span class="_ _2"></span>tytułu <span class="_ _2"></span>odroczonego <span class="_ _2"></span>podatku <span class="_ _2"></span>jest weryfik<span class="_ _2"></span>owana czter<span class="_ _2"></span>okrotnie<span class="_ _2"></span> </div><div class="t m0 x0 h6 y262 ff3 fs2 fc1 sc0 ls0 ws0">w <span class="_ _a"></span>ciągu <span class="_ _a"></span>roku, <span class="_ _8"></span>na <span class="_ _a"></span>koniec <span class="_ _a"></span>każdego <span class="_ _a"></span>kwartału <span class="_ _8"></span>i<span class="ff2"> </span>ulega <span class="_ _a"></span>stosownemu <span class="_ _a"></span>obniżeniu <span class="_ _a"></span>o <span class="_ _a"></span>tyle, <span class="_ _a"></span>o<span class="_ _0"></span> <span class="_ _a"></span>ile <span class="_ _a"></span>przestało <span class="_ _a"></span>być </div><div class="t m0 x0 h6 y263 ff3 fs2 fc1 sc0 ls0 ws0">prawdopodobne<span class="_ _2"></span> <span class="_ _1c"> </span>o<span class="_ _0"></span>siągnięc<span class="_ _2"></span>ie <span class="_ _1c"> </span>dochodu <span class="_ _1c"> </span>do <span class="_ _1c"> </span>opodatkowania <span class="_ _1c"> </span>wystarczającego <span class="_ _1c"> </span>do <span class="_ _13"> </span>częściowego <span class="_ _1c"> </span>lub </div><div class="t m0 x0 h6 y264 ff3 fs2 fc1 sc0 ls0 ws0">całkowitego zrealiz<span class="_ _2"></span>owania składnika a<span class="_ _2"></span>ktywów z tytu<span class="_ _2"></span>łu odroczonego p<span class="_ _2"></span>odatku dochodowego. <span class="ff2"> </span></div><div class="t m0 x0 h6 y265 ff3 fs2 fc1 sc0 ls0 ws0">Rezerwa <span class="_ _f"></span>na p<span class="_ _2"></span>odatek <span class="_ _f"></span>odroczony <span class="_ _2"></span>jest <span class="_ _f"></span>tworzona <span class="_ _f"></span>w wys<span class="_ _2"></span>okości <span class="_ _f"></span>kwoty p<span class="_ _2"></span>odatku <span class="_ _f"></span>dochodowego <span class="_ _f"></span>wymagającej </div><div class="t m0 x0 h6 yf0 ff3 fs2 fc1 sc0 ls0 ws0">w prz<span class="_ _2"></span>yszłości <span class="_ _2"></span>zapłaty <span class="_ _f"></span>w związku <span class="_ _f"></span>z występowanie<span class="_ _2"></span>m dod<span class="_ _2"></span>atnich <span class="_ _2"></span>przejściowych <span class="_ _f"></span>ró<span class="_ _0"></span>żnic, <span class="_ _f"></span>które spowodują <span class="_ _2"></span>w<span class="_ _2"></span> </div><div class="t m0 x0 h6 y266 ff3 fs2 fc1 sc0 ls0 ws0">przyszłości zwiększen<span class="_ _2"></span>ia podstawy<span class="_ _2"></span> obliczenia podat<span class="_ _2"></span>ku dochodowego. <span class="ff2"> </span></div><div class="t m0 x0 h6 y267 ff3 fs2 fc1 sc0 ls0 ws0">Aktywa <span class="_ _0"></span>z <span class="_ _c"></span>tytułu <span class="_ _0"></span>odroczonego <span class="_ _0"></span>podatku <span class="_ _c"></span>dochodoweg<span class="_ _2"></span>o <span class="_ _0"></span>oraz <span class="_ _c"></span>rezerwy <span class="_ _0"></span>na <span class="_ _c"></span>podatek <span class="_ _0"></span>odroczony <span class="_ _0"></span>wyceniane </div><div class="t m0 x0 h6 y268 ff3 fs2 fc1 sc0 ls0 ws0">są <span class="_ _c"></span>z<span class="ff2"> </span>zastosowaniem <span class="_ _0"></span>stawek <span class="_ _c"></span>po<span class="_ _0"></span>datkow<span class="_ _2"></span>ych, <span class="_ _c"></span>które <span class="_ _c"></span>według <span class="_ _c"></span>przewidywań <span class="_ _c"></span>będą <span class="_ _0"></span>obowiązywać <span class="_ _c"></span>w <span class="_ _c"></span>okresie, </div><div class="t m0 x0 h6 y269 ff3 fs2 fc1 sc0 ls0 ws0">gdy <span class="_ _0"></span>składnik <span class="_ _0"></span>aktywów <span class="_ _0"></span>zostanie zrealizowany <span class="_ _0"></span>lub <span class="_ _0"></span>rezerwa <span class="_ _0"></span>rozwiązana, <span class="_ _0"></span>przyjmując <span class="_ _0"></span>za <span class="_ _0"></span>podstawę <span class="_ _0"></span>stawki </div><div class="t m0 x0 h6 y26a ff3 fs2 fc1 sc0 ls0 ws0">podatkowe (i przepis<span class="_ _2"></span>y podatkowe) prawnie<span class="_ _2"></span> lub faktyc<span class="_ _2"></span>znie obowiązujące<span class="_ _2"></span> na dzień bilan<span class="_ _2"></span>sowy.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w0 h0" ><div class="pc pc14 w0 h0"><img class="bi x0 y1a we h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">20</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">Podatek <span class="_ _8"></span>dochodowy <span class="_ _8"></span>dotyczący <span class="_ _a"></span>pozycji <span class="_ _8"></span>ujętych <span class="_ _8"></span>bezpośrednio <span class="_ _8"></span>w <span class="_ _8"></span>kapitale <span class="_ _8"></span>własnym <span class="_ _8"></span>jest <span class="_ _8"></span>ujmowany <span class="_ _8"></span>w </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">kapitale własn<span class="_ _2"></span>ym, a<span class="ff2"> </span>nie w rachun<span class="_ _2"></span>ku zysków i strat.<span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">Podatek od towaró<span class="_ _2"></span>w i usług<span class="ff2"> </span></div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">Przychody, <span class="_ _16"> </span>koszty, <span class="_ _16"> </span>aktywa <span class="_ _16"> </span>i  zob<span class="_ _2"></span>owiązania <span class="_ _16"> </span>są  u<span class="_ _2"></span>jmowane <span class="_ _16"> </span>po <span class="_ _16"> </span>pomniejszeniu <span class="_ _16"> </span>o<span class="_ _0"></span> <span class="_ _16"> </span>wartość  p<span class="_ _2"></span>odatku <span class="_ _16"> </span>od </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">towarów i usług,<span class="_ _2"></span> z wyjątkiem:<span class="ff2"> </span></div><div class="t m0 x22 h6 y1c1 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">gdy <span class="_ _2"></span>podatek <span class="_ _f"></span>od t<span class="_ _2"></span>owarów <span class="_ _2"></span>i <span class="_ _f"></span>usług z<span class="_ _2"></span>apłacony <span class="_ _2"></span>przy <span class="_ _2"></span>zakupi<span class="_ _2"></span>e <span class="_ _2"></span>aktywów <span class="_ _f"></span>lub u<span class="_ _2"></span>sług <span class="_ _2"></span>nie <span class="_ _f"></span>jest m<span class="_ _2"></span>ożliwy <span class="_ _2"></span>do </span></span></div><div class="t m0 x74 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">odzyskania od o<span class="_ _0"></span>rganów podatkowych; wtedy jest o<span class="_ _0"></span>n ujmowany o<span class="_ _0"></span>dpowiedni<span class="_ _2"></span>o <span class="_ _0"></span>jako cześć <span class="_ _0"></span>ceny </div><div class="t m0 x74 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">nabycia składnika ak<span class="_ _2"></span>tywów lub jako<span class="_ _2"></span> część pozycji k<span class="_ _2"></span>osztowej oraz<span class="ff2"> </span></div><div class="t m0 x22 h6 y1c4 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">należności i zobowiązań, które <span class="_ _0"></span>są wykazywane z uwzględnieniem kwoty podatku od towarów </span></span></div><div class="t m0 x74 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">i usług.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">Kwota <span class="_ _9"> </span>netto <span class="_ _9"></span>podatku<span class="_ _2"></span> <span class="_ _9"> </span>od <span class="_ _9"></span>towarów <span class="_ _9"></span>i <span class="_ _9"></span>us<span class="_ _2"></span>ług <span class="_ _9"> </span>możliwa <span class="_ _9"></span>d<span class="_ _2"></span>o <span class="_ _9"> </span>odzyskania <span class="_ _9"></span>lub <span class="_ _9"></span>należna <span class="_ _8"></span>do <span class="_ _9"> </span>zapłaty <span class="_ _9"> </span>na <span class="_ _9"></span>rzecz </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">organów <span class="_ _16"> </span>podatkowych <span class="_ _16"> </span>jest <span class="_ _16"> </span>ujęta <span class="_ _16"> </span>w  <span class="ff2">sprawozd<span class="_ _2"></span>aniu <span class="_ _16"> </span><span class="ff3">z <span class="_ _16"> </span>sytuacji  fin<span class="_ _2"></span>ansowej <span class="_ _16"> </span>jako <span class="_ _16"> </span>część <span class="_ _16"> </span>należności <span class="_ _16"> </span>lub </span></span></div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">zobowiązań.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c9 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y19f ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Zysk netto na akcję<span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y1a0 ff3 fs2 fc1 sc0 ls0 ws0">Zysk <span class="_ _c"></span>netto <span class="_ _0"></span>na <span class="_ _c"></span>akcję <span class="_ _0"></span>dla <span class="_ _c"></span>każdego <span class="_ _0"></span>okresu <span class="_ _0"></span>jest <span class="_ _c"></span>obliczony <span class="_ _0"></span>poprzez <span class="_ _0"></span>po<span class="_ _0"></span>dzielenie <span class="_ _0"></span>zysku <span class="_ _0"></span>netto<span class="_ _0"></span> <span class="_ _c"></span>za <span class="_ _0"></span>dany <span class="_ _0"></span>o<span class="_ _0"></span>kres </div><div class="t m0 x0 h6 y200 ff3 fs2 fc1 sc0 ls0 ws0">przez średnią waż<span class="_ _2"></span>oną liczbę akcji<span class="_ _2"></span> w danym okresi<span class="_ _2"></span>e sprawozdawczy<span class="_ _2"></span>m.<span class="ff2"> </span></div><div class="t m0 x0 h6 y201 ff2 fs2 fc5 sc0 ls0 ws0"> </div><div class="t m0 x3b h40 y21c ffa fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ffe fc1">Przeliczanie pozycji wyraż<span class="_ _2"></span>onej w walucie obc<span class="_ _2"></span>ej<span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y242 ff3 fs2 fc1 sc0 ls0 ws0">Transakcje <span class="_ _12"> </span>wyrażone <span class="_ _13"> </span>w <span class="_ _12"> </span>walutach <span class="_ _13"> </span>innych <span class="_ _12"> </span>niż <span class="_ _13"> </span>polski <span class="_ _12"> </span>złoty <span class="_ _13"> </span>są <span class="_ _12"> </span>przeliczane <span class="_ _13"> </span>na <span class="_ _12"> </span>złote <span class="_ _13"> </span>polskie <span class="_ _12"> </span>przy </div><div class="t m0 x0 h6 y243 ff3 fs2 fc1 sc0 ls0 ws0">zastosowaniu kursu<span class="_ _2"></span> obowiązującego <span class="_ _2"></span>w dniu zawarcia <span class="_ _2"></span>transakcji.<span class="ff2"> </span></div><div class="t m0 x0 h6 y244 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _c"></span>dzień <span class="_ _0"></span>bilansowy <span class="_ _c"></span>aktywa <span class="_ _0"></span>i <span class="_ _c"></span>zobowiązania <span class="_ _c"></span>pieniężn<span class="_ _2"></span>e <span class="_ _c"></span>wyrażone <span class="_ _0"></span>w <span class="_ _c"></span>walutach <span class="_ _c"></span>innych <span class="_ _0"></span>niż <span class="_ _c"></span>polski <span class="_ _c"></span>złoty <span class="_ _0"></span>są </div><div class="t m0 x0 h6 y245 ff3 fs2 fc1 sc0 ls0 ws0">przeliczane <span class="_ _d"> </span>na <span class="_ _d"> </span>złote <span class="_ _d"> </span>polskie <span class="_ _12"> </span>przy <span class="_ _d"> </span>zastosowani<span class="_ _2"></span>u <span class="_ _d"> </span>odpowiednio <span class="_ _d"> </span>obowiązującego <span class="_ _d"> </span>na <span class="_ _d"> </span>koniec <span class="_ _d"> </span>okresu<span class="_ _2"></span> </div><div class="t m0 x0 h6 y246 ff3 fs2 fc1 sc0 ls0 ws0">sprawozdawczego<span class="_ _2"></span> <span class="_ _2"></span>średniego <span class="_ _f"></span>kursu u<span class="_ _2"></span>stalonego <span class="_ _f"></span>dla <span class="_ _2"></span>danej <span class="_ _f"></span>waluty p<span class="_ _2"></span>rzez <span class="_ _2"></span>Nar<span class="_ _2"></span>odowy <span class="_ _f"></span>Bank P<span class="_ _2"></span>olski. <span class="_ _f"></span>Powstałe </div><div class="t m0 x0 h6 y14a ff3 fs2 fc1 sc0 ls0 ws0">z <span class="_ _18"> </span>przeliczenia <span class="_ _17"> </span>różnice <span class="_ _18"> </span>ku<span class="_ _2"></span>rsowe <span class="_ _18"> </span>ujmowane<span class="_ _2"></span> <span class="_ _18"> </span>są <span class="_ _18"> </span>od<span class="_ _2"></span>powiednio <span class="_ _17"> </span>w <span class="_ _18"> </span>pozycji <span class="_ _18"> </span>przychod<span class="_ _2"></span>ów <span class="_ _18"> </span>(kosztów)<span class="_ _2"></span> </div><div class="t m0 x0 h6 y247 ff2 fs2 fc1 sc0 ls0 ws0">finansowych <span class="_ _8"></span>lub <span class="_ _9"> </span><span class="ff3">w <span class="_ _9"> </span>przypadkach <span class="_ _8"></span>określonych <span class="_ _9"></span>zasada<span class="_ _2"></span>mi <span class="_ _9"></span>(polityką) <span class="_ _8"></span>rachunkowości, <span class="_ _8"></span>kapitalizowane <span class="_ _8"></span>w </span></div><div class="t m0 x0 h6 y248 ff3 fs2 fc1 sc0 ls0 ws0">wartości  aktywów. <span class="_ _e"> </span>Aktywa <span class="_ _e"> </span>i <span class="_ _e"> </span>zobowiąz<span class="_ _2"></span>ania <span class="_ _e"> </span>niepieniężne  ujmowane <span class="_ _e"> </span>według  kosztu <span class="_ _e"> </span>historycznego<span class="_ _2"></span> </div><div class="t m0 x0 h6 y249 ff3 fs2 fc1 sc0 ls0 ws0">wyrażonego <span class="_ _10"> </span>w  walucie <span class="_ _16"> </span>o<span class="_ _0"></span>bcej  są <span class="_ _16"> </span>wykazywane  po  ku<span class="_ _2"></span>rsie  hist<span class="_ _2"></span>orycznym <span class="_ _10"> </span>z  dnia <span class="_ _10"> </span>transakcji. <span class="_ _10"> </span>Aktywa <span class="_ _10"> </span>i </div><div class="t m0 x0 h6 y24a ff3 fs2 fc1 sc0 ls0 ws0">zobowiązania <span class="_ _e"> </span>niepieniężne <span class="_ _e"> </span>ujmowane <span class="_ _d"> </span>według <span class="_ _e"> </span>wartości <span class="_ _d"> </span>godziwej <span class="_ _d"> </span>wyraż<span class="_ _2"></span>onej <span class="_ _e"> </span>w <span class="_ _d"> </span>walucie <span class="_ _d"> </span>obcej <span class="_ _d"> </span>są </div><div class="t m0 x0 h6 y24b ff2 fs2 fc1 sc0 ls0 ws0">przeliczane  p<span class="_ _2"></span>o  kursie<span class="_ _2"></span>  z  d<span class="_ _2"></span>nia  do<span class="ff3">konania <span class="_ _16"> </span>wyceny  do  wart<span class="_ _2"></span>ości  godz<span class="_ _2"></span>iwej.  Nast<span class="_ _2"></span>ępujące  kurs<span class="_ _2"></span>y  z<span class="_ _2"></span>ostały </span></div><div class="t m0 x0 h6 y24c ff3 fs2 fc1 sc0 ls0 ws0">przyjęte dla potrzeb<span class="_ _2"></span> wyceny bilansowej<span class="_ _2"></span>:<span class="ff2"> </span></div><div class="t m0 x0 h6 y209 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y26b w55 h41"><div class="t m0 x6a h24 y26c ff2 fs7 fc1 sc0 ls0 ws0">EUR </div></div><div class="c x79 y26d w56 h42"><div class="t m0 x11 h24 y26e ff2 fs7 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x7b y26d w51 h42"><div class="t m0 x3d h24 y26e ff2 fs7 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x79 y26b w56 h15"><div class="t m0 x50 h6 y26f ff2 fs2 fc1 sc0 ls0 ws0">4,3480<span class="fs7"> </span></div></div><div class="c x7b y26b w51 h15"><div class="t m0 x2a h24 y81 ff2 fs7 fc1 sc0 ls20 ws0">4,6899<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 hb y270 ff5 fs5 fc4 sc0 ls0 ws0"> </div><div class="t m0 x0 hb y25e ff5 fs5 fc4 sc0 ls21 ws0">V <span class="ff4 ls0">NOTY OBJAŚNIAJĄCE I POZOSTAŁE INFORMACJE<span class="ff5"> </span></span></div><div class="t m0 x0 h5 y271 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y80 ff1 fs2 fc1 sc0 ls0 ws0">5.1.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Przychody ze <span class="_ _2"></span>sprzedaży<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y272 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y273 w57 h43"><div class="t m0 x7d hd y274 ff6 fs3 fc1 sc0 ls0 ws0">Przychody ze s<span class="_ _2"></span>przedaży<span class="ff7"> </span></div></div><div class="c x7e y275 w58 h44"><div class="t m0 x68 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x7f y275 w59 h44"><div class="t m0 x68 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x7e y273 w58 h45"><div class="t m0 x44 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x7f y273 w59 h45"><div class="t m0 x6a hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.202<span class="_ _2"></span>2 </div></div><div class="c x6 y277 w57 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Przychody ze <span class="_ _2"></span>sprzedaży usług<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c x7e y277 w58 h44"><div class="t m0 x80 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">553 <span class="ls0"> </span></div></div><div class="c x7f y277 w59 h44"><div class="t m0 x80 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">599 <span class="ls0"> </span></div></div><div class="c x6 y278 w57 h46"><div class="t m0 x12 hd y279 ff6 fs3 fc1 sc0 ls0 ws0">RAZEM PRZYC<span class="_ _2"></span>HODY ZE SPRZE<span class="_ _2"></span>DAŻY<span class="ff7"> </span></div></div><div class="c x7e y278 w58 h46"><div class="t m0 x80 hd y279 ff7 fs3 fc1 sc0 ls9 ws0">553 <span class="ls0"> </span></div></div><div class="c x7f y278 w59 h46"><div class="t m0 x80 hd y279 ff7 fs3 fc1 sc0 ls9 ws0">599 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y27a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y27b ff3 fs2 fc1 sc0 ls0 ws0">Sprzedaż <span class="_ _a"></span>usług <span class="_ _a"></span>dotyczy <span class="_ _a"></span>sprzedaży <span class="_ _a"></span>usług <span class="_ _8"></span>zarządzan<span class="_ _2"></span>ia <span class="_ _a"></span>i <span class="_ _8"></span>najmu <span class="_ _a"></span>samochodu <span class="_ _a"></span>do <span class="_ _8"></span>jednostek <span class="_ _a"></span>powiązanyc<span class="_ _2"></span>h </div><div class="t m0 x0 h6 y27c ff3 fs2 fc1 sc0 ls0 ws0">(głównie do Spółek <span class="_ _2"></span>–<span class="ff2"> Inwestycji A<span class="_ _2"></span>LTA <span class="ls10">SA</span>) </span></div><div class="t m0 x0 h6 y27d ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w0 h0" ><div class="pc pc15 w0 h0"><img class="bi x0 y1a w5a h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">21</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y8d ff1 fs2 fc1 sc0 ls0 ws0">5.2.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Koszty wedłu<span class="_ _2"></span>g rodzaju<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y27e w57 h47"><div class="t m0 x81 hd y27f ff6 fs3 fc1 sc0 ls0 ws0">Koszty według<span class="_ _2"></span> rodzaju<span class="ff7"> </span></div></div><div class="c x7e y280 w5b h48"><div class="t m0 x68 hd y279 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x7f y280 w5c h48"><div class="t m0 x68 hd y279 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x7e y27e w5b h45"><div class="t m0 x44 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x7f y27e w5c h45"><div class="t m0 x6a hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.202<span class="_ _2"></span>2 </div></div><div class="c x6 y281 w57 h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Amortyzacja </div></div><div class="c x7e y281 w5b h44"><div class="t m0 x81 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(24)<span class="ls0"> </span></div></div><div class="c x7f y281 w5c h44"><div class="t m0 x81 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(32)<span class="ls0"> </span></div></div><div class="c x6 y282 w57 h45"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Zużycie materiałó<span class="_ _2"></span>w i energii<span class="ff9"> </span></div></div><div class="c x7e y282 w5b h45"><div class="t m0 x81 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(21)<span class="ls0"> </span></div></div><div class="c x7f y282 w5c h45"><div class="t m0 x81 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(24)<span class="ls0"> </span></div></div><div class="c x6 y283 w57 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Usługi obce<span class="ff9"> </span></div></div><div class="c x7e y283 w5b h44"><div class="t m0 x82 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">(1 146) </div></div><div class="c x7f y283 w5c h44"><div class="t m0 x77 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">(1 135) </div></div><div class="c x6 y284 w57 h45"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Podatki i opłaty<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c x7e y284 w5b h45"><div class="t m0 x22 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(7)<span class="ls0"> </span></div></div><div class="c x7f y284 w5c h45"><div class="t m0 x22 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(2)<span class="ls0"> </span></div></div><div class="c x6 y285 w57 h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Wynagrodzenia<span class="_ _2"></span> </div></div><div class="c x7e y285 w5b h44"><div class="t m0 x82 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">(1 533) </div></div><div class="c x7f y285 w5c h44"><div class="t m0 x77 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">(2 398) </div></div><div class="c x6 y286 w57 h45"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Świadczenia na r<span class="_ _2"></span>zecz pracowni<span class="_ _2"></span>ków<span class="ff9"> </span></div></div><div class="c x7e y286 w5b h45"><div class="t m0 x83 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(188)<span class="ls0"> </span></div></div><div class="c x7f y286 w5c h45"><div class="t m0 x83 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(158)<span class="ls0"> </span></div></div><div class="c x6 y287 w57 h49"><div class="t m0 x12 h11 y44 ff8 fs3 fc1 sc0 ls0 ws0">Pozostałe kos<span class="_ _2"></span>zty rodzajowe<span class="ff9"> </span></div></div><div class="c x7e y287 w5b h49"><div class="t m0 x83 h11 y44 ff9 fs3 fc1 sc0 lsa ws0">(105)<span class="ls0"> </span></div></div><div class="c x7f y287 w5c h49"><div class="t m0 x81 h11 y44 ff9 fs3 fc1 sc0 lsa ws0">(94)<span class="ls0"> </span></div></div><div class="c x6 y288 w57 h15"><div class="t m0 x12 hd y289 ff6 fs3 fc1 sc0 ls0 ws0">RAZEM KOSZ<span class="_ _2"></span>TY WEDŁUG ROD<span class="_ _f"></span>ZAJU<span class="ff7"> </span></div></div><div class="c x7e y288 w5b h15"><div class="t m0 x82 hd y289 ff7 fs3 fc1 sc0 ls0 ws0">(3 024) </div></div><div class="c x7f y288 w5c h15"><div class="t m0 x77 hd y289 ff7 fs3 fc1 sc0 lsa ws0">(3 <span class="ls9">843)<span class="ls0"> </span></span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y28a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y28b ff1 fs2 fc1 sc0 ls0 ws0">5.3.<span class="ff7"> <span class="_ _4"></span><span class="ff1">Przychody i kos<span class="_ _2"></span>zty finanso<span class="_ _2"></span>we </span></span></div><div class="t m0 x0 h6 y28c ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y28d w5d h43"><div class="t m0 x84 hd y274 ff7 fs3 fc1 sc0 ls0 ws0">Przychody finansowe<span class="_ _2"></span> </div></div><div class="c x85 y28e w58 h44"><div class="t m0 x68 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x86 y28e w59 h44"><div class="t m0 x68 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x85 y28d w58 h45"><div class="t m0 x44 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x86 y28d w59 h45"><div class="t m0 x6a hd y87 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.20<span class="_ _2"></span>22 </div></div><div class="c x6 y28f w5d h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Odsetki </div></div><div class="c x85 y28f w58 h44"><div class="t m0 x87 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">1 374  </div></div><div class="c x86 y28f w59 h44"><div class="t m0 x87 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">1 760  </div></div><div class="c x6 y290 w5d h45"><div class="t m0 x12 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">RAZEM PRZYCH<span class="_ _2"></span>ODY FINANSO<span class="_ _2"></span>WE </div></div><div class="c x85 y290 w58 h45"><div class="t m0 x87 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">1 374  </div></div><div class="c x86 y290 w59 h45"><div class="t m0 x87 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">1 760  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y291 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y292 w5e h43"><div class="t m0 x88 hd y274 ff7 fs3 fc1 sc0 ls0 ws0">Koszty finansowe<span class="_ _2"></span> </div></div><div class="c x89 y293 w58 h44"><div class="t m0 x68 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x8a y293 w5f h44"><div class="t m0 x68 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x89 y292 w58 h45"><div class="t m0 x44 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x8a y292 w5f h45"><div class="t m0 x6a hd y87 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.20<span class="_ _2"></span>22 </div></div><div class="c x6 y294 w5e h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Odsetki </div></div><div class="c x89 y294 w58 h44"><div class="t m0 x84 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(4)<span class="ls0"> </span></div></div><div class="c x8a y294 w5f h44"><div class="t m0 x83 h11 y276 ff9 fs3 fc1 sc0 lsa ws0">(118)<span class="ls0"> </span></div></div><div class="c x6 y295 w5e h45"><div class="t m0 x12 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">RAZEM KOSZTY<span class="_ _2"></span> FINANSOWE </div></div><div class="c x89 y295 w58 h45"><div class="t m0 x84 hd y87 ff7 fs3 fc1 sc0 lsa ws0">(4)<span class="ls0"> </span></div></div><div class="c x8a y295 w5f h45"><div class="t m0 x83 hd y87 ff7 fs3 fc1 sc0 lsa ws0">(118)<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y296 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y297 ff1 fs2 fc1 sc0 ls0 ws0">5.4.<span class="ff7"> <span class="_ _4"></span><span class="ff1"> <span class="ffb">Pozostałe pr<span class="_ _2"></span>zychody i kos<span class="_ _2"></span>zty operacyjne<span class="ff1"> </span></span></span></span></div><div class="t m0 x0 h6 y298 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y299 w5e h4a"><div class="t m0 x8b hd y29a ff6 fs3 fc1 sc0 ls0 ws0">Pozostałe przych<span class="_ _2"></span>ody operacyjn<span class="_ _2"></span>e<span class="ff7"> </span></div></div><div class="c x89 y29b w58 h4b"><div class="t m0 x68 hd y34 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x8a y29b w5f h4b"><div class="t m0 x68 hd y34 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x89 y299 w58 h14"><div class="t m0 x44 hd y65 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x8a y299 w5f h14"><div class="t m0 x6a hd y65 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.20<span class="_ _2"></span>22 </div></div><div class="c x6 y29c w5e h46"><div class="t m0 x12 h11 y29d ff9 fs3 fc1 sc0 ls0 ws0">Zysk ze zbycia <span class="ff8">nie<span class="_ _2"></span>finansowych ak<span class="_ _2"></span>tywów trwał<span class="_ _2"></span>ych<span class="ff9"> </span></span></div></div><div class="c x89 y29c w58 h46"><div class="t m0 x8 h11 y29d ff9 fs3 fc1 sc0 ls9 ws0">41 <span class="ls0"> </span></div></div><div class="c x8a y29c w5f h46"><div class="t m0 x76 h11 y29d ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y29e w5e h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Odszkodowania<span class="_ _2"></span> </div></div><div class="c x89 y29e w58 h44"><div class="t m0 x76 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y29e w5f h44"><div class="t m0 x8c h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">3 <span class="ls0"> </span></div></div><div class="c x6 y29f w5e h45"><div class="t m0 x12 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">Inne </div></div><div class="c x89 y29f w58 h45"><div class="t m0 x8 h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">10 <span class="ls0"> </span></div></div><div class="c x8a y29f w5f h45"><div class="t m0 x8d h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">17 <span class="ls0"> </span></div></div><div class="c x6 y2a0 w5e h4b"><div class="t m0 x12 hd y34 ff6 fs3 fc1 sc0 ls0 ws0">RAZEM POZOS<span class="_ _2"></span>TAŁE PRZYCH<span class="_ _2"></span>ODY OPERACYJNE<span class="ff7"> </span></div></div><div class="c x89 y2a0 w58 h4b"><div class="t m0 x8 hd y34 ff7 fs3 fc1 sc0 ls9 ws0">51 <span class="ls0"> </span></div></div><div class="c x8a y2a0 w5f h4b"><div class="t m0 x8d hd y34 ff7 fs3 fc1 sc0 ls9 ws0">20 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y2a1 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y2a2 w5e h43"><div class="t m0 x8e hd y274 ff6 fs3 fc1 sc0 ls0 ws0">Pozostałe koszty<span class="_ _2"></span> operacyjne<span class="ff7"> </span></div></div><div class="c x89 y2a3 w58 h45"><div class="t m0 x68 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x8a y2a3 w59 h45"><div class="t m0 x68 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x89 y2a2 w58 h45"><div class="t m0 x44 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x8a y2a2 w59 h45"><div class="t m0 x6a hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.20<span class="_ _2"></span>22 </div></div><div class="c x6 y2a4 w5e h45"><div class="t m0 x12 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">Darowizny </div></div><div class="c x89 y2a4 w58 h45"><div class="t m0 x76 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y2a4 w59 h45"><div class="t m0 x83 h11 y87 ff9 fs3 fc1 sc0 lsa ws0">(107)<span class="ls0"> </span></div></div><div class="c x6 y2a5 w5e h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Zaniechane inwe<span class="_ _2"></span>stycje </div></div><div class="c x89 y2a5 w58 h45"><div class="t m0 x76 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y2a5 w59 h45"><div class="t m0 x76 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2a6 w5e h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Koszty sądowe<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c x89 y2a6 w58 h45"><div class="t m0 x76 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y2a6 w59 h45"><div class="t m0 x76 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2a7 w5e h4c"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Spisane aktywa<span class="_ _2"></span> </div></div><div class="c x89 y2a7 w58 h4c"><div class="t m0 x82 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">(1 555) </div></div><div class="c x8a y2a7 w59 h4c"><div class="t m0 x76 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2a8 w5e h45"><div class="t m0 x12 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">Inne </div></div><div class="c x89 y2a8 w58 h45"><div class="t m0 x81 h11 y87 ff9 fs3 fc1 sc0 lsa ws0">(15)<span class="ls0"> </span></div></div><div class="c x8a y2a8 w59 h45"><div class="t m0 x22 h11 y87 ff9 fs3 fc1 sc0 lsa ws0">(9)<span class="ls0"> </span></div></div><div class="c x6 y2a9 w5e h4d"><div class="t m0 x12 hd y34 ff6 fs3 fc1 sc0 ls0 ws0">RAZEM POZOS<span class="_ _2"></span>TAŁE KOSZTY<span class="_ _2"></span> OPERACYJN<span class="_ _2"></span>E<span class="ff7"> </span></div></div><div class="c x89 y2a9 w58 h4d"><div class="t m0 x82 hd y34 ff7 fs3 fc1 sc0 ls0 ws0">(1 570) </div></div><div class="c x8a y2a9 w59 h4d"><div class="t m0 x83 hd y34 ff7 fs3 fc1 sc0 lsa ws0">(116)<span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y2aa ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2ab ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _9"> </span>2023 <span class="_ _9"> </span><span class="ff3">r. <span class="_ _16"> </span>Spółka <span class="_ _9"> </span>dokonała <span class="_ _9"></span>częściowego<span class="_ _2"></span> <span class="_ _9"> </span>odpisu <span class="_ _9"> </span>aktualizującego <span class="_ _9"> </span>należność<span class="_ _2"></span> <span class="_ _9"> </span>z <span class="_ _16"> </span>lat <span class="_ _9"> </span>ubiegłych <span class="_ _9"></span>tytułem<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y2ac ff3 fs2 fc1 sc0 ls0 ws0">umorzonych udział<span class="_ _2"></span>ów Spółki TUP <span class="_ _2"></span>Property Sp. z o.o. <span class="ff2">(zaprezen<span class="_ _2"></span>towane w pozycji <span class="_ _2"></span>spisane akt<span class="_ _2"></span>ywa)  </span></div><div class="t m0 x0 h6 y2ad ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2ae ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _a"></span>2022 <span class="_ _8"></span><span class="ff3">r. <span class="_ _a"></span>Spółka <span class="_ _a"></span>przekazała <span class="_ _a"></span>darowiznę</span> <span class="_ _a"></span><span class="ff3">ukraińskiej <span class="_ _a"></span>fundacji <span class="_ _a"></span>celem</span> <span class="_ _a"></span>wspierania <span class="_ _a"></span>inicjatywy <span class="_ _a"></span>odbudow<span class="ls22">y </span></div><div class="t m0 x0 h6 y2af ff2 fs2 fc1 sc0 ls0 ws0">Ukrainy <span class="ff3">po zakończen<span class="_ _2"></span>iu wojny<span class="ff2 ls7">. <span class="ls0"> </span></span></span></div><div class="t m0 x0 h6 y2b0 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </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 x0 y1a w60 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">22</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y8d ff1 fs2 fc1 sc0 ls0 ws0">5.5.<span class="ff7"> <span class="_ _4"></span><span class="ff1"> Podatek do<span class="_ _2"></span>chodowy </span></span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y2b1 w5e h4e"><div class="t m0 x58 hd y2b2 ff7 fs3 fc1 sc0 ls0 ws0">Podatek dochod<span class="_ _2"></span>owy - <span class="ff6">wyjaśn<span class="_ _2"></span>ienie różnic mię<span class="_ _2"></span>dzy podatkiem<span class="_ _2"></span> </span></div><div class="t m0 x61 hd y114 ff6 fs3 fc1 sc0 ls0 ws0">obliczonym wed<span class="_ _2"></span>ług stawki obo<span class="_ _2"></span>wiązującej a p<span class="_ _2"></span>odatkiem wyka<span class="_ _2"></span>zanym<span class="ff7"> </span></div></div><div class="c x89 y2b3 w58 h4b"><div class="t m0 x68 hd y34 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x8a y2b3 w5f h4b"><div class="t m0 x68 hd y34 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x89 y2b1 w58 h4d"><div class="t m0 x44 hd y7e ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x8a y2b1 w5f h4d"><div class="t m0 x6a hd y7e ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.20<span class="_ _2"></span>22 </div></div><div class="c x6 y2b4 w5e h49"><div class="t m0 x12 hd y44 ff7 fs3 fc1 sc0 ls0 ws0">ZYSK PRZED O<span class="_ _2"></span>PODATKOWAN<span class="_ _2"></span>IEM </div></div><div class="c x89 y2b4 w58 h49"><div class="t m0 x87 hd y44 ff7 fs3 fc1 sc0 ls0 ws0">7 585  </div></div><div class="c x8a y2b4 w5f h49"><div class="t m0 x87 hd y44 ff7 fs3 fc1 sc0 ls0 ws0">4 199  </div></div><div class="c x6 y2b5 w5e h4b"><div class="t m0 x12 h11 y34 ff8 fs3 fc1 sc0 ls0 ws0">Podatek dochodow<span class="_ _2"></span>y wg staw<span class="_ _2"></span>ki obowiązującej w o<span class="_ _2"></span>kresie (9%)<span class="ff9"> </span></div></div><div class="c x89 y2b5 w58 h4b"><div class="t m0 x80 h11 y34 ff9 fs3 fc1 sc0 ls9 ws0">683 <span class="ls0"> </span></div></div><div class="c x8a y2b5 w5f h4b"><div class="t m0 x80 h11 y34 ff9 fs3 fc1 sc0 ls9 ws0">378 <span class="ls0"> </span></div></div><div class="c x6 y2b6 w5e h4f"><div class="t m0 x12 h11 y2b7 ff8 fs3 fc1 sc0 ls0 ws0">Podatek z tytułu <span class="_ _2"></span>kosztów stanow<span class="_ _2"></span>iących trwa<span class="_ _2"></span>łą różnicę<span class="ff9"> </span></div></div><div class="c x89 y2b6 w58 h4f"><div class="t m0 x83 h11 y2b7 ff9 fs3 fc1 sc0 lsa ws0">(159)<span class="ls0"> </span></div></div><div class="c x8a y2b6 w5f h4f"><div class="t m0 x3b h11 y2b7 ff9 fs3 fc1 sc0 lsa ws0">(21)<span class="ls0"> </span></div></div><div class="c x6 y2b8 w5e h49"><div class="t m0 x12 h11 y44 ff8 fs3 fc1 sc0 ls0 ws0">Strata z lat ubiegł<span class="_ _2"></span>ych<span class="ff9"> </span></div></div><div class="c x89 y2b8 w58 h49"><div class="t m0 x76 h11 y44 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y2b8 w5f h49"><div class="t m0 x76 h11 y44 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2b9 w5e h50"><div class="t m0 x12 h11 y2ba ff8 fs3 fc1 sc0 ls0 ws0">Podatek od ró<span class="_ _2"></span>żnic przejściowy<span class="_ _2"></span>ch nie uwzględnion<span class="_ _2"></span>ych przy obli<span class="_ _2"></span>czaniu </div><div class="t m0 x12 h11 y2bb ff9 fs3 fc1 sc0 ls0 ws0">odroczonego pod<span class="_ _2"></span>atku dochodo<span class="_ _2"></span>wego </div></div><div class="c x89 y2b9 w58 h50"><div class="t m0 x83 h6 y2ba ff9 fs3 fc1 sc0 lsa ws0">(524)<span class="ff2 fs2 ls0"> </span></div></div><div class="c x8a y2b9 w5f h50"><div class="t m0 x83 h11 y2ba ff9 fs3 fc1 sc0 lsa ws0">(357)<span class="ls0"> </span></div></div><div class="c x6 y2bc w5e h51"><div class="t m0 x12 h11 y2bd ff9 fs3 fc1 sc0 ls0 ws0">Nie utworzona re<span class="_ _2"></span>zerwa na ODPD<span class="_ _2"></span> ( z <span class="ff8">tytułu wzrostu wa<span class="_ _2"></span>rtości ud<span class="_ _2"></span>ziałów, </span></div><div class="t m0 x12 h11 y2be ff8 fs3 fc1 sc0 ls0 ws0">które będą reali<span class="_ _2"></span>zowane poprze<span class="_ _2"></span>z wypłaty dywide<span class="_ _2"></span>ndy)<span class="ff9"> </span></div></div><div class="c x89 y2bc w58 h51"><div class="t m0 x76 h11 y2bd ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y2bc w5f h51"><div class="t m0 x76 h11 y2bd ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2bf w5e h52"><div class="t m0 x12 h11 y2c0 ff8 fs3 fc1 sc0 ls0 ws0">Straty podatkowe uw<span class="_ _f"></span>z<span class="_ _0"></span>ględnione w<span class="_ _2"></span> podatku odroc<span class="_ _2"></span>zonym<span class="ff9"> </span></div></div><div class="c x89 y2bf w58 h52"><div class="t m0 x76 h11 y2c0 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y2bf w5f h52"><div class="t m0 x80 h11 y2c0 ff9 fs3 fc1 sc0 ls9 ws0">160 <span class="ls0"> </span></div></div><div class="c x6 y2c1 w5e h53"><div class="t m0 x12 hd y279 ff7 fs3 fc1 sc0 ls0 ws0">Podatek dochod<span class="_ _2"></span>owy wykazany <span class="_ _2"></span>w sprawozdan<span class="_ _2"></span>iu finansowym </div></div><div class="c x89 y2c1 w58 h53"><div class="t m0 x76 hd y279 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y2c1 w5f h53"><div class="t m0 x76 hd y279 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h5 y2c2 ff1 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y2c3 w61 h54"><div class="t m0 x50 hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">Odroczony podate<span class="_ _2"></span>k dochodowy<span class="_ _2"></span> </div></div><div class="c x8f y2c5 w62 h45"><div class="t m0 x67 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Okres bieżący<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x90 y2c5 w63 h45"><div class="t m0 x65 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Okres porównywa<span class="_ _2"></span>ny<span class="ff7"> </span></div></div><div class="c x8f y2c6 w64 h16"><div class="t m0 x3d hd y32 ff6 fs3 fc1 sc0 ls0 ws0">Stan na dzień<span class="ff7"> </span></div></div><div class="c x91 y2c6 w65 h16"><div class="t m0 x50 hd y32 ff6 fs3 fc1 sc0 ls0 ws0">Wpływ na wynik<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x90 y2c6 w66 h16"><div class="t m0 x3d hd y32 ff6 fs3 fc1 sc0 ls0 ws0">Stan na dzień<span class="ff7"> </span></div></div><div class="c x7 y2c6 w67 h16"><div class="t m0 x63 hd y32 ff6 fs3 fc1 sc0 ls0 ws0">Wpływ na <span class="ff7">wynik<span class="_ _2"></span> </span></div></div><div class="c x8f y2c3 w64 he"><div class="t m0 x47 hd y32 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c x91 y2c3 w65 he"><div class="t m0 x5a hd y32 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x90 y2c3 w66 he"><div class="t m0 x11 hd y32 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x7 y2c3 w67 he"><div class="t m0 x47 hd y32 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.20<span class="_ _2"></span>22 </div></div><div class="c x6 y2c7 w61 h12"><div class="t m0 x12 hd y39 ff6 fs3 fc1 sc0 ls0 ws0">Aktywa z tytułu OD<span class="_ _2"></span>PD<span class="ff7"> </span></div></div><div class="c x8f y2c7 w64 h12"><div class="t m0 xe hd y39 ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x91 y2c7 w65 h12"><div class="t m0 x68 hd y39 ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x90 y2c7 w66 h12"><div class="t m0 x2b hd y39 ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x7 y2c7 w67 h12"><div class="t m0 x55 hd y39 ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x6 y2c8 w61 he"><div class="t m0 x12 h11 y32 ff8 fs3 fc1 sc0 ls0 ws0">Rezerwy i rozl<span class="_ _2"></span>iczenia międzyo<span class="_ _2"></span>kresowe<span class="ff9"> </span></div></div><div class="c x8f y2c8 w64 he"><div class="t m0 x14 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">14 <span class="ls0"> </span></div></div><div class="c x91 y2c8 w65 he"><div class="t m0 x92 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">7 <span class="ls0"> </span></div></div><div class="c x90 y2c8 w66 he"><div class="t m0 x93 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">7 <span class="ls0"> </span></div></div><div class="c x7 y2c8 w67 he"><div class="t m0 x94 h11 y32 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2c9 w61 h55"><div class="t m0 x12 h11 y2ca ff8 fs3 fc1 sc0 ls0 ws0">Nie wypłacone wyna<span class="_ _2"></span>grodzenia<span class="_ _2"></span>, ZUS i </div><div class="t m0 x12 h11 y2be ff8 fs3 fc1 sc0 ls0 ws0">zobowiązania<span class="ff9"> </span></div></div><div class="c x8f y2c9 w64 h55"><div class="t m0 x67 h11 y2ca ff9 fs3 fc1 sc0 ls9 ws0">3 <span class="ls0"> </span></div></div><div class="c x91 y2c9 w65 h55"><div class="t m0 x92 h11 y2ca ff9 fs3 fc1 sc0 ls9 ws0">1 <span class="ls0"> </span></div></div><div class="c x90 y2c9 w66 h55"><div class="t m0 x93 h11 y2ca ff9 fs3 fc1 sc0 ls9 ws0">2 <span class="ls0"> </span></div></div><div class="c x7 y2c9 w67 h55"><div class="t m0 x95 h11 y2ca ff9 fs3 fc1 sc0 ls9 ws0">1 <span class="ls0"> </span></div></div><div class="c x6 y2cb w61 h16"><div class="t m0 x12 h11 y32 ff9 fs3 fc1 sc0 ls0 ws0">Strata podatkowa<span class="_ _2"></span> </div></div><div class="c x8f y2cb w64 h16"><div class="t m0 x65 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">160 <span class="ls0"> </span></div></div><div class="c x91 y2cb w65 h16"><div class="t m0 x8c h11 y32 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x90 y2cb w66 h16"><div class="t m0 x15 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">227 <span class="ls0"> </span></div></div><div class="c x7 y2cb w67 h16"><div class="t m0 x94 h11 y32 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2cc w61 h12"><div class="t m0 x12 hd y3b ff6 fs3 fc1 sc0 ls0 ws0">AKTYWA Z <span class="_ _2"></span>TYTUŁU ODPD RAZ<span class="_ _2"></span>EM:<span class="ff7"> </span></div></div><div class="c x8f y2cc w64 h12"><div class="t m0 x65 hd y3b ff7 fs3 fc1 sc0 ls9 ws0">177 <span class="ls0"> </span></div></div><div class="c x91 y2cc w65 h12"><div class="t m0 x92 hd y3b ff7 fs3 fc1 sc0 ls9 ws0">8 <span class="ls0"> </span></div></div><div class="c x90 y2cc w66 h12"><div class="t m0 x15 hd y3b ff7 fs3 fc1 sc0 ls9 ws0">236 <span class="ls0"> </span></div></div><div class="c x7 y2cc w67 h12"><div class="t m0 x95 hd y3b ff7 fs3 fc1 sc0 ls9 ws0">1 <span class="ls0"> </span></div></div><div class="c x6 y2cd w61 h12"><div class="t m0 x12 hd y3b ff6 fs3 fc1 sc0 ls0 ws0">Rezerwa z tytuł<span class="_ _2"></span>u ODPD<span class="ff7"> </span></div></div><div class="c x8f y2cd w64 h12"><div class="t m0 xe hd y3b ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x91 y2cd w65 h12"><div class="t m0 x68 hd y3b ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x90 y2cd w66 h12"><div class="t m0 x2b hd y3b ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x7 y2cd w67 h12"><div class="t m0 x55 hd y3b ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x6 y2ce w61 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">Przeszacowan<span class="_ _2"></span>ie aktywów fina<span class="_ _2"></span>nsowych<span class="ff9"> </span></div></div><div class="c x8f y2ce w64 h12"><div class="t m0 x2d h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x91 y2ce w65 h12"><div class="t m0 x8c h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x90 y2ce w66 h12"><div class="t m0 x19 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7 y2ce w67 h12"><div class="t m0 x94 h11 y39 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y2cf w61 h12"><div class="t m0 x12 h11 y39 ff8 fs3 fc1 sc0 ls0 ws0">Naliczone, nie<span class="_ _2"></span> zapłacone od<span class="_ _2"></span>setki<span class="ff9"> </span></div></div><div class="c x8f y2cf w64 h12"><div class="t m0 x65 h11 y39 ff9 fs3 fc1 sc0 ls9 ws0">177 <span class="ls0"> </span></div></div><div class="c x91 y2cf w65 h12"><div class="t m0 x96 h11 y39 ff9 fs3 fc1 sc0 lsa ws0">(59)<span class="ls0"> </span></div></div><div class="c x90 y2cf w66 h12"><div class="t m0 x15 h11 y39 ff9 fs3 fc1 sc0 ls9 ws0">236 <span class="ls0"> </span></div></div><div class="c x7 y2cf w67 h12"><div class="t m0 x97 h11 y39 ff9 fs3 fc1 sc0 ls9 ws0">83 <span class="ls0"> </span></div></div><div class="c x6 y2d0 w61 h12"><div class="t m0 x12 hd y39 ff6 fs3 fc1 sc0 ls0 ws0">REZERWA Z TY<span class="_ _2"></span>TUŁU ODPD<span class="_ _2"></span> RAZEM:<span class="ff7"> </span></div></div><div class="c x8f y2d0 w64 h12"><div class="t m0 x65 hd y39 ff7 fs3 fc1 sc0 ls9 ws0">177 <span class="ls0"> </span></div></div><div class="c x91 y2d0 w65 h12"><div class="t m0 x96 hd y39 ff7 fs3 fc1 sc0 lsa ws0">(59)<span class="ls0"> </span></div></div><div class="c x90 y2d0 w66 h12"><div class="t m0 x15 hd y39 ff7 fs3 fc1 sc0 ls9 ws0">236 <span class="ls0"> </span></div></div><div class="c x7 y2d0 w68 h12"><div class="t m0 x97 hd y39 ff7 fs3 fc1 sc0 ls9 ws0">83 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h5 y2d1 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y2d2 ff1 fs2 fc1 sc0 ls0 ws0">5.6.<span class="ff7"> <span class="_ _4"></span><span class="ff1">Rezerwy </span></span></div><div class="t m0 x7c h6 y2d3 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3e y2d4 ffe fs2 fc1 sc0 ls0 ws0">Informacje o utworzeniu<span class="_ _2"></span>, zwiększeniu, <span class="_ _2"></span>wykorzystaniu i<span class="_ _2"></span> rozwiązaniu reze<span class="_ _2"></span>rw<span class="ffd"> </span></div><div class="t m0 x0 h6 y2d5 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2d6 ff3 fs2 fc1 sc0 ls0 ws0">Nie miały miejsce<span class="_ _2"></span> utworzen<span class="_ _2"></span>ie, zwiększenie, wykorz<span class="_ _2"></span>ystanie lub rozwiąz<span class="_ _2"></span>anie rezer<span class="_ _2"></span>w<span class="ff2"> </span></div><div class="t m0 x0 h6 y2d7 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h5 y2d8 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff1">Re<span class="_ _2"></span>zer<span class="_ _2"></span>wa <span class="_ _2"></span>na<span class="_ _2"></span> o<span class="_ _2"></span>dr<span class="_ _2"></span>oc<span class="_ _2"></span>zon<span class="_ _2"></span>y <span class="_ _2"></span>poda<span class="_ _f"></span>tek <span class="_ _2"></span>doch<span class="_ _f"></span>odowy<span class="_ _2"></span> </span></span></div><div class="t m0 x0 h6 y2d9 ff2 fs2 fc1 sc0 ls0 ws0">Rezerwa na <span class="_ _0"></span>odroczony <span class="_ _0"></span><span class="ff3">podatek dochodowy rozpoznawana jest <span class="_ _0"></span>w wy<span class="_ _0"></span>niku jednostki, gdy <span class="_ _0"></span>przychód lub </span></div><div class="t m0 x0 h6 y2da ff3 fs2 fc1 sc0 ls0 ws0">koszt <span class="_ _2"></span>wpływa <span class="_ _2"></span>na <span class="_ _2"></span>wynik <span class="_ _2"></span>fina<span class="_ _2"></span>nsowy w<span class="_ _2"></span> jedn<span class="_ _2"></span>ym <span class="_ _2"></span>okresie, <span class="_ _f"></span>lecz wchodzi <span class="_ _f"></span>w skład <span class="_ _2"></span>d<span class="_ _2"></span>ochodu <span class="_ _2"></span>do <span class="_ _2"></span>opodatkowania<span class="_ _2"></span> </div><div class="t m0 x0 h6 y2db ff3 fs2 fc1 sc0 ls0 ws0">w innym okresie. Spółka wylicza rezerwę z tytułu odroczonego podat<span class="_ _2"></span>ku dochodowego, we ws<span class="_ _0"></span><span class="ff2">zystkich<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y271 ff3 fs2 fc1 sc0 ls0 ws0">tych <span class="_ _16"> </span>przypadkach, <span class="_ _9"> </span>w <span class="_ _16"> </span>których <span class="_ _9"> </span>realizacja <span class="_ _16"> </span>lub <span class="_ _9"> </span>rozliczenie <span class="_ _9"> </span>wartości <span class="_ _16"> </span>bilansowej <span class="_ _9"> </span>składnika <span class="_ _9"> </span>aktywów <span class="_ _16"> </span>lub </div><div class="t m0 x0 h6 y80 ff3 fs2 fc1 sc0 ls0 ws0">pasywów <span class="_ _c"></span>spowoduje <span class="_ _c"></span>zwięk<span class="_ _2"></span>szenie <span class="_ _c"></span>kwoty <span class="_ _c"></span>przyszłych <span class="_ _c"></span>płatności <span class="_ _0"></span>po<span class="_ _0"></span>datkowych <span class="_ _0"></span>w <span class="_ _a"></span>po<span class="_ _2"></span>równaniu <span class="_ _c"></span>do <span class="_ _c"></span>kwoty, </div><div class="t m0 x0 h6 y272 ff3 fs2 fc1 sc0 ls0 ws0">która byłaby właści<span class="_ _2"></span>wa, gdyby ta r<span class="_ _2"></span>ealizacja lub rozlicze<span class="_ _2"></span>nie<span class="ff2"> </span>nie wywoływałaby <span class="_ _2"></span>skutków podatko<span class="_ _2"></span>wych.<span class="ff2"> </span></div><div class="t m0 x0 h6 y2dc ff3 fs2 fc1 sc0 ls0 ws0">Z u<span class="_ _2"></span>wagi n<span class="_ _2"></span>a fakt, <span class="_ _2"></span>że <span class="_ _2"></span>Zarząd <span class="_ _2"></span>Spółki <span class="_ _2"></span>kontr<span class="_ _2"></span>oluje t<span class="_ _2"></span>erminy <span class="_ _2"></span>odwracania <span class="_ _2"></span>się <span class="_ _2"></span>różnic <span class="_ _2"></span>przejści<span class="_ _2"></span>owych wynikając<span class="_ _2"></span>ych </div><div class="t m0 x0 h6 y2dd ff3 fs2 fc1 sc0 ls0 ws0">z <span class="_ _c"></span>różnicy <span class="_ _a"></span>pomiędzy <span class="_ _c"></span>wartością <span class="_ _c"></span>bilansową <span class="_ _a"></span>i <span class="_ _a"></span>podatko<span class="_ _2"></span>wą <span class="_ _c"></span>swo<span class="_ _0"></span>ich <span class="_ _c"></span>inwestycji <span class="_ _c"></span>w <span class="_ _a"></span>udziały <span class="_ _c"></span>i <span class="_ _a"></span>akcje, <span class="_ _a"></span>kontroluje<span class="_ _f"></span> </div><div class="t m0 x0 h6 y2de ff3 fs2 fc1 sc0 ls0 ws0">politykę <span class="_ _13"> </span>swoich <span class="_ _13"> </span>jednostek <span class="_ _13"> </span>zależnych <span class="_ _1c"> </span>dotyczącą <span class="_ _13"> </span>dywidend<span class="ff2"> <span class="_ _13"> </span>oraz <span class="_ _1c"> </span></span>terminy <span class="_ _13"> </span>odwracania <span class="_ _13"> </span>się <span class="_ _1c"> </span>różnic </div><div class="t m0 x0 h6 y2df ff3 fs2 fc1 sc0 ls0 ws0">przejściowych <span class="_ _c"></span>związanych <span class="_ _c"></span>z <span class="_ _a"></span><span class="ff2">tymi <span class="_ _8"></span>inwest<span class="_ _2"></span>ycj<span class="ff3">ami, <span class="_ _c"></span>Spółka <span class="_ _a"></span>na <span class="_ _a"></span>podstawie <span class="_ _c"></span>art.</span> <span class="_ _a"></span><span class="ls8">39</span> <span class="_ _a"></span>i <span class="_ _a"></span>40 <span class="_ _c"></span>MSR <span class="_ _a"></span>12 <span class="_ _a"></span>nie <span class="_ _a"></span>tworzy </span></div><div class="t m0 x0 h6 y2e0 ff2 fs2 fc1 sc0 ls0 ws0">rezerwy <span class="ff3">z <span class="_ _2"></span>tytułu odr<span class="_ _2"></span>oczonego podat<span class="_ _2"></span>ku dochodow<span class="_ _2"></span>ego od d<span class="_ _2"></span>odatnich różn<span class="_ _2"></span>ic przejśc<span class="_ _2"></span>iowych związanych <span class="_ _f"></span>z </span></div><div class="t m0 x0 h6 y2e1 ff3 fs2 fc1 sc0 ls0 ws0">inwestycją w jedn<span class="_ _2"></span>ostk<span class="ff2">i </span>zależ<span class="ff2">n<span class="ls19">e.<span class="_ _2"></span><span class="ls0"> </span></span></span></div><div class="t m0 x0 h6 y2e2 ff3 fs2 fc1 sc0 ls0 ws0">Dla <span class="_ _2"></span>okresów <span class="_ _f"></span>20<span class="ff2">23 <span class="_ _2"></span>roku <span class="_ _f"></span>stawka p<span class="_ _2"></span>odatku <span class="_ _2"></span>wynosi <span class="_ _f"></span><span class="ff3">9% <span class="_ _2"></span>dla <span class="_ _f"></span>innych <span class="_ _2"></span>źródeł <span class="_ _f"></span>o<span class="_ _0"></span>raz <span class="_ _f"></span>19% dla <span class="_ _f"></span>źródeł <span class="_ _2"></span>kapitał<span class="_ _2"></span>owych.<span class="ff2">  </span></span></span></div><div class="t m0 x0 h24 y2e3 ff2 fs7 fc1 sc0 ls0 ws0"> <span class="_ _1e"> </span> </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w0 h0" ><div class="pc pc17 w0 h0"><img class="bi x0 y1a w69 h7" alt="" 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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">23</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h24 y2e4 ff2 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y2e5 ff1 fs2 fc1 sc0 ls0 ws0">5.7.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Rzeczowe ak<span class="_ _2"></span>tywa trwałe<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y2e6 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y2e7 w6a h56"><div class="t m0 x77 hd y2e8 ff7 fs3 fc1 sc0 ls0 ws0"> <span class="ff6">Rzeczowe aktywa<span class="_ _2"></span> trwałe<span class="ff7"> </span></span></div></div><div class="c x98 y21 w58 h46"><div class="t m0 x68 hd y29d ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c x99 y21 w5f h46"><div class="t m0 x68 hd y29d ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c x98 y2e7 w58 h16"><div class="t m0 x44 hd y32 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x99 y2e7 w5f h16"><div class="t m0 x6a hd y32 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.202<span class="_ _2"></span>2 </div></div><div class="c x6 y2e9 w6a he"><div class="t m0 x12 h11 y32 ff8 fs3 fc1 sc0 ls0 ws0">Urządzenia <span class="ff9">techni<span class="_ _2"></span>czne i maszyn<span class="_ _2"></span>y </span></div></div><div class="c x98 y2e9 w58 he"><div class="t m0 x8 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">28 <span class="ls0"> </span></div></div><div class="c x99 y2e9 w5f he"><div class="t m0 x8d h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">17 <span class="ls0"> </span></div></div><div class="c x6 y2ea w6a he"><div class="t m0 x12 h11 y32 ff8 fs3 fc1 sc0 ls0 ws0">Środki transportu<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c x98 y2ea w58 he"><div class="t m0 x8 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">32 <span class="ls0"> </span></div></div><div class="c x99 y2ea w5f he"><div class="t m0 x8d h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">43 <span class="ls0"> </span></div></div><div class="c x6 y2eb w6a he"><div class="t m0 x12 h11 y32 ff8 fs3 fc1 sc0 ls0 ws0">Pozostałe środ<span class="_ _2"></span>ki trwałe<span class="ff9"> </span></div></div><div class="c x98 y2eb w58 he"><div class="t m0 x97 h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">8 <span class="ls0"> </span></div></div><div class="c x99 y2eb w5f he"><div class="t m0 x8c h11 y32 ff9 fs3 fc1 sc0 ls9 ws0">9 <span class="ls0"> </span></div></div><div class="c x6 y2ec w6a h45"><div class="t m0 x12 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">RZECZOWE AK<span class="_ _2"></span>TYWA TRWAŁ<span class="_ _2"></span>E RAZEM:<span class="ff7"> </span></div></div><div class="c x98 y2ec w58 h45"><div class="t m0 x8 hd y87 ff7 fs3 fc1 sc0 ls9 ws0">68 <span class="ls0"> </span></div></div><div class="c x99 y2ec w5f h45"><div class="t m0 x8d hd y87 ff7 fs3 fc1 sc0 ls9 ws0">69 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y2ed ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y2ee ff1 fs2 fc1 sc0 ls0 ws0">5.8.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Kwoty <span class="_ _e"> </span>i <span class="_ _d"> </span>pozycje <span class="_ _d"> </span>wpływaj<span class="_ _2"></span>ące <span class="_ _d"> </span>na <span class="_ _d"> </span>aktywa, <span class="_ _e"> </span>zobowiązania, <span class="_ _e"> </span>kapitał <span class="_ _e"> </span>w<span class="_ _0"></span>łasny, <span class="_ _e"> </span>wynik <span class="_ _d"> </span>netto <span class="_ _e"> </span>lub </span></span></div><div class="t m0 x76 h5 y2ef ffb fs2 fc1 sc0 ls0 ws0">przepływy pien<span class="_ _2"></span>iężne, jeżeli są nietypo<span class="_ _2"></span>we ze względu <span class="_ _2"></span>na ich rodzaj,<span class="_ _2"></span> wartość lub <span class="_ _2"></span>częstotliwość<span class="ff1"> </span></div><div class="t m0 x22 h6 y2f0 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y2f1 ff3 fs2 fc1 sc0 ls0 ws0">Nie występują<span class="ff2"> </span></div><div class="t m0 x0 h5 y2f2 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y2f3 ff1 fs2 fc1 sc0 ls0 ws0">5.9.<span class="ff7"> <span class="_ _4"></span><span class="ffb">Umowy kredy<span class="_ _2"></span>towe z podmiota<span class="_ _2"></span>mi zewnętrzny<span class="_ _2"></span>mi i ich ob<span class="_ _2"></span>sługa<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y2f4 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2f5 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _c"></span>w <span class="_ _c"></span>dn. <span class="_ _c"></span>19.06.2018<span class="ff2"> <span class="_ _c"></span></span>r. <span class="_ _c"></span>zawarła <span class="_ _c"></span>umowę <span class="_ _c"></span>kredytową <span class="_ _c"></span>z <span class="_ _c"></span>Toyota <span class="_ _c"></span>Bank <span class="_ _c"></span>Polska <span class="_ _c"></span><span class="ff2 ls10">SA<span class="ls0"> <span class="_ _c"></span></span></span>na <span class="_ _c"></span>kwotę <span class="_ _c"></span>55<span class="_ _0"></span><span class="ff2">, tys. <span class="_ _c"></span></span>zł, </div><div class="t m0 x0 h6 y2f6 ff2 fs2 fc1 sc0 ls0 ws0">oprocentowanie 8,<span class="_ _2"></span>99%, kr<span class="_ _2"></span>edyt <span class="ff3">był </span>zawarty na okre<span class="_ _2"></span>s do dnia 19.06.2<span class="_ _2"></span>023 <span class="ls2">r.</span> </div><div class="t m0 x0 h6 y2f7 ff3 fs2 fc1 sc0 ls0 ws0">Kredyt został sp<span class="_ _2"></span>łacony, s<span class="ff2">aldo kredytu na <span class="_ _2"></span>31.<span class="ls8">12</span>.2023 r<span class="_ _2"></span>. wynosi <span class="ls8">0 <span class="ff3 ls1c">zł</span></span>. </span></div><div class="t m0 x0 h6 y2f8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y2f9 ff1 fs2 fc1 sc0 ls0 ws0">5.10.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Pozostałe akty<span class="_ _2"></span>wa finansowe<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y2fa ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y2fb w6b h57"><div class="t m0 x3d hd y168 ff6 fs3 fc1 sc0 ls0 ws0">Pozostałe długote<span class="_ _2"></span>rminowe </div><div class="t m0 x63 hd y2fc ff7 fs3 fc1 sc0 ls0 ws0">aktywa finansowe<span class="_ _2"></span> </div></div><div class="c x9a y2fb w6c h57"><div class="t m0 x54 hd y168 ff6 fs3 fc1 sc0 ls0 ws0">Okres bieżący 31<span class="_ _2"></span>.12.2023<span class="ff7"> </span></div></div><div class="c x9b y2fb w6d h57"><div class="t m0 x9c hd y168 ff6 fs3 fc1 sc0 ls0 ws0">Okres porównywa<span class="_ _2"></span>ny 31.12.2022<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x6 y2fd w6b h1f"><div class="t m0 x72 h58 y2fe ff9 fs7 fc1 sc0 ls0 ws0">Specyfikacja<span class="_ _0"></span> </div></div><div class="c x9a y2fd w4a h1f"><div class="t m0 x41 hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x9d y2fd w2c h1f"><div class="t m0 x70 hd y71 ff7 fs3 fc1 sc0 ls0 ws0">Odpisy </div><div class="t m0 x12 hd y2c0 ff6 fs3 fc1 sc0 ls0 ws0">aktualizujące<span class="ff7"> </span></div></div><div class="c x9e y2fd w6e h1f"><div class="t m0 x50 hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x2b hd y2c0 ff7 fs3 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c x9b y2fd w6f h1f"><div class="t m0 x2b hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x86 y2fd w70 h1f"><div class="t m0 x45 hd y71 ff7 fs3 fc1 sc0 ls0 ws0">Odpisy </div><div class="t m0 x5a hd y2c0 ff6 fs3 fc1 sc0 ls0 ws0">aktualizujące<span class="ff7"> </span></div></div><div class="c x9f y2fd w71 h1f"><div class="t m0 xd hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x4a hd y2c0 ff7 fs3 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c x6 y2ff w6b h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c x9a y2ff w4a h44"><div class="t m0 x53 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x9d y2ff w2c h44"><div class="t m0 x53 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x9e y2ff w6e h44"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x9b y2ff w6f h44"><div class="t m0 xa1 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">20 902  </div></div><div class="c x86 y2ff w70 h44"><div class="t m0 x93 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x9f y2ff w71 h44"><div class="t m0 x4f h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">20 902  </div></div><div class="c x6 y300 w6b h59"><div class="t m0 x12 hd y301 ff6 fs3 fc1 sc0 ls0 ws0">POZOSTAŁE </div><div class="t m0 x12 hd y302 ff6 fs3 fc1 sc0 ls0 ws0">DŁUGOTERMINOW<span class="_ _2"></span>E </div><div class="t m0 x12 hd y2ca ff7 fs3 fc1 sc0 ls0 ws0">AKTYWA FINA<span class="_ _2"></span>NSOWE </div><div class="t m0 x12 hd y2be ff7 fs3 fc1 sc0 ls0 ws0">RAZEM: </div></div><div class="c x9a y300 w4a h59"><div class="t m0 x53 hd y301 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x9d y300 w2c h59"><div class="t m0 x53 hd y301 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x9e y300 w6e h59"><div class="t m0 xa0 hd y301 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x9b y300 w6f h59"><div class="t m0 xa1 hd y301 ff7 fs3 fc1 sc0 ls0 ws0">20 902  </div></div><div class="c x86 y300 w70 h59"><div class="t m0 x93 hd y301 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x9f y300 w71 h59"><div class="t m0 x4f hd y301 ff7 fs3 fc1 sc0 ls0 ws0">20 902  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y303 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y304 w72 h5a"><div class="t m0 x3d hd y91 ff6 fs3 fc1 sc0 ls0 ws0">Pozostałe krót<span class="_ _2"></span>koterminowe </div><div class="t m0 x21 hd y305 ff7 fs3 fc1 sc0 ls0 ws0">aktywa finansowe<span class="_ _2"></span> </div></div><div class="c xa2 y304 w73 h5a"><div class="t m0 x1f hd y91 ff6 fs3 fc1 sc0 ls0 ws0">Okres bieżący 31<span class="_ _2"></span>.12.2023<span class="ff7"> </span></div></div><div class="c x9b y304 w6d h5a"><div class="t m0 x9c hd y91 ff6 fs3 fc1 sc0 ls0 ws0">Okres porównywa<span class="_ _2"></span>ny 31.12.2022<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x6 y306 w72 h1f"><div class="t m0 xa3 h58 y307 ff9 fs7 fc1 sc0 ls0 ws0">Specyfikacja<span class="_ _0"></span> </div></div><div class="c xa2 y306 w74 h1f"><div class="t m0 x4d hd y26c ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c xa4 y306 w75 h1f"><div class="t m0 x32 hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Odpisy </div><div class="t m0 x44 hd y308 ff6 fs3 fc1 sc0 ls0 ws0">aktualizujące<span class="ff7"> </span></div></div><div class="c xa5 y306 w76 h1f"><div class="t m0 x45 hd y26c ff6 fs3 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 xd hd y308 ff7 fs3 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c x9b y306 w77 h1f"><div class="t m0 x45 hd y26c ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x6e y306 w78 h1f"><div class="t m0 x2b hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Odpisy </div><div class="t m0 x42 hd y308 ff6 fs3 fc1 sc0 ls0 ws0">aktualizujące<span class="ff7"> </span></div></div><div class="c xa6 y306 w25 h1f"><div class="t m0 x41 hd y26c ff6 fs3 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x4d hd y308 ff7 fs3 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c x6 y309 w72 h45"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c xa2 y309 w74 h45"><div class="t m0 x3f h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c xa4 y309 w75 h45"><div class="t m0 x62 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y309 w76 h45"><div class="t m0 x1f h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c x9b y309 w77 h45"><div class="t m0 x18 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">3 641  </div></div><div class="c x6e y309 w78 h45"><div class="t m0 x13 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y309 w25 h45"><div class="t m0 x6f h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">3 641  </div></div><div class="c x6 y30a w72 h5b"><div class="t m0 x12 hd y30b ff6 fs3 fc1 sc0 ls0 ws0">RAZEM POZOS<span class="_ _2"></span>TAŁE </div><div class="t m0 x12 hd y2bd ff6 fs3 fc1 sc0 ls0 ws0">KRÓTKOTERM<span class="_ _2"></span>INOWE </div><div class="t m0 x12 hd y2be ff7 fs3 fc1 sc0 ls0 ws0">AKTYWA FINA<span class="_ _2"></span>NSOWE: </div></div><div class="c xa2 y30a w74 h5b"><div class="t m0 x3f hd y30b ff7 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c xa4 y30a w75 h5b"><div class="t m0 x62 hd y30b ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xa5 y30a w76 h5b"><div class="t m0 x1f hd y30b ff7 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c x9b y30a w77 h5b"><div class="t m0 x18 hd y30b ff7 fs3 fc1 sc0 ls0 ws0">3 641  </div></div><div class="c x6e y30a w78 h5b"><div class="t m0 x13 hd y30b ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xa6 y30a w25 h5b"><div class="t m0 x6f hd y30b ff7 fs3 fc1 sc0 ls0 ws0">3 641  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y30c ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y30d w79 h5c"><div class="t m0 x4a h1b y30e ffb fs6 fc1 sc0 ls0 ws0">Pożyczki udzielone na koniec okresu </div><div class="t m0 x1f h1b y30f ff1 fs6 fc1 sc0 ls0 ws0">sprawozdawczego </div></div><div class="c xa7 y30d w7a h5c"><div class="t m0 xd h1b y30e ffb fs6 fc1 sc0 ls0 ws0">Wartość pożyczki </div><div class="t m0 x47 h1b y30f ff1 fs6 fc1 sc0 ls0 ws0">(wraz z odsetkami) </div><div class="t m0 x3d h1b y310 ffb fs6 fc1 sc0 ls0 ws0">bez odpisów na dzień </div><div class="t m0 x73 h1b y311 ff1 fs6 fc1 sc0 lsc ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c xa8 y30d w7b h5c"><div class="t m0 x12 h1b y30e ff1 fs6 fc1 sc0 ls0 ws0">Saldo bilansowe </div><div class="t m0 x12 h1b y30f ffb fs6 fc1 sc0 ls0 ws0">na dzień </div><div class="t m0 x12 h1b y310 ff1 fs6 fc1 sc0 lsc ws0">31.12.2023<span class="ls0"> </span></div></div><div class="c x90 y30d w6e h5c"><div class="t m0 x12 h1b y30e ff1 fs6 fc1 sc0 ls0 ws0">Wymagalne do 1 </div><div class="t m0 x12 h1b y30f ff1 fs6 fc1 sc0 ls0 ws0">roku </div></div><div class="c xa9 y30d w7c h5c"><div class="t m0 x12 h1b y30e ff1 fs6 fc1 sc0 ls0 ws0">Wymagalne od 1 </div><div class="t m0 x12 h1b y30f ff1 fs6 fc1 sc0 ls0 ws0">roku do 5 lat </div></div><div class="c x6 y312 w79 h14"><div class="t m0 x12 h3a y313 ff2 fs6 fc1 sc0 ls0 ws0">Miasteczko Siewierz Jeziorna  Sp. z o.o. </div></div><div class="c xa7 y312 w7d h14"><div class="t m0 x8b h3a y313 ff2 fs6 fc1 sc0 lsc ws0">1 901<span class="ls0"> </span></div></div><div class="c xa8 y312 w7e h14"><div class="t m0 xa h3a y313 ff2 fs6 fc1 sc0 lsc ws0">1 901<span class="ls0"> </span></div></div><div class="c x90 y312 w6e h14"><div class="t m0 x15 h3a y313 ff2 fs6 fc1 sc0 lsc ws0">1 901<span class="ls0"> </span></div></div><div class="c xa9 y312 w56 h14"><div class="t m0 xa0 h3a y313 ff2 fs6 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y314 w79 h14"><div class="t m0 x12 h3a y313 ff2 fs6 fc1 sc0 ls0 ws0">TUP Property Sp. z o.o. </div></div><div class="c xa7 y314 w7d h14"><div class="t m0 xaa h3a y313 ff2 fs6 fc1 sc0 lsc ws0">369<span class="ls0"> </span></div></div><div class="c xa8 y314 w7e h14"><div class="t m0 x62 h3a y313 ff2 fs6 fc1 sc0 lsc ws0">369<span class="ls0"> </span></div></div><div class="c x90 y314 w6e h14"><div class="t m0 x13 h3a y313 ff2 fs6 fc1 sc0 lsc ws0">369<span class="ls0"> </span></div></div><div class="c xa9 y314 w56 h14"><div class="t m0 xa0 h3a y313 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y315 w79 h14"><div class="t m0 x12 h3a y313 ff3 fs6 fc1 sc0 ls0 ws0">Przystań Siewierz Sp. z o.o.<span class="ff2"> </span></div></div><div class="c xa7 y315 w7d h14"><div class="t m0 xaa h3a y313 ff2 fs6 fc1 sc0 lsc ws0">172<span class="ls0"> </span></div></div><div class="c xa8 y315 w7e h14"><div class="t m0 x62 h3a y313 ff2 fs6 fc1 sc0 lsc ws0">172<span class="ls0"> </span></div></div><div class="c x90 y315 w6e h14"><div class="t m0 x13 h3a y313 ff2 fs6 fc1 sc0 lsc ws0">172<span class="ls0"> </span></div></div><div class="c xa9 y315 w56 h14"><div class="t m0 xa0 h3a y313 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y316 w79 h14"><div class="t m0 x12 h1b y64 ff1 fs6 fc1 sc0 ls0 ws0">SUMA PLN </div></div><div class="c xa7 y316 w7a h14"><div class="t m0 x8b h1b y64 ff1 fs6 fc1 sc0 lsc ws0">2 442<span class="ls0"> </span></div></div><div class="c xa8 y316 w7f h14"><div class="t m0 xa h1b y64 ff1 fs6 fc1 sc0 lsc ws0">2 442<span class="ls0"> </span></div></div><div class="c x90 y316 w6e h14"><div class="t m0 x15 h1b y64 ff1 fs6 fc1 sc0 lsc ws0">2 442<span class="ls0"> </span></div></div><div class="c xa9 y316 w56 h14"><div class="t m0 xa0 h1b y64 ff1 fs6 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y317 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y318 ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="_ _c"></span><span class="ls10">SA</span> <span class="_ _c"></span><span class="ff3">zawarła <span class="_ _c"></span>z <span class="_ _c"></span>Inwestycjami<span class="_ _2"></span> <span class="_ _c"></span>z <span class="_ _c"></span>portfela <span class="_ _c"></span>umowy <span class="_ _c"></span><span class="ff2">oprocentowanych<span class="_ _2"></span> <span class="_ _c"></span><span class="ff3">pożyczek. <span class="_ _c"></span>Wraz <span class="_ _c"></span>z <span class="_ _c"></span>końcem <span class="_ _c"></span>roku </span></span></span></div><div class="t m0 x0 h6 y319 ff2 fs2 fc1 sc0 ls0 ws0">p<span class="ff3">ożyczki oprocent<span class="_ _2"></span>owane są stałą stopą<span class="ff2"> <span class="_ _2"></span><span class="ff3">oprocentowan<span class="_ _2"></span>ia korelującą ze sta<span class="_ _2"></span>wka bazową NBP <span class="_ _2"></span>w okresie. <span class="ff2"> </span></span></span></span></div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w0 h0" ><div class="pc pc18 w0 h0"><img class="bi x0 y1a w54 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">24</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">Głównym  pożyczkobiorcą  jest <span class="_ _e"> </span><span class="ff2">Miasteczko  Siewierz  Jeziorna <span class="_ _1f"> </span>Sp. <span class="_ _e"> </span>z  o.o. <span class="_ _1f"> </span></span>która <span class="_ _e"> </span>wykorzystuje<span class="_ _2"></span> <span class="_ _1f"> </span>śro<span class="_ _0"></span>dki<span class="_ _2"></span> </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">pieniężne na kontynuac<span class="_ _2"></span>ję projektu Si<span class="_ _2"></span>ewierz Jezi<span class="_ _2"></span>orna.<span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y193 ff2 fs2 fc1 sc0 ls23 ws0">W <span class="_ _16"> </span><span class="ls0">dniu <span class="_ _16"> </span>28<span class="_ _0"></span>.12.2023 <span class="_ _16"> </span><span class="ff3">r. <span class="_ _16"> </span>nastąpił</span><span class="ls11">a <span class="_ _16"> </span></span>rejestracja <span class="_ _16"> </span><span class="ff3">podwyższeni</span>a <span class="_ _16"> </span><span class="ff3">kapitału <span class="_ _16"> </span>zakładowego <span class="_ _16"> </span>Spółki <span class="_ _9"> </span>Miasteczko </span></span></div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">Siewierz  Jeziorna. <span class="_ _e"> </span>Udziały<span class="_ _2"></span> <span class="_ _e"> </span>zostały  o<span class="_ _0"></span>bjęte  przez <span class="_ _e"> </span>ALTA  <span class="ff2 ls10">SA<span class="ls0"> <span class="_ _e"> </span></span></span>jedynego <span class="_ _e"> </span>udziałowca  Spółki <span class="_ _e"> </span>Miasteczko<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">Siewierz <span class="_ _15"> </span>Jeziorna. <span class="_ _15"> </span>Nowo<span class="_ _2"></span> <span class="_ _15"> </span>objęte <span class="_ _15"> </span>udziały <span class="_ _15"> </span>zostały <span class="_ _15"> </span>pokryte <span class="_ _18"> </span>wkładem <span class="_ _15"> </span>niepieniężnym <span class="_ _15"> </span>w <span class="_ _15"> </span>postaci </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">wierzytelności <span class="_ _2"></span>o zwrot kapi<span class="_ _2"></span>tału pożyczek udz<span class="_ _2"></span>ielonych Spółce Mias<span class="_ _2"></span>teczko Siewierz<span class="_ _2"></span> Jeziorna przez <span class="ff2"> </span></div><div class="t m0 x0 h6 y1c2 ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="ls10">SA</span>  </div><div class="t m0 x0 h6 y1c3 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y1c4 ff1 fs2 fc1 sc0 ls0 ws0">5.11.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Należności</span></span> </div><div class="t m0 x0 h6 y1c5 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y31a w80 h44"><div class="t m0 x13 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Należności<span class="ff7"> </span></div></div><div class="c xab y31a w81 h44"><div class="t m0 xa3 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Okres bieżący 31<span class="_ _2"></span>.12.2023<span class="ff7"> </span></div></div><div class="c xac y31a w82 h44"><div class="t m0 x70 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Okres porównywa<span class="_ _2"></span>ny 31.12.2022<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x6 y31b w80 h51"><div class="t m0 x77 h58 y31c ff9 fs7 fc1 sc0 ls0 ws0">  </div></div><div class="c xab y31b w83 h51"><div class="t m0 x3d hd y2bd ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c x38 y31b w30 h51"><div class="t m0 x47 hd y2bd ff7 fs3 fc1 sc0 ls0 ws0">Odpisy </div><div class="t m0 x4d hd y2be ff7 fs3 fc1 sc0 ls0 ws0">aktualiz. </div></div><div class="c x98 y31b w84 h51"><div class="t m0 xe hd y2bd ff6 fs3 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x11 hd y2be ff7 fs3 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c xac y31b w85 h51"><div class="t m0 x5a hd y2bd ff6 fs3 fc1 sc0 ls0 ws0">Wartość<span class="ff7"> </span></div></div><div class="c xad y31b w86 h51"><div class="t m0 xae hd y2bd ff7 fs3 fc1 sc0 ls0 ws0">Odpisy </div><div class="t m0 x42 hd y2be ff7 fs3 fc1 sc0 ls0 ws0">aktualiz. </div></div><div class="c xaf y31b w87 h51"><div class="t m0 x58 hd y2bd ff6 fs3 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 xd hd y2be ff7 fs3 fc1 sc0 ls0 ws0">bilansowa </div></div><div class="c x6 y31d w80 h5d"><div class="t m0 x12 h11 y31e ff8 fs3 fc1 sc0 ls0 ws0">Należności z t<span class="_ _2"></span>ytułu dostaw i usług<span class="ff9"> </span></div></div><div class="c xab y31d w83 h5d"><div class="t m0 x3f h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">245 <span class="ls0"> </span></div></div><div class="c x38 y31d w30 h5d"><div class="t m0 x55 h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">71 <span class="ls0"> </span></div></div><div class="c x98 y31d w84 h5d"><div class="t m0 x65 h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">174 <span class="ls0"> </span></div></div><div class="c xac y31d w85 h5d"><div class="t m0 x51 h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">573 <span class="ls0"> </span></div></div><div class="c xad y31d w86 h5d"><div class="t m0 xb0 h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">71 <span class="ls0"> </span></div></div><div class="c xaf y31d w87 h5d"><div class="t m0 x1a h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">502 <span class="ls0"> </span></div></div><div class="c x6 y31f w80 h1f"><div class="t m0 x12 h11 y71 ff8 fs3 fc1 sc0 ls0 ws0">Należności z t<span class="_ _2"></span>yt. wynagrodzenia <span class="_ _2"></span>za </div><div class="t m0 x12 h11 y308 ff8 fs3 fc1 sc0 ls0 ws0">umorzenie ud<span class="_ _2"></span>ziałów w TUP Prope<span class="_ _2"></span>rty <span class="ff9"> </span></div></div><div class="c xab y31f w83 h1f"><div class="t m0 x32 h11 y71 ff9 fs3 fc1 sc0 ls0 ws0">7 300  </div></div><div class="c x38 y31f w30 h1f"><div class="t m0 x3f h6 y91 ff9 fs3 fc1 sc0 ls9 ws0">1 <span class="ff2 fs6 lsc">555<span class="fs2 ls0">  </span></span></div></div><div class="c x98 y31f w84 h1f"><div class="t m0 x1e h11 y71 ff9 fs3 fc1 sc0 ls0 ws0">5 745  </div></div><div class="c xac y31f w85 h1f"><div class="t m0 x50 h11 y71 ff9 fs3 fc1 sc0 ls0 ws0">7 300  </div></div><div class="c xad y31f w86 h1f"><div class="t m0 x68 h11 y71 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xaf y31f w87 h1f"><div class="t m0 x16 h11 y71 ff9 fs3 fc1 sc0 ls0 ws0">7 300  </div></div><div class="c x6 y320 w80 h5b"><div class="t m0 x12 h11 y30b ff8 fs3 fc1 sc0 ls0 ws0">Należności z t<span class="_ _2"></span>ytułu pozostały<span class="_ _2"></span>ch </div><div class="t m0 x12 h11 y2ca ff8 fs3 fc1 sc0 ls0 ws0">podatków, ceł i ube<span class="_ _2"></span>zpieczeń<span class="_ _2"></span> </div><div class="t m0 x12 h11 y2be ff8 fs3 fc1 sc0 ls0 ws0">społecznych<span class="ff9"> </span></div></div><div class="c xab y320 w83 h5b"><div class="t m0 xb1 h11 y30b ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x38 y320 w30 h5b"><div class="t m0 x54 h11 y30b ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x98 y320 w84 h5b"><div class="t m0 x93 h11 y30b ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xac y320 w85 h5b"><div class="t m0 x1c h11 y30b ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xad y320 w86 h5b"><div class="t m0 x68 h11 y30b ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xaf y320 w87 h5b"><div class="t m0 xb2 h11 y30b ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y321 w80 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Pozostałe należno<span class="_ _2"></span>ści<span class="ff9"> </span></div></div><div class="c xab y321 w83 h44"><div class="t m0 x3f h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">305 <span class="ls0"> </span></div></div><div class="c x38 y321 w30 h44"><div class="t m0 x55 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">54 <span class="ls0"> </span></div></div><div class="c x98 y321 w84 h44"><div class="t m0 x65 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">251 <span class="ls0"> </span></div></div><div class="c xac y321 w85 h44"><div class="t m0 x51 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">315 <span class="ls0"> </span></div></div><div class="c xad y321 w86 h44"><div class="t m0 xb0 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">54 <span class="ls0"> </span></div></div><div class="c xaf y321 w87 h44"><div class="t m0 x1a h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">261 <span class="ls0"> </span></div></div><div class="c x6 y322 w80 h45"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">RAZEM <span class="ff6">NALEŻNO<span class="_ _2"></span>ŚCI:<span class="ff7"> </span></span></div></div><div class="c xab y322 w83 h45"><div class="t m0 x32 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">7 850  </div></div><div class="c x38 y322 w30 h45"><div class="t m0 x3f h6 y276 ff7 fs3 fc1 sc0 ls0 ws0">1 680<span class="ff2 fs2">  </span></div></div><div class="c x98 y322 w84 h45"><div class="t m0 x1e hd y276 ff7 fs3 fc1 sc0 ls0 ws0">6 170  </div></div><div class="c xac y322 w85 h45"><div class="t m0 x50 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">8 188  </div></div><div class="c xad y322 w86 h45"><div class="t m0 xb3 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">125 <span class="ls0"> </span></div></div><div class="c xaf y322 w87 h45"><div class="t m0 x16 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">8 063  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y323 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y324 w6a h43"><div class="t m0 xb2 hd y325 ff6 fs3 fc1 sc0 ls0 ws0">Odpisy aktuali<span class="_ _2"></span>zujące należn<span class="_ _2"></span>ości<span class="ff7"> </span></div></div><div class="c x98 y326 w58 h44"><div class="t m0 x68 hd y327 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x99 y326 w59 h44"><div class="t m0 x68 hd y327 ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x98 y324 w58 h45"><div class="t m0 xae hd y327 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x99 y324 w59 h45"><div class="t m0 x6a hd y327 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.202<span class="_ _2"></span>2 </div></div><div class="c x6 y328 w6a h44"><div class="t m0 x12 h11 y327 ff8 fs3 fc1 sc0 ls0 ws0">Odpisy na począ<span class="_ _2"></span>tek okresu<span class="ff9"> </span></div></div><div class="c x98 y328 w58 h44"><div class="t m0 x80 h11 y327 ff9 fs3 fc1 sc0 ls9 ws0">125 <span class="ls0"> </span></div></div><div class="c x99 y328 w59 h44"><div class="t m0 x80 h11 y327 ff9 fs3 fc1 sc0 ls9 ws0">125 <span class="ls0"> </span></div></div><div class="c x6 y329 w6a h45"><div class="t m0 x12 h11 y327 ff9 fs3 fc1 sc0 ls0 ws0">Utworzenie<span class="_ _2"></span> </div></div><div class="c x98 y329 w58 h45"><div class="t m0 x87 h11 y327 ff9 fs3 fc1 sc0 ls0 ws0">1 555  </div></div><div class="c x99 y329 w59 h45"><div class="t m0 x76 h11 y327 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y32a w6a h44"><div class="t m0 x12 hd y327 ff7 fs3 fc1 sc0 ls0 ws0">ODPISY NA KON<span class="_ _2"></span>IEC OKRESU: </div></div><div class="c x98 y32a w58 h44"><div class="t m0 x87 hd y327 ff7 fs3 fc1 sc0 ls0 ws0">1 680  </div></div><div class="c x99 y32a w59 h44"><div class="t m0 x80 hd y327 ff7 fs3 fc1 sc0 ls9 ws0">125 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y32b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y32c ff3 fs2 fc1 sc0 ls0 ws0">Utworzony <span class="_ _f"></span>odpis <span class="_ _2"></span>aktualizu<span class="_ _2"></span>jący <span class="_ _2"></span>dotyczy<span class="_ _2"></span> <span class="_ _2"></span>wynagrodzenia<span class="_ _2"></span> <span class="_ _2"></span>przysługu<span class="_ _2"></span>jącego <span class="_ _f"></span>ALTA <span class="_ _2"></span>SA <span class="_ _f"></span>z <span class="_ _2"></span>lat <span class="_ _f"></span>ubiegłych <span class="_ _2"></span>z <span class="_ _f"></span>tytułu </div><div class="t m0 x0 h6 y32d ff3 fs2 fc1 sc0 ls0 ws0">umorzonych <span class="_ _d"> </span>udziałów <span class="_ _12"> </span>TUP <span class="_ _d"> </span>Property <span class="_ _12"> </span>SA. <span class="_ _12"> </span><span class="ff2"> <span class="_ _12"> </span></span>Odpis <span class="_ _12"> </span>został <span class="_ _d"> </span>skalkulowany <span class="_ _12"> </span>do <span class="_ _d"> </span>wartości <span class="_ _12"> </span>odzyskiwanej<span class="_ _2"></span> </div><div class="t m0 x0 h6 y32e ff3 fs2 fc1 sc0 ls0 ws0">należności w oparciu<span class="_ _2"></span> o posiadany mająte<span class="_ _2"></span>k Spółki, któr<span class="_ _2"></span>y stanowią nierucho<span class="_ _2"></span>mości Spółki TUP<span class="_ _2"></span> Property. <span class="ff2"> </span></div><div class="t m0 x0 h6 y32f ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y330 ff1 fs2 fc1 sc0 ls0 ws0">5.12.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Środki pieniężne <span class="_ _2"></span>i ekwiwal<span class="_ _2"></span>enty oraz rozliczenia <span class="_ _2"></span>międzyokre<span class="_ _2"></span>sowe<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y331 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y332 w88 h43"><div class="t m0 x81 hd y274 ff6 fs3 fc1 sc0 ls0 ws0">Środki pieniężne<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c xb4 y333 w59 h44"><div class="t m0 x68 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xb5 y333 w59 h44"><div class="t m0 x68 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xb4 y332 w59 h45"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xb5 y332 w59 h45"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y334 w88 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Środki pieniężne<span class="_ _2"></span> na rachun<span class="_ _2"></span>kach bankow<span class="_ _2"></span>ych<span class="ff9"> </span></div></div><div class="c xb4 y334 w59 h44"><div class="t m0 x80 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c xb5 y334 w59 h44"><div class="t m0 x80 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">112 <span class="ls0"> </span></div></div><div class="c x6 y335 w88 h45"><div class="t m0 x12 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">RAZEM ŚRODKI<span class="_ _2"></span> PIENIĘŻNE:<span class="ff7"> </span></div></div><div class="c xb4 y335 w59 h45"><div class="t m0 x80 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c xb5 y335 w59 h45"><div class="t m0 x80 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">112 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y336 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y337 ff1 fs2 fc1 sc0 ls0 ws0">5.13.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Informacje <span class="_ _16"> </span>na <span class="_ _16"> </span>temat <span class="_ _16"> </span>z<span class="_ _0"></span>mian<span class="_ _2"></span> <span class="_ _16"> </span>sytuacji <span class="_ _10"> </span>gospodarczej <span class="_ _9"> </span>i <span class="_ _16"> </span>w<span class="_ _0"></span>arunków <span class="_ _16"> </span>prowadzenia <span class="_ _9"> </span>działalności, </span></span></div><div class="t m0 x76 h5 y338 ffb fs2 fc1 sc0 ls0 ws0">które <span class="_ _15"> </span>mają <span class="_ _18"> </span>istotny <span class="_ _18"> </span>wpływ <span class="_ _15"> </span>na <span class="_ _18"> </span>w<span class="_ _0"></span>artoś<span class="_ _2"></span>ć <span class="_ _15"> </span>godziwą<span class="_ _2"></span> <span class="_ _15"> </span>aktywów <span class="_ _18"> </span>finansowych <span class="_ _18"> </span>i <span class="_ _15"> </span>zobowiązań </div><div class="t m0 x76 h5 yec ffb fs2 fc1 sc0 ls0 ws0">finansowych jednostki; Niezależnie <span class="_ _0"></span>od tego, <span class="_ _0"></span>czy <span class="_ _0"></span>te <span class="_ _0"></span>aktywa i <span class="_ _0"></span>zobowiązania<span class="_ _2"></span> <span class="_ _0"></span>są <span class="_ _0"></span>ujęte w <span class="_ _0"></span>wartości </div><div class="t m0 x76 h5 y339 ff1 fs2 fc1 sc0 ls0 ws0">godziwej czy w sko<span class="_ _2"></span>rygowanej cenie na<span class="_ _2"></span>bycia (kos<span class="_ _2"></span>zcie zamortyzo<span class="_ _2"></span>wanym).  </div><div class="t m0 x0 h6 y33a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y33b ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _c"></span>okresie <span class="_ _0"></span>2023 <span class="_ _c"></span><span class="ff3">r. <span class="_ _c"></span>sytuacja <span class="_ _0"></span>gospodarcza <span class="_ _c"></span>nie <span class="_ _c"></span>wpłynęł<span class="_ _2"></span>a <span class="_ _0"></span>isto<span class="_ _0"></span>tnie <span class="_ _c"></span>na <span class="_ _c"></span>pr<span class="_ _2"></span>owadzoną <span class="_ _c"></span>dzi<span class="_ _2"></span>ałalność <span class="_ _c"></span>operac<span class="_ _2"></span>yjną </span></div><div class="t m0 x0 h6 y33c ff2 fs2 fc1 sc0 ls0 ws0">ALTA. <span class="_ _2"></span><span class="ff3">Nie <span class="_ _f"></span>można <span class="_ _2"></span>wykluczyć, <span class="_ _f"></span>że <span class="_ _2"></span>sytuacja <span class="_ _f"></span>gospodarcza, <span class="_ _2"></span>a <span class="_ _f"></span>także s<span class="_ _2"></span>ytuacja <span class="_ _f"></span>wojny <span class="_ _2"></span>w <span class="_ _2"></span>Ukr<span class="_ _2"></span>ainie <span class="_ _f"></span>nie będą <span class="_ _f"></span>miały </span></div><div class="t m0 x0 h6 y33d ff3 fs2 fc1 sc0 ls0 ws0">w przyszłych okre<span class="_ _2"></span>sach wpływu na dz<span class="_ _2"></span>iałalność Spółek<span class="_ _2"></span> Inwestycji ALTA <span class="ff2 ls10">SA<span class="ls0">  </span></span></div><div class="t m0 x0 h6 y33e ff3 fs2 fc1 sc0 ls0 ws0">Wpływ <span class="_ _8"></span>może <span class="_ _8"></span>być<span class="ff2"> <span class="_ _8"></span>odniesiony <span class="_ _8"></span>w <span class="_ _9"></span>tempie</span>, <span class="_ _8"></span>możliwości <span class="_ _8"></span>i <span class="_ _8"></span>skłonności <span class="_ _8"></span>do <span class="_ _9"></span>zawier<span class="_ _2"></span>ania <span class="_ _8"></span>transakcji <span class="_ _8"></span>sprzedaży </div><div class="t m0 x0 h6 y33f ff3 fs2 fc1 sc0 ls0 ws0">gruntów, przygotowania do <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>gruntów, planowaniu i <span class="_ _0"></span>zarządzaniu procesami<span class="_ _0"></span><span class="ff2">. O<span class="_ _0"></span>becnie </span>wpływ </div><div class="t m0 x0 h6 y340 ff2 fs2 fc1 sc0 ls0 ws0">ten <span class="_ _8"></span><span class="ff3">jest <span class="_ _8"></span>trudny <span class="_ _8"></span>do <span class="_ _8"></span>oszacowania <span class="_ _8"></span>zarówno <span class="_ _a"></span>wartościowo <span class="_ _8"></span>jak <span class="_ _8"></span>też <span class="_ _8"></span>w <span class="_ _8"></span>oparciu <span class="_ _8"></span>o <span class="_ _8"></span>ramy <span class="_ _8"></span>czasowe <span class="_ _8"></span>okresów,<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y341 ff3 fs2 fc1 sc0 ls0 ws0">których może p<span class="_ _2"></span>otencjalnie <span class="_ _2"></span>dotyczyć. <span class="ff2"> </span></div><div class="t m0 x0 h6 y342 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w0 h0" ><div class="pc pc19 w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">25</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y2a ffb fs2 fc1 sc0 ls0 ws0">Sytuacja z<span class="_ _2"></span>wiązana z wojną <span class="_ _2"></span>na Ukrainie<span class="ff1"> </span></div><div class="t m0 x0 h5 y8d ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _0"></span>związku<span class="ff2"> <span class="_ _0"></span></span>z <span class="_ _0"></span>trw<span class="_ _0"></span>ającą <span class="_ _0"></span>wojną w <span class="_ _c"></span>Ukrainie, <span class="_ _0"></span>aktualne pozostają <span class="_ _c"></span>inf<span class="_ _2"></span>ormacje <span class="_ _0"></span>i <span class="_ _0"></span>stanowisko <span class="_ _0"></span>Zarządu <span class="_ _0"></span>opisane </div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">w poprzednich okr<span class="_ _2"></span>esach sprawozdaw<span class="_ _2"></span>czych jak również<span class="_ _2"></span> za 2022<span class="ff2"> <span class="ls2">r. </span> </span></div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">Sytuacja związana z w<span class="_ _2"></span>ojną w Ukrainie nie <span class="_ _2"></span>wpływa bez<span class="_ _2"></span>pośrednio na działalnoś<span class="_ _2"></span>ć Spółki i jej In<span class="_ _2"></span>westycji,<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">oraz  wart<span class="_ _2"></span>ość <span class="_ _10"> </span>jej  a<span class="_ _2"></span>ktywów. <span class="_ _16"> </span>Nie  występuje <span class="_ _16"> </span>ekspozycja <span class="_ _10"> </span>na  u<span class="_ _2"></span>sługi <span class="_ _10"> </span>i  mat<span class="_ _2"></span>eriały <span class="_ _10"> </span>pochodzące <span class="_ _10"> </span>z <span class="_ _10"> </span>rynków<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">wschodnich. <span class="_ _c"></span>Konflikt<span class="_ _2"></span> <span class="_ _c"></span>zbrojny <span class="_ _c"></span>rzutuje <span class="_ _c"></span>natomiast <span class="_ _0"></span>na <span class="_ _a"></span>zdarz<span class="_ _2"></span>enia <span class="_ _c"></span>międzynarodowe,<span class="_ _2"></span> <span class="_ _c"></span>co <span class="_ _c"></span>może <span class="_ _c"></span>wpływać <span class="_ _c"></span>na </div><div class="t m0 x0 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">nastroje <span class="_ _20"> </span>inwestorów <span class="_ _20"> </span>i <span class="_ _1d"> </span>skł<span class="_ _0"></span>onności <span class="_ _20"> </span>inwestycyjn<span class="_ _2"></span>e <span class="_ _20"> </span>kontrahentów <span class="_ _20"> </span>Spółki <span class="_ _20"> </span>jak <span class="_ _20"> </span>też <span class="_ _20"> </span>inwestorów </div><div class="t m0 x0 h6 y1c3 ff2 fs2 fc1 sc0 ls0 ws0">indywidualnych.    </div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _2"></span>nie <span class="_ _f"></span>współpracuje <span class="_ _f"></span>z kontrahenta<span class="_ _2"></span>mi <span class="_ _2"></span>rynk<span class="_ _2"></span>ów <span class="_ _f"></span>wsc<span class="_ _0"></span>hodnich. <span class="_ _f"></span>Jednocześnie <span class="_ _f"></span>Spółka <span class="_ _2"></span>monitoruje <span class="_ _f"></span>rozwój </div><div class="t m0 x0 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">konfliktu i możliw<span class="_ _2"></span>y wpływ na realiz<span class="_ _2"></span>ację celów biznes<span class="_ _2"></span>owych oraz przysz<span class="_ _2"></span>łe wyniki. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">Biorąc <span class="_ _0"></span>pod <span class="_ _c"></span>uwagę szeroką <span class="_ _c"></span>wiedzę <span class="_ _0"></span>w <span class="_ _c"></span>proje<span class="_ _2"></span>ktowaniu <span class="_ _0"></span>i <span class="_ _0"></span>urbanistyce, <span class="_ _0"></span>Spółka <span class="_ _0"></span>widziałaby <span class="_ _c"></span>swoje miejsce <span class="_ _c"></span>w </div><div class="t m0 x0 h6 y1c7 ff2 fs2 fc1 sc0 ls0 ws0">aktywnym uczestni<span class="_ _2"></span>ctwie odb<span class="_ _2"></span>udowy Ukrainy.  </div><div class="t m0 x0 h6 y1c8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y1c9 ff1 fs2 fc1 sc0 ls0 ws0">5.14.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Informacje o wspó<span class="_ _2"></span>lnych przedsię<span class="_ _2"></span>wzięciach<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y1ca ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1cb ff2 fs2 fc1 sc0 ls0 ws0">W <span class="ls1">20</span>2<span class="ls8">3 </span><span class="ff3">r. spółka nie przep<span class="_ _2"></span>rowadzała wsp<span class="_ _2"></span>ólnych przedsięwzięć <span class="_ _2"></span>w rozumieni<span class="_ _2"></span>u MSR 31<span class="ff2"> </span></span></div><div class="t m0 x7c h5 y343 ff1 fs2 fc1 sc0 ls0 ws0">5.15.<span class="ff7"> <span class="_ _1f"> </span></span>Instrumenty fina<span class="_ _2"></span>nsowe <span class="ffb">wyceniane w <span class="_ _2"></span>wartości god<span class="_ _2"></span>ziwej<span class="ff1"> </span></span></div><div class="t m0 x0 h5 y344 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y345 ffb fs2 fc1 sc0 ls0 ws0">Na <span class="_ _2"></span>dzień <span class="_ _f"></span>3<span class="ff1">1.<span class="ls1">12<span class="_ _0"></span></span>.2023 <span class="_ _f"></span><span class="ffb">r.<span class="_ _0"></span> <span class="_ _f"></span>Spółka <span class="_ _f"></span>posiada <span class="_ _2"></span>instrumenty <span class="_ _2"></span>fi<span class="_ _2"></span>nansowe <span class="_ _f"></span>wyceniane <span class="_ _2"></span>zgodnie <span class="_ _f"></span>z naj<span class="_ _2"></span>lepszą <span class="_ _f"></span>wiedzą </span></span></div><div class="t m0 x0 h5 y346 ffb fs2 fc1 sc0 ls0 ws0">zarządu, <span class="_ _0"></span>korzystając <span class="_ _0"></span>z <span class="_ _0"></span>dostępnych <span class="_ _0"></span>metod <span class="_ _0"></span>i <span class="_ _c"></span>technik <span class="_ _0"></span>wyceny <span class="_ _0"></span>w <span class="_ _c"></span>wartościa<span class="_ _2"></span>ch <span class="_ _0"></span>godziwych, <span class="_ _0"></span>które <span class="_ _c"></span>ujmuje<span class="_ _2"></span> </div><div class="t m0 x0 h5 y347 ff1 fs2 fc1 sc0 ls0 ws0">w swoim sprawozda<span class="_ _2"></span>niu fin<span class="_ _2"></span>ansowym.  </div><div class="t m0 x0 h6 y348 ff3 fs2 fc1 sc0 ls0 ws0">Instrumenty finans<span class="_ _2"></span>owe stanowią głównie ak<span class="_ _2"></span>cje i udziały Spó<span class="_ _2"></span>łek stanowiących <span class="ff2">In<span class="_ _2"></span>westycje ALTA <span class="ls10">SA<span class="_ _2"></span><span class="ls0"> </span></span></span></div><div class="t m0 x0 h6 y349 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>stosuje <span class="_ _a"></span>poniższe <span class="_ _a"></span>poziomy <span class="_ _a"></span>hierarchii <span class="_ _a"></span>wartości <span class="_ _a"></span>dla <span class="_ _a"></span>określana <span class="_ _a"></span>i <span class="_ _8"></span>wykazywan<span class="_ _2"></span>ia <span class="_ _a"></span>wartości <span class="_ _8"></span>godziwej<span class="_ _2"></span> </div><div class="t m0 x0 h6 y34a ff3 fs2 fc1 sc0 ls0 ws0">instrumentów finan<span class="_ _2"></span>sowych wg metody<span class="_ _2"></span> wyceny.<span class="ff2"> </span></div><div class="t m0 x0 h6 y34b ff3 fs2 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _2"></span>aktywa, k<span class="_ _2"></span>tórych <span class="_ _2"></span>wartość g<span class="_ _2"></span>odziwa jes<span class="_ _2"></span>t mierz<span class="_ _2"></span>ona lub <span class="_ _2"></span>ujawnian<span class="_ _2"></span>a w <span class="_ _2"></span>sprawozd<span class="_ _2"></span>aniu finan<span class="_ _2"></span>sowym </div><div class="t m0 x0 h6 y34c ff3 fs2 fc1 sc0 ls0 ws0">są <span class="_ _16"> </span>klasyfikowane <span class="_ _16"> </span>do <span class="_ _16"> </span>poziomów <span class="_ _10"> </span>hiera<span class="_ _2"></span>rchii <span class="_ _16"> </span>wartości <span class="_ _16"> </span>godziwej, <span class="_ _16"> </span>opisan<span class="ff2">ych <span class="_ _16"> </span></span>jak <span class="_ _16"> </span>poniżej, <span class="_ _16"> </span>na <span class="_ _16"> </span>po<span class="_ _0"></span>dstawie<span class="_ _2"></span> </div><div class="t m0 x0 h6 y34d ff3 fs2 fc1 sc0 ls0 ws0">danych <span class="_ _f"></span>wejściowych <span class="_ _2"></span>najniż<span class="_ _2"></span>szego <span class="_ _2"></span>pozio<span class="_ _2"></span>mu, <span class="_ _f"></span>który jest<span class="_ _2"></span> <span class="_ _2"></span>istotny <span class="_ _f"></span>dla <span class="_ _2"></span>wyceny <span class="_ _f"></span>wartości <span class="_ _f"></span>godziwej <span class="_ _2"></span>jako <span class="_ _f"></span>całości: <span class="ff2"> </span></div><div class="t m0 x0 h6 y34e fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _1a"> </span><span class="ff2">poziom 1 <span class="_ _0"></span><span class="ff3">—</span> <span class="_ _0"></span><span class="ff3">ceny <span class="_ _0"></span>notowane (nieskorygowane)<span class="_ _2"></span> z <span class="_ _0"></span>aktywnych <span class="_ _0"></span>rynków dla identycznych <span class="_ _0"></span>aktywów lub </span></span></span></div><div class="t m0 x3b h6 y34f ff3 fs2 fc1 sc0 ls0 ws0">zobowiązań; <span class="ff2"> </span></div><div class="t m0 x0 h6 y54 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _1a"> </span><span class="ff2">poziom 2 <span class="_ _0"></span><span class="ff3">—</span> <span class="_ _0"></span><span class="ff3">dane wejściowe <span class="_ _0"></span>inne niż ceny <span class="_ _0"></span>notowane ujęte <span class="_ _0"></span>na <span class="_ _0"></span>poziomie 1, które są <span class="_ _0"></span>obserwowalne </span></span></span></div><div class="t m0 x3b h6 y350 ff3 fs2 fc1 sc0 ls0 ws0">dla aktywów i zobo<span class="_ _2"></span>wiązań w sposób b<span class="_ _2"></span>ezpośredni (jak<span class="_ _2"></span>o ceny) lub pośredni<span class="_ _2"></span>o (bazujące na c<span class="_ _2"></span>enach); <span class="ff2"> </span></div><div class="t m0 x0 h6 y351 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _1a"> </span><span class="ff2">poziom <span class="_ _13"> </span>3 <span class="_ _13"> </span><span class="ff3">—</span> <span class="_ _13"> </span><span class="ff3">dane <span class="_ _12"> </span>we<span class="_ _0"></span>jściowe <span class="_ _13"> </span>dla <span class="_ _13"> </span>aktyw<span class="_ _2"></span>ów <span class="_ _13"> </span>i <span class="_ _13"> </span>zobowiązań<span class="_ _2"></span> <span class="_ _13"> </span>nie <span class="_ _13"> </span>są <span class="_ _13"> </span>oparte <span class="_ _13"> </span>na <span class="_ _12"> </span>m<span class="_ _0"></span>ożliwych <span class="_ _13"> </span>d<span class="_ _2"></span>o </span></span></span></div><div class="t m0 x3b h6 y352 ff3 fs2 fc1 sc0 ls0 ws0">zaobserwowania dan<span class="_ _2"></span>ych rynkowych (dane<span class="_ _2"></span> wejściow<span class="_ _2"></span>e nieobserwowalne). <span class="ff2"> </span></div><div class="t m0 x0 h6 y353 ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _10"> </span>przypadku <span class="_ _16"> </span>aktywów, <span class="_ _10"> </span>które <span class="_ _16"> </span>są  r<span class="_ _2"></span>ozpoznawane <span class="_ _16"> </span>w <span class="_ _10"> </span>sprawozdaniu<span class="_ _2"></span> <span class="_ _10"> </span>finansowy<span class="_ _2"></span>m  w <span class="_ _16"> </span>sposób <span class="_ _10"> </span>cykliczny<span class="_ _2"></span> </div><div class="t m0 x0 h6 y354 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>określa, <span class="_ _c"></span>czy <span class="_ _a"></span>miały <span class="_ _a"></span>miejsce <span class="_ _a"></span>przejścia <span class="_ _c"></span>pomiędzy <span class="_ _a"></span>poziomami <span class="_ _c"></span>hierarchii <span class="_ _a"></span>poprzez <span class="_ _c"></span>ponowną <span class="_ _a"></span>ocenę </div><div class="t m0 x0 h6 y355 ff3 fs2 fc1 sc0 ls0 ws0">klasyfikacji  (na  pos<span class="_ _2"></span>tawie  najniż<span class="_ _2"></span>szego  poziomu  dany<span class="_ _2"></span>ch  wejściowych  ist<span class="_ _2"></span>otnych  dla  ogólnej  wycen<span class="_ _2"></span>y </div><div class="t m0 x0 h6 y356 ff3 fs2 fc1 sc0 ls0 ws0">wartości godziwej)<span class="_ _2"></span> na koniec każdeg<span class="_ _2"></span>o okresu spraw<span class="_ _2"></span>ozdawczego.<span class="ff2"> </span></div><div class="t m0 x0 h6 y357 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y358 ff3 fs2 fc1 sc0 ls0 ws0">Nie <span class="_ _1c"> </span>miały <span class="_ _13"> </span>miejsca <span class="_ _1c"> </span>przejścia <span class="_ _13"> </span>pomiędzy <span class="_ _1c"> </span>pozioma<span class="_ _2"></span>mi <span class="_ _13"> </span>hierarchii <span class="_ _1c"> </span>w <span class="_ _1c"> </span>okresie <span class="_ _13"> </span>sprawozdawczym <span class="_ _13"> </span>i <span class="_ _1c"> </span>od </div><div class="t m0 x0 h6 y359 ff3 fs2 fc1 sc0 ls0 ws0">przekazania ostatnieg<span class="_ _2"></span>o raportu <span class="_ _2"></span>okresowego Spółki. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w1d h2e" ><div class="pc pc1a w1d h2e"><img class="bi x0 y1a w39 h2f" alt="" 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class="c x1 y1 w1f h2e"><div class="t m0 x0 h8 yf6 ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okres <span class="_ _2"></span>od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 yf7 ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="ff2"> </span></div><div class="t m0 xb7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">26</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 yf8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yf9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3f y35a ff11 fs2 fc1 sc0 ls0 ws0">Instrumenty fin<span class="_ _2"></span>ansowe wg kate<span class="_ _2"></span>gorii <span class="ff10">–</span> w ALTA <span class="ls24">SA</span> <span class="ff10">stanowią akcje <span class="_ _2"></span>i udziały spółe<span class="_ _2"></span>k <span class="ff11">-inwestycji </span></span></div><div class="t m0 x0 h6 y35b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y35c ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y35d w89 h44"><div class="t m0 x19 h30 y44 ff6 fs8 fc1 sc0 ls0 ws0">Udziały<span class="ff7"> </span></div></div><div class="c xb8 y35d w8a h44"><div class="t m0 xb9 h30 y44 ff6 fs8 fc1 sc0 ls0 ws0">Okres bie<span class="_ _2"></span>żący 31.12.<span class="_ _2"></span>2023<span class="ff7"> </span></div></div><div class="c xba y35d w8b h44"><div class="t m0 x84 h30 y44 ff6 fs8 fc1 sc0 ls0 ws0">Okres po<span class="_ _2"></span>równywany <span class="_ _2"></span>31.12.2022<span class="ff7"> </span></div></div><div class="c x6 y73 w89 h5e"><div class="t m0 x16 h30 y35e ff7 fs8 fc1 sc0 ls0 ws0">Nazwa je<span class="_ _2"></span>dnostki </div></div><div class="c xb8 y73 w4a h5e"><div class="t m0 x61 h30 y35e ff7 fs8 fc1 sc0 ls0 ws0">Cena na<span class="_ _2"></span>bycia </div><div class="t m0 x41 h30 y35f ff6 fs8 fc1 sc0 ls0 ws0">udziałów<span class="ff7"> </span></div></div><div class="c xbb y73 w8c h5e"><div class="t m0 x72 h30 y35e ff6 fs8 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x70 h30 y35f ff7 fs8 fc1 sc0 ls0 ws0">przeszac<span class="_ _2"></span>owana </div><div class="t m0 x61 h30 y360 ff6 fs8 fc1 sc0 ls0 ws0">udziałów<span class="_ _2"></span> na początek<span class="_ _2"></span> </div><div class="t m0 x4f h30 y361 ff7 fs8 fc1 sc0 ls0 ws0">okresu </div></div><div class="c xbc y73 w7c h5e"><div class="t m0 x63 h30 y35e ff7 fs8 fc1 sc0 ls0 ws0">Zmiany </div><div class="t m0 xae h30 y35f ff7 fs8 fc1 sc0 ls0 ws0">przeszac<span class="_ _2"></span>owania </div><div class="t m0 x45 h30 y360 ff7 fs8 fc1 sc0 ls0 ws0">w okresie<span class="_ _2"></span> </div></div><div class="c xbd y73 w8d h5e"><div class="t m0 x3d h30 y35e ff6 fs8 fc1 sc0 ls0 ws0">Wartość <span class="_ _2"></span>udziałów <span class="_ _2"></span>po </div><div class="t m0 x6a h30 y35f ff7 fs8 fc1 sc0 ls0 ws0">przeszac<span class="_ _2"></span>owaniu na </div><div class="t m0 x58 h30 y360 ff7 fs8 fc1 sc0 ls0 ws0">koniec okr<span class="_ _2"></span>esu </div></div><div class="c xba y73 w8e h5e"><div class="t m0 x44 h30 y35e ff7 fs8 fc1 sc0 ls0 ws0">Cena na<span class="_ _2"></span>bycia </div><div class="t m0 x2b h30 y35f ff6 fs8 fc1 sc0 ls0 ws0">udziałów<span class="ff7"> </span></div></div><div class="c xbe y73 w8f h5e"><div class="t m0 xb3 h30 y35e ff6 fs8 fc1 sc0 ls0 ws0">Wartość </div><div class="t m0 x11 h30 y35f ff7 fs8 fc1 sc0 ls0 ws0">przeszac<span class="_ _2"></span>owana </div><div class="t m0 x45 h30 y360 ff6 fs8 fc1 sc0 ls0 ws0">udziałów<span class="_ _2"></span> na </div><div class="t m0 x4a h30 y361 ff6 fs8 fc1 sc0 ls0 ws0">początek <span class="_ _2"></span>okresu<span class="ff7"> </span></div></div><div class="c xbf y73 w90 h5e"><div class="t m0 x63 h30 y35e ff7 fs8 fc1 sc0 ls0 ws0">Zmiany </div><div class="t m0 xae h30 y35f ff7 fs8 fc1 sc0 ls0 ws0">przeszac<span class="_ _2"></span>owania </div><div class="t m0 x32 h30 y360 ff7 fs8 fc1 sc0 ls0 ws0">w okresie<span class="_ _2"></span> </div></div><div class="c xc0 y73 w91 h5e"><div class="t m0 xae h30 y35e ff6 fs8 fc1 sc0 ls0 ws0">Wartość <span class="_ _2"></span>udziałów </div><div class="t m0 x61 h30 y35f ff7 fs8 fc1 sc0 ls0 ws0">po przes<span class="_ _2"></span>zacowaniu<span class="_ _2"></span> </div><div class="t m0 x6a h30 y360 ff7 fs8 fc1 sc0 ls0 ws0">na koniec <span class="_ _2"></span>okresu </div></div><div class="c x6 y362 w89 h5f"><div class="t m0 x12 h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">Miasteczko<span class="_ _2"></span> Siewierz Je<span class="_ _2"></span>ziorna Sp<span class="_ _2"></span>. z o.o. </div></div><div class="c xb8 y362 w4a h5f"><div class="t m0 x4f h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">76 252  </div></div><div class="c xbb y362 w8c h5f"><div class="t m0 xa h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">108 695 <span class="_ _2"></span> </div></div><div class="c xbc y362 w7c h5f"><div class="t m0 x65 h60 y363 ff9 fs8 fc1 sc0 lse ws0">11 <span class="ff2 ls0">301  </span></div></div><div class="c xbd y362 w8d h5f"><div class="t m0 xa h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">196 248 <span class="_ _2"></span> </div></div><div class="c xba y362 w8e h5f"><div class="t m0 x55 h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">54 826  </div></div><div class="c xbe y362 w8f h5f"><div class="t m0 x17 h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">101 679 <span class="_ _2"></span> </div></div><div class="c xbf y362 w90 h5f"><div class="t m0 x1a h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">7 015  </div></div><div class="c xc0 y362 w91 h5f"><div class="t m0 xc1 h34 y363 ff9 fs8 fc1 sc0 ls0 ws0">163 520  </div></div><div class="c x6 y364 w89 h14"><div class="t m0 x12 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">TUP Proper<span class="_ _2"></span>ty Sp. z o.o<span class="_ _2"></span>. </div></div><div class="c xb8 y364 w4a h14"><div class="t m0 x56 h34 yfe ff9 fs8 fc1 sc0 lse ws0">882 <span class="ls0"> </span></div></div><div class="c xbb y364 w8c h14"><div class="t m0 x8b h34 yfe ff9 fs8 fc1 sc0 lse ws0">214 <span class="ls0"> </span></div></div><div class="c xbc y364 w7c h14"><div class="t m0 x54 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">(1 096) </div></div><div class="c xbd y364 w8d h14"><div class="t m0 xc2 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y364 w8e h14"><div class="t m0 xc1 h34 yfe ff9 fs8 fc1 sc0 lse ws0">882 <span class="ls0"> </span></div></div><div class="c xbe y364 w8f h14"><div class="t m0 x93 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">1 332  </div></div><div class="c xbf y364 w90 h14"><div class="t m0 x54 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">(1 118) </div></div><div class="c xc0 y364 w91 h14"><div class="t m0 x67 h34 yfe ff9 fs8 fc1 sc0 ls0 ws0">1 096  </div></div><div class="c x6 y365 w89 h1f"><div class="t m0 x12 h34 y366 ff8 fs8 fc1 sc0 ls0 ws0">Przystań Sie<span class="_ _2"></span>wierz Sp.<span class="_ _2"></span> z o.o.<span class="ff9"> </span></div></div><div class="c xb8 y365 w4a h1f"><div class="t m0 x68 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">2 880  </div></div><div class="c xbb y365 w8c h1f"><div class="t m0 x19 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">(2 880) </div></div><div class="c xbc y365 w7c h1f"><div class="t m0 xa0 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xbd y365 w8d h1f"><div class="t m0 xc2 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y365 w8e h1f"><div class="t m0 x16 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">2 880  </div></div><div class="c xbe y365 w8f h1f"><div class="t m0 x53 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">(2 880) </div></div><div class="c xbf y365 w90 h1f"><div class="t m0 xa0 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y365 w91 h1f"><div class="t m0 x6 h34 y366 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y367 w89 h14"><div class="t m0 x12 h6 y3b ff9 fs8 fc1 sc0 ls0 ws0">Polkombi S<span class="_ _2"></span>.<span class="ff2 fs2 ls25">A.<span class="ls0"> </span></span></div></div><div class="c xb8 y367 w4a h14"><div class="t m0 x1a h34 y10b ff9 fs8 fc1 sc0 lse ws0">2 <span class="ls0"> </span></div></div><div class="c xbb y367 w8c h14"><div class="t m0 x77 h34 y10b ff9 fs8 fc1 sc0 lsf ws0">(2)<span class="ls0"> </span></div></div><div class="c xbc y367 w7c h14"><div class="t m0 xa0 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xbd y367 w8d h14"><div class="t m0 xc2 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xba y367 w8e h14"><div class="t m0 x93 h34 y10b ff9 fs8 fc1 sc0 lse ws0">2 <span class="ls0"> </span></div></div><div class="c xbe y367 w8f h14"><div class="t m0 x66 h34 y10b ff9 fs8 fc1 sc0 lsf ws0">(2)<span class="ls0"> </span></div></div><div class="c xbf y367 w90 h14"><div class="t m0 xa0 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xc0 y367 w91 h14"><div class="t m0 x6 h34 y10b ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y368 w89 h14"><div class="t m0 x12 h30 yfe ff6 fs8 fc1 sc0 ls0 ws0">Razem war<span class="_ _2"></span>tość<span class="ff7"> </span></div></div><div class="c xb8 y368 w4a h14"><div class="t m0 x4f h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">80 016  </div></div><div class="c xbb y368 w8c h14"><div class="t m0 xa h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">106 027 <span class="_ _2"></span> </div></div><div class="c xbc y368 w7c h14"><div class="t m0 x18 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">10 205  </div></div><div class="c xbd y368 w8d h14"><div class="t m0 xa h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">196 248 <span class="_ _2"></span> </div></div><div class="c xba y368 w8e h14"><div class="t m0 x55 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">58 590  </div></div><div class="c xbe y368 w8f h14"><div class="t m0 xc1 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">100 129 <span class="_ _2"></span> </div></div><div class="c xbf y368 w90 h14"><div class="t m0 x1a h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">5 897  </div></div><div class="c xc0 y368 w91 h14"><div class="t m0 xc1 h30 yfe ff7 fs8 fc1 sc0 ls0 ws0">164 616  </div></div><div class="c x1 y1 w1f h2e"><div class="t m0 x0 h6 y369 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y36a ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y36b w6a h61"><div class="t m0 x5a hd y36c ff6 fs3 fc1 sc0 ls0 ws0">Wynik ze zbycia<span class="_ _2"></span> i przeszaco<span class="_ _2"></span>wania aktywów f<span class="_ _2"></span>inansowyc<span class="_ _2"></span>h do </div><div class="t m0 x96 hd y36d ff6 fs3 fc1 sc0 ls0 ws0">wartości godziwyc<span class="_ _2"></span>h<span class="ff7"> </span></div></div><div class="c x98 y36e w58 h62"><div class="t m0 x68 hd y7e ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x99 y36e w59 h62"><div class="t m0 x68 hd y7e ff7 fs3 fc1 sc0 ls0 ws0">Za okres </div></div><div class="c x98 y36b w58 h44"><div class="t m0 xae hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2023 - 31.12<span class="_ _2"></span>.2023 </div></div><div class="c x99 y36b w59 h44"><div class="t m0 x6a hd y276 ff7 fs3 fc1 sc0 ls0 ws0">01.01.2022- 31.12.202<span class="_ _2"></span>2 </div></div><div class="c x6 y36f w6a h4d"><div class="t m0 x12 hd y7e ff6 fs3 fc1 sc0 ls0 ws0">Wynik na zbyciu<span class="_ _2"></span> instrumentów<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x98 y36f w58 h4d"><div class="t m0 x76 hd y7e ff7 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x99 y36f w59 h4d"><div class="t m0 x76 h11 y7e ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y370 w6a h45"><div class="t m0 x12 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Wynik z przes<span class="_ _2"></span>zacowania instru<span class="_ _2"></span>mentów<span class="ff7"> </span></div></div><div class="c x98 y370 w58 h45"><div class="t m0 xc3 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">10 205  </div></div><div class="c x99 y370 w59 h45"><div class="t m0 x87 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">5 897  </div></div><div class="c x6 y371 w6a h45"><div class="t m0 x12 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">Miasteczko Siewier<span class="_ _2"></span>z Jeziorna <span class="_ _2"></span> Sp. z o.o. </div></div><div class="c x98 y371 w58 h45"><div class="t m0 xc3 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">11 301  </div></div><div class="c x99 y371 w59 h45"><div class="t m0 x87 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">7 015  </div></div><div class="c x6 y372 w6a h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">TUP Property Sp<span class="_ _2"></span>. z o.o. </div></div><div class="c x98 y372 w58 h45"><div class="t m0 x82 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">(1 096) </div></div><div class="c x99 y372 w59 h45"><div class="t m0 x82 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">(1 118) </div></div><div class="c x6 y373 w6a h45"><div class="t m0 x12 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">RAZEM WYNIK </div></div><div class="c x98 y373 w58 h45"><div class="t m0 xc3 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">10 205  </div></div><div class="c x99 y373 w59 h45"><div class="t m0 x87 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">5 897  </div></div><div class="c x1 y1 w1f h2e"><div class="t m0 x0 h6 y374 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y375 ff3 fs2 fc1 sc0 ls0 ws0">Określenie hierar<span class="_ _2"></span>chii<span class="ff2"> </span>wartości godziw<span class="_ _2"></span>ej<span class="ff2"> </span>dla Spółek <span class="ff2">- In<span class="_ _2"></span>westycji </span></div><div class="t m0 x0 h6 y376 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _1a"> </span><span class="ff2">poziom <span class="_ _d"> </span>3 <span class="_ _d"> </span><span class="ff3">—</span> <span class="_ _d"> </span><span class="ff3">dane <span class="_ _e"> </span>wejściowe <span class="_ _d"> </span>dla <span class="_ _d"> </span>aktywów <span class="_ _d"> </span>i <span class="_ _e"> </span>zobowiązań <span class="_ _d"> </span>nie <span class="_ _d"> </span>są <span class="_ _e"> </span>o<span class="_ _0"></span>parte <span class="_ _e"> </span>na <span class="_ _d"> </span>możliwych <span class="_ _e"> </span>do <span class="_ _d"> </span>zaobserwowania <span class="_ _d"> </span>danych <span class="_ _e"> </span>rynkowych <span class="_ _d"> </span>(dane <span class="_ _e"> </span>wejściowe </span></span></span></div><div class="t m0 x3b h6 y377 ff2 fs2 fc1 sc0 ls0 ws0">nieobserwowalne). <span class="_ _2"></span> </div><div class="t m0 x0 h6 y378 ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _16"> </span>przypadku <span class="_ _9"> </span>aktywów, <span class="_ _9"> </span>które <span class="_ _16"> </span>są <span class="_ _16"> </span>rozpoznawane <span class="_ _9"> </span>w <span class="_ _16"> </span>sprawozdaniu <span class="_ _9"> </span>finansowym <span class="_ _9"> </span>w <span class="_ _16"> </span>sposób <span class="_ _9"> </span>cy<span class="_ _0"></span>kliczny <span class="_ _9"> </span>Spółka <span class="_ _9"> </span>o<span class="_ _0"></span>kreśla, <span class="_ _9"> </span>czy <span class="_ _9"> </span>m<span class="_ _0"></span>iały <span class="_ _9"> </span>miejsce <span class="_ _16"> </span>prz<span class="_ _0"></span>ejścia <span class="_ _16"> </span>pomiędzy </div><div class="t m0 x0 h6 yc7 ff3 fs2 fc1 sc0 ls0 ws0">poziomami <span class="_ _8"></span>hierarchii <span class="_ _8"></span>poprz<span class="_ _2"></span>ez <span class="_ _8"></span>po<span class="_ _0"></span>nowną <span class="_ _8"></span>ocenę <span class="_ _8"></span>klasyfikacji <span class="_ _a"></span>(na <span class="_ _9"> </span>postawie<span class="_ _2"></span> <span class="_ _8"></span>najniższego <span class="_ _9"></span>pozio<span class="_ _2"></span>mu <span class="_ _8"></span>danych <span class="_ _8"></span>wejściowych <span class="_ _8"></span>istotny<span class="_ _0"></span>ch <span class="_ _9"></span>dla<span class="_ _2"></span> <span class="_ _8"></span>o<span class="_ _0"></span>gólnej <span class="_ _8"></span>wyceny <span class="_ _a"></span>wartości </div><div class="t m0 x0 h6 y379 ff3 fs2 fc1 sc0 ls0 ws0">godziwej) na k<span class="_ _2"></span>oniec każdego <span class="_ _2"></span>okresu sprawozdawczeg<span class="_ _2"></span>o.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w0 h0" ><div class="pc pc1b w0 h0"><img class="bi x0 y1a w54 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">27</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y37a w92 h44"><div class="t m0 x1f h63 y7f ff7 fs7 fc1 sc0 ls0 ws0">Aktywa - <span class="ff6">poziomy hie<span class="_ _0"></span>rarchii wartości<span class="_ _0"></span> godziwej na d<span class="_ _0"></span>zień 31.12.2023<span class="_ _c"></span></span> </div></div><div class="c x6 y37b w93 h45"><div class="t m0 x12 h1b y2fc ff1 fs6 fc1 sc0 ls0 ws0">Aktywa finansowe </div></div><div class="c xc4 y37b w94 h45"><div class="t m0 x4a h1b y2fc ff1 fs6 fc1 sc0 ls0 ws0">Poziom 1 </div></div><div class="c x9 y37b w30 h45"><div class="t m0 x44 h1b y2fc ff1 fs6 fc1 sc0 ls0 ws0">Poziom 2 </div></div><div class="c x7e y37b w8e h45"><div class="t m0 x70 h1b y2fc ff1 fs6 fc1 sc0 ls0 ws0">Poziom 3 </div></div><div class="c xc5 y37b w95 h45"><div class="t m0 x4f h1b y2fc ff1 fs6 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6 y37c w93 h64"><div class="t m0 x12 h3a y37d ff3 fs6 fc1 sc0 ls0 ws0">Należności z tytułu dostaw i usług oraz </div><div class="t m0 x12 h3a y313 ff3 fs6 fc1 sc0 ls0 ws0">pozostałe należności (netto)<span class="ff2"> </span></div></div><div class="c xc4 y37c w94 h64"><div class="t m0 x17 h3a y37d ff2 fs6 fc1 sc0 ls0 ws0">- </div></div><div class="c x9 y37c w30 h64"><div class="t m0 x54 h3a y37d ff2 fs6 fc1 sc0 ls0 ws0">- </div></div><div class="c x7e y37c w8e h64"><div class="t m0 x56 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">6 170  </div></div><div class="c xc5 y37c w95 h64"><div class="t m0 xc6 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">6 170  </div></div><div class="c x6 y37f w93 h44"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c xc4 y37f w94 h44"><div class="t m0 x55 h3a y39 ff2 fs6 fc1 sc0 lsc ws0">209<span class="ls0"> </span></div></div><div class="c x9 y37f w30 h44"><div class="t m0 x54 h3a y39 ff2 fs6 fc1 sc0 ls0 ws0">- </div></div><div class="c x7e y37f w8e h44"><div class="t m0 x19 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xc5 y37f w95 h44"><div class="t m0 x8b h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c x6 y380 w93 h65"><div class="t m0 x12 h3a y37d ff2 fs6 fc1 sc0 ls0 ws0">Aktywa finansowe wyceniane w </div><div class="t m0 x12 h3a y313 ff3 fs6 fc1 sc0 ls0 ws0">wartości godziwej przez wynik<span class="ff2"> </span></div></div><div class="c xc4 y380 w94 h65"><div class="t m0 x17 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x9 y380 w30 h65"><div class="t m0 x54 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7e y380 w8e h65"><div class="t m0 xb6 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c xc5 y380 w95 h65"><div class="t m0 x2c h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c x6 y381 w93 h45"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">RAZEM </div></div><div class="c xc4 y381 w94 h45"><div class="t m0 x55 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c x9 y381 w30 h45"><div class="t m0 x54 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x7e y381 w8e h45"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">202 418  </div></div><div class="c xc5 y381 w95 h45"><div class="t m0 x2c hd y276 ff7 fs3 fc1 sc0 ls0 ws0">202 627  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y382 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3f y383 ff10 fs2 fc1 sc0 ls0 ws0">Wynik Spółki i <span class="_ _2"></span>przeszacowan<span class="_ _2"></span>ie wartości ud<span class="_ _2"></span>ziałów Spółek stanowiących <span class="ff11">in<span class="_ _2"></span>westycje ALTA <span class="ls24">SA</span> </span></div><div class="t m0 x0 h5 y384 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y385 ff3 fs2 fc1 sc0 ls0 ws0">Główny <span class="_ _c"></span>wpływ <span class="_ _c"></span>na <span class="_ _0"></span>wynik <span class="_ _c"></span>finansowy <span class="_ _c"></span>Spółki <span class="_ _0"></span>m<span class="_ _0"></span>a <span class="_ _c"></span>przeszacowan<span class="_ _2"></span>ie <span class="_ _c"></span>do <span class="_ _c"></span>wartości <span class="_ _c"></span>godz<span class="_ _2"></span>iwej <span class="_ _c"></span>udziałów <span class="_ _c"></span>spółek<span class="_ _2"></span> </div><div class="t m0 x0 h6 y386 ff3 fs2 fc1 sc0 ls0 ws0">stanowiących inwes<span class="_ _2"></span>tycje ALTA <span class="ff2 ls10">SA<span class="ls0"> </span></span></div><div class="t m0 x0 h6 y9e ff2 fs2 fc1 sc0 ls0 ws0">U<span class="ff3">działy wycenian<span class="_ _2"></span>e są do wartości<span class="_ _2"></span> godziwej met<span class="_ _2"></span>odą skorygowan<span class="_ _2"></span>ych aktywów ne<span class="_ _2"></span>tto.<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1ca ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y1cb fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Miasteczko Siewi<span class="_ _2"></span>erz Jeziorn<span class="_ _2"></span>a Sp. z o.o.<span class="ff3">–</span> <span class="ff3">wycena do w<span class="_ _2"></span>artości godziw<span class="_ _2"></span>ej<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h5 y1cc ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y387 ff3 fs2 fc1 sc0 ls0 ws0">Zarząd <span class="_ _c"></span>Spółki <span class="_ _c"></span>oszacował <span class="_ _0"></span>wartość <span class="_ _c"></span>udziałów <span class="_ _c"></span>Miasteczk<span class="_ _2"></span>o <span class="_ _c"></span>Siewierz <span class="_ _c"></span>Jeziorna <span class="_ _0"></span>Sp. <span class="_ _c"></span>z <span class="_ _c"></span>o.o. <span class="_ _a"></span>na <span class="_ _c"></span>kwotę <span class="_ _c"></span><span class="ff2">196 <span class="_ _c"></span>247 </span></div><div class="t m0 x0 h6 y388 ff3 fs2 fc1 sc0 ls0 ws0">tys. <span class="_ _c"></span>zł. <span class="_ _c"></span>metodą <span class="_ _c"></span>skorygowa<span class="_ _2"></span>nych <span class="_ _c"></span>aktywów <span class="_ _c"></span>netto <span class="_ _c"></span>na <span class="_ _c"></span>dzień <span class="_ _0"></span>3<span class="_ _0"></span><span class="ff2">1.<span class="ls1">12</span>.2023 <span class="_ _c"></span></span>r. <span class="_ _a"></span>tj. <span class="_ _c"></span>stosują<span class="_ _2"></span>c <span class="_ _c"></span>taką <span class="_ _c"></span>samą <span class="_ _c"></span>metodą </div><div class="t m0 x0 h6 y389 ff2 fs2 fc1 sc0 ls0 ws0">wyceny jak na 31.<span class="_ _2"></span>12.2022 r.  </div><div class="t m0 x0 h6 y38a ff3 fs2 fc1 sc0 ls0 ws0">Główne czynniki k<span class="_ _2"></span>orygujące aktywa<span class="_ _2"></span> stanowiły: <span class="ff2"> </span></div><div class="t m0 x0 h6 y38b ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">wartość nierucho<span class="_ _2"></span>mości podana w wart<span class="_ _2"></span>ości wycen<span class="_ _2"></span>y przyjętej przez Zarz<span class="_ _2"></span>ąd <span class="ff2 ls1">213<span class="ls0"> </span></span>000 tys. zł<span class="ff2">  </span></span></div><div class="t m0 x0 h6 y4c ff2 fs2 fc1 sc0 ls0 ws0">- oraz oszacowana <span class="_ _2"></span>kwota rezerw<span class="_ _2"></span>y podatku odrocz<span class="_ _2"></span>onego <span class="ls1">12</span> <span class="ff3">970 tys. zł</span><span class="ls26">  </span> </div><div class="t m0 x0 h6 y38c ff3 fs2 fc1 sc0 ls0 ws0">(w wycenie pomnie<span class="_ _2"></span>jsza wartość inwes<span class="_ _2"></span>tycji jako cz<span class="_ _2"></span>ynnik korygujący) <span class="ff2"> </span></div><div class="t m0 x0 h6 y1d4 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1d5 ff3 fs2 fc1 sc0 ls0 ws0">Nieruchomość<span class="ff2"> </span>Spó<span class="_ _2"></span>łki został<span class="ff2">a wyceniona d<span class="_ _2"></span>woma meto<span class="_ _2"></span>dami:  </span></div><div class="t m0 x22 h6 y1d6 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">metodą pozostał<span class="_ _2"></span>ościową <span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y38d ff2 fs2 fc1 sc0 ls0 ws0">(m<span class="ff3">etodę <span class="_ _c"></span>pozostałościową <span class="_ _0"></span>sto<span class="_ _0"></span>suje <span class="_ _c"></span>się <span class="_ _c"></span>do <span class="_ _c"></span>o<span class="_ _0"></span>kreślenia <span class="_ _c"></span>wartości <span class="_ _c"></span>rynkowej, <span class="_ _c"></span>jeżeli <span class="_ _c"></span>na <span class="_ _c"></span>nieruchomości <span class="_ _c"></span>mają </span></div><div class="t m0 x0 h6 y38e ff3 fs2 fc1 sc0 ls0 ws0">być <span class="_ _17"> </span>prowadzone<span class="_ _2"></span> <span class="_ _17"> </span>roboty <span class="_ _17"> </span>budowlane. <span class="_ _1c"> </span>Metoda <span class="_ _17"> </span>pozostałościowa <span class="_ _1c"> </span>uwzględnia <span class="_ _1c"> </span>szaco<span class="_ _0"></span>waną <span class="_ _1c"> </span>wartość </div><div class="t m0 x0 h6 y38f ff3 fs2 fc1 sc0 ls0 ws0">ukończonej <span class="_ _0"></span>inwestycji<span class="_ _2"></span> <span class="_ _0"></span>oraz <span class="_ _0"></span>koszty <span class="_ _0"></span>całkowite budowy <span class="_ _0"></span>a <span class="_ _0"></span>także <span class="_ _0"></span>zysk <span class="_ _0"></span>dewelopera.<span class="ff2"> <span class="_ _0"></span>Wycena <span class="_ _0"></span>rzeczoznawc<span class="_ _2"></span>y </span></div><div class="t m0 x0 h6 y390 ff3 fs2 fc1 sc0 ls0 ws0">odzwierciedla cenę sprzedaży <span class="_ _0"></span>nieruchomości podmiotowi zewnętrznemu (inwestorowi), który <span class="_ _0"></span>będzie </div><div class="t m0 x0 h6 y391 ff3 fs2 fc1 sc0 ls0 ws0">zainteresowany bu<span class="_ _2"></span>dową dzielnicy zgodnie<span class="_ _2"></span> z obecnym <span class="_ _2"></span>stanem prawn<span class="_ _2"></span>ym<span class="ff2">) </span></div><div class="t m0 x0 h5 y392 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 yb6 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">oraz metodą p<span class="_ _2"></span>orównania parami <span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y1dd ff3 fs2 fc1 sc0 ls0 ws0">(podejście <span class="_ _20"> </span>porównaw<span class="_ _2"></span>cze, <span class="_ _20"> </span>przy <span class="_ _20"> </span>stosowaniu<span class="_ _2"></span> <span class="_ _20"> </span>metody <span class="_ _20"> </span>porównywania<span class="_ _2"></span> <span class="_ _20"> </span>parami, <span class="_ _20"> </span>por<span class="_ _2"></span>ównuje <span class="_ _20"> </span>się </div><div class="t m0 x0 h6 y1de ff3 fs2 fc1 sc0 ls0 ws0">nieruchomość <span class="_ _9"> </span>wycenianą <span class="_ _16"> </span>o  z<span class="_ _2"></span>nanych <span class="_ _16"> </span>cechach, <span class="_ _16"> </span>kolejno <span class="_ _16"> </span>z <span class="_ _16"> </span>nieruchomościami <span class="_ _16"> </span>podobnymi, <span class="_ _16"> </span>o <span class="_ _16"> </span>znanych </div><div class="t m0 x0 h6 y1df ff3 fs2 fc1 sc0 ls0 ws0">cenach <span class="_ _9"> </span>transakcyjnych <span class="_ _9"></span>i <span class="_ _9"> </span>cechach. <span class="_ _9"> </span>Wartość <span class="_ _9"> </span>określa <span class="_ _9"> </span>się <span class="_ _9"> </span>poprzez <span class="_ _9"> </span>korygowanie <span class="_ _9"></span>cen <span class="_ _9"> </span>transakcyjn<span class="_ _2"></span>ych <span class="_ _9"> </span>ze </div><div class="t m0 x0 h6 y393 ff3 fs2 fc1 sc0 ls0 ws0">względu na różnice<span class="_ _2"></span> ocen pomiędzy nieru<span class="_ _2"></span>chomością <span class="_ _2"></span>wycenianą a nieru<span class="_ _2"></span>chomościami pod<span class="_ _2"></span>obnymi)<span class="ff2"> </span></div><div class="t m0 x0 h6 y394 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y395 ff3 fs2 fc1 sc0 ls0 ws0">Po <span class="_ _a"></span>zapoznaniu <span class="_ _c"></span>się <span class="_ _a"></span>w <span class="_ _a"></span>wycen<span class="ff2">ami <span class="_ _a"></span>rzeczoznawc</span><span class="ls27">ów</span><span class="ff2"> <span class="_ _c"></span></span>Zarząd <span class="_ _a"></span>Spółki <span class="_ _a"></span>uznał <span class="_ _c"></span>za <span class="_ _a"></span>racjonalne <span class="_ _a"></span>założenia <span class="_ _c"></span>przyjęte </div><div class="t m0 x0 h6 y396 ff3 fs2 fc1 sc0 ls0 ws0">przy <span class="_ _0"></span>ich <span class="_ _c"></span>sporządzani<span class="ff2">u<span class="_ _2"></span><span class="ff3">. <span class="_ _0"></span>Zarząd<span class="ff2"> <span class="_ _c"></span></span>Spółki <span class="_ _0"></span>przyjął <span class="_ _0"></span>jako <span class="_ _0"></span>wartość <span class="_ _0"></span>go<span class="_ _0"></span>dziwą <span class="_ _0"></span>nieruchomoś<span class="_ _2"></span>ci <span class="_ _0"></span>na <span class="_ _c"></span>dzień <span class="_ _0"></span><span class="ff2">bilansowy, </span></span></span></div><div class="t m0 x0 h6 y397 ff3 fs2 fc1 sc0 ls0 ws0">wartość średnią<span class="ff2"> uz<span class="_ _2"></span>yskan<span class="ff3">ą</span> <span class="ff3">z wycen rzecz<span class="_ _2"></span>oznawców<span class="ff2 ls28">. <span class="ls0"> </span></span></span></span></div><div class="t m0 x0 h6 y398 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y1e6 ff1 fs2 fc1 sc0 ls0 ws0">Informacje o poz<span class="_ _2"></span>ycjach wy<span class="_ _2"></span>ceny: </div><div class="t m0 x22 h6 y1e7 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Kolumna <span class="_ _c"></span>wartość <span class="_ _c"></span>w <span class="_ _c"></span>zł <span class="_ _a"></span>–<span class="ff2"> <span class="_ _c"></span>prezentuje <span class="_ _c"></span>dane <span class="_ _0"></span>ze <span class="_ _a"></span>sprawoz<span class="_ _2"></span>dania <span class="_ _c"></span>finansowego <span class="_ _c"></span>Miasteczko <span class="_ _c"></span>Siewierz<span class="_ _2"></span> </span></span></span></div><div class="t m0 x74 h6 y1e8 ff2 fs2 fc1 sc0 ls0 ws0">Jeziorna </div><div class="t m0 x22 h6 y1e9 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff2">Kolumna <span class="_ _c"></span>korekty <span class="_ _c"></span><span class="ff3">–</span> <span class="_ _c"></span>prezentuje <span class="_ _c"></span>pozycje, <span class="_ _c"></span><span class="ff3">o <span class="_ _c"></span>które <span class="_ _a"></span>Zarząd <span class="_ _0"></span>w <span class="_ _a"></span>metodzie <span class="_ _c"></span>skorygowan<span class="_ _2"></span>ych <span class="_ _c"></span>aktywów </span></span></span></div><div class="t m0 x74 h6 y399 ff3 fs2 fc1 sc0 ls0 ws0">netto, <span class="_ _9"> </span>dokonuje<span class="_ _2"></span> <span class="_ _9"> </span>korekty <span class="_ _9"></span>akty<span class="_ _2"></span>wów <span class="_ _9"></span>tj. <span class="_ _9"> </span>głównie <span class="_ _8"></span>o <span class="_ _9"> </span>wartość <span class="_ _9"></span>nieruch<span class="_ _2"></span>omości <span class="_ _9"></span>(również <span class="_ _8"></span>w <span class="_ _9"> </span>pozycji </div><div class="t m0 x74 h6 y39a ff3 fs2 fc1 sc0 ls0 ws0">projekty inw<span class="_ _2"></span>estycyjne w <span class="_ _2"></span>reali<span class="_ _2"></span>zacji), która <span class="_ _2"></span>prezentowa<span class="_ _2"></span>na jest w <span class="_ _2"></span>spraw<span class="_ _2"></span>ozdaniu w c<span class="_ _2"></span>enie nab<span class="_ _2"></span>ycia, </div><div class="t m0 x74 h6 y39b ff2 fs2 fc1 sc0 ls0 ws0">oraz podatek odr<span class="_ _2"></span>oczony <span class="ff3">–</span> <span class="ls29">wy</span>liczana pr<span class="_ _2"></span>ojekcja na pod<span class="_ _2"></span>stawie <span class="ff3">planów sprz<span class="_ _2"></span>edaży i i<span class="_ _2"></span>nwestycji).<span class="ff2"> </span></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 x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">28</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y2a fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">W <span class="_ _d"> </span>kolumnie<span class="_ _2"></span> <span class="_ _e"> </span>wartość <span class="_ _d"> </span>rynkowa <span class="_ _e"> </span>Zarząd <span class="_ _e"> </span>po <span class="_ _d"> </span>dokonan<span class="_ _2"></span>iu <span class="_ _d"> </span>korekty<span class="_ _2"></span> <span class="_ _d"> </span>aktywów <span class="_ _e"> </span>uzyskuje <span class="_ _e"> </span>wartość </span></span></div><div class="t m0 x74 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">godziwą aktywów ne<span class="_ _2"></span>tto <span class="ff2">(tj. </span>udziałów Sp<span class="_ _2"></span>ółki). <span class="ff2"> </span></div></div><div class="c x0 y39c w96 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc7 y39c w97 h14"><div class="t m0 x12 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Wartość zł<span class="ff13"> </span></div></div><div class="c xc8 y39c w98 h14"><div class="t m0 x12 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">Korekty </div></div><div class="c xb5 y39c w99 h14"><div class="t m0 x12 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Wartość rynkow<span class="_ _2"></span>a 31.12.2023<span class="ff13"> </span></div></div><div class="c x0 y39e w96 h14"><div class="t m0 x12 h68 y39d ff4 fs3 fc1 sc0 ls0 ws0">Aktywa trwał<span class="_ _2"></span>e<span class="ff5"> </span></div></div><div class="c xc7 y39e w97 h14"><div class="t m0 x63 h68 y39d ff5 fs3 fc1 sc0 ls2a ws0">45 <span class="ls0">291 </span></div></div><div class="c xc8 y39e w98 h14"><div class="t m0 x4f h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">169 329 </div></div><div class="c xb5 y39e w99 h14"><div class="t m0 x81 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">214 621 </div></div><div class="c x0 y39f w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Rzeczowe akty<span class="_ _2"></span>wa trwałe<span class="ff13"> </span></div></div><div class="c xc7 y39f w97 h14"><div class="t m0 xb0 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">1 038 </div></div><div class="c xc8 y39f w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y39f w99 h14"><div class="t m0 x8c h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">1 038 </div></div><div class="c x0 y2ea w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Nieruchomoś<span class="_ _2"></span>ci inwestycyjne<span class="ff13"> </span></div></div><div class="c xc7 y2ea w97 h14"><div class="t m0 xb3 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">43 671 </div></div><div class="c xc8 y2ea w98 h14"><div class="t m0 x9c h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">169 329 </div></div><div class="c xb5 y2ea w99 h14"><div class="t m0 xc9 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">213 000 </div></div><div class="c x0 y3a0 w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Aktywa z tytułu od<span class="_ _2"></span>roczonego pod<span class="_ _2"></span>atku odroczon<span class="_ _2"></span>ego<span class="ff13"> </span></div></div><div class="c xc7 y3a0 w97 h14"><div class="t m0 x68 h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">421<span class="ls0"> </span></div></div><div class="c xc8 y3a0 w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3a0 w99 h14"><div class="t m0 xca h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">421<span class="ls0"> </span></div></div><div class="c x0 y3a1 w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Wartości nie<span class="_ _2"></span>mat. i prwane<span class="ff13"> </span></div></div><div class="c xc7 y3a1 w97 h14"><div class="t m0 x68 h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">162<span class="ls0"> </span></div></div><div class="c xc8 y3a1 w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3a1 w99 h14"><div class="t m0 xca h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">162<span class="ls0"> </span></div></div><div class="c x0 y23e w96 h14"><div class="t m0 xcb h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc7 y23e w97 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc8 y23e w98 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y23e w99 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y3a2 w96 h14"><div class="t m0 x12 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">Aktywa obroto<span class="_ _2"></span>we </div></div><div class="c xc7 y3a2 w97 h14"><div class="t m0 x63 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">22 536 </div></div><div class="c xc8 y3a2 w98 h14"><div class="t m0 x9c h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">-20 275 </div></div><div class="c xb5 y3a2 w99 h14"><div class="t m0 x97 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">2 260 </div></div><div class="c x0 y3a3 w96 h14"><div class="t m0 x72 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">Projekty inwesty<span class="_ _2"></span>cyjne w realizac<span class="_ _2"></span>ji </div></div><div class="c xc7 y3a3 w97 h14"><div class="t m0 xb3 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">20 275 </div></div><div class="c xc8 y3a3 w98 h14"><div class="t m0 x31 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-20 275 </div></div><div class="c xb5 y3a3 w99 h14"><div class="t m0 xcc h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y3a4 w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Należnosci z ty<span class="_ _2"></span>tułu dostaw i u<span class="_ _2"></span>sług<span class="ff13"> </span></div></div><div class="c xc7 y3a4 w97 h14"><div class="t m0 x68 h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">697<span class="ls0"> </span></div></div><div class="c xc8 y3a4 w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3a4 w99 h14"><div class="t m0 xca h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">697<span class="ls0"> </span></div></div><div class="c x0 y3a5 w96 h1e"><div class="t m0 x72 h67 y3a6 ff12 fs3 fc1 sc0 ls0 ws0">Pozostałe należn<span class="_ _2"></span>ości i bieżący<span class="_ _2"></span> podatek odr<span class="_ _2"></span>oczony<span class="ff13"> </span></div></div><div class="c xc7 y3a5 w97 h1e"><div class="t m0 x54 h67 y3a6 ff13 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xc8 y3a5 w98 h1e"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3a5 w99 h1e"><div class="t m0 xcc h67 y3a6 ff13 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y29 w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Środki pienięzne<span class="_ _2"></span> i ekwiwalenty<span class="ff13"> </span></div></div><div class="c xc7 y29 w97 h14"><div class="t m0 xb0 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">1 553 </div></div><div class="c xc8 y29 w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y29 w99 h14"><div class="t m0 x8c h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">1 553 </div></div><div class="c x0 y3a7 w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Rozliczenia mi<span class="_ _2"></span>ędzyokresowe<span class="ff13"> </span></div></div><div class="c xc7 y3a7 w97 h14"><div class="t m0 x33 h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">10<span class="ls0"> </span></div></div><div class="c xc8 y3a7 w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3a7 w99 h14"><div class="t m0 x79 h67 y39d ff13 fs3 fc1 sc0 ls2b ws0">10<span class="ls0"> </span></div></div><div class="c x0 y3a8 w96 h14"><div class="t m0 xcb h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc7 y3a8 w97 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc8 y3a8 w98 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3a8 w99 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y3a9 w96 h14"><div class="t m0 x12 h68 y39d ff4 fs3 fc1 sc0 ls0 ws0">Zobowiązania i rez<span class="_ _2"></span>erwy długot<span class="_ _2"></span>erminowe<span class="ff5"> </span></div></div><div class="c xc7 y3a9 w97 h14"><div class="t m0 xa1 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">-<span class="ls2c">64</span> </div></div><div class="c xc8 y3a9 w98 h14"><div class="t m0 x9c h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">-12 970 </div></div><div class="c xb5 y3a9 w99 h14"><div class="t m0 xc9 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">-13 035 </div></div><div class="c x0 y144 w96 h14"><div class="t m0 x72 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">Rezerwy na poda<span class="_ _2"></span>tek odroczony </div></div><div class="c xc7 y144 w97 h14"><div class="t m0 x54 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xc8 y144 w98 h14"><div class="t m0 x31 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-12 970 </div></div><div class="c xb5 y144 w99 h14"><div class="t m0 xcd h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-12 970 </div></div><div class="c x0 y3aa w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Pozostałe rez<span class="_ _2"></span>erwy<span class="ff13"> </span></div></div><div class="c xc7 y3aa w97 h14"><div class="t m0 x16 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-6 </div></div><div class="c xc8 y3aa w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3aa w99 h14"><div class="t m0 x74 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-6 </div></div><div class="c x0 y3ab w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Inne zobowiąz<span class="_ _2"></span>ania finansowe<span class="ff13"> </span></div></div><div class="c xc7 y3ab w97 h14"><div class="t m0 xb1 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-<span class="ls2b">58</span> </div></div><div class="c xc8 y3ab w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3ab w99 h14"><div class="t m0 xce h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-<span class="ls2b">58</span> </div></div><div class="c x0 y3ac w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Kredyty i poży<span class="_ _2"></span>czki<span class="ff13"> </span></div></div><div class="c xc7 y3ac w97 h14"><div class="t m0 x54 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xc8 y3ac w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3ac w99 h14"><div class="t m0 xcc h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x0 y3ad w96 h14"><div class="t m0 xcb h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc7 y3ad w97 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc8 y3ad w98 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3ad w99 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y3ae w96 h14"><div class="t m0 x12 h68 y39d ff4 fs3 fc1 sc0 ls0 ws0">Zobowiązania i rez<span class="_ _2"></span>erwy krótkot<span class="_ _2"></span>erminowe<span class="ff5"> </span></div></div><div class="c xc7 y3ae w97 h14"><div class="t m0 x73 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">-7 598 </div></div><div class="c xc8 y3ae w98 h14"><div class="t m0 x67 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xb5 y3ae w99 h14"><div class="t m0 xcf h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">-<span class="ls2a">7 </span>598 </div></div><div class="c x0 y3af w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _2"></span>tytułu dostaw <span class="_ _2"></span>i usług<span class="ff13"> </span></div></div><div class="c xc7 y3af w97 h14"><div class="t m0 x9c h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-<span class="ls2b">222</span> </div></div><div class="c xc8 y3af w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3af w99 h14"><div class="t m0 x95 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-<span class="ls2b">222</span> </div></div><div class="c x0 y3b0 w96 h1e"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Pozostałe zob<span class="_ _2"></span>owiązania<span class="ff13"> </span></div></div><div class="c xc7 y3b0 w97 h1e"><div class="t m0 x3f h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-1 905 </div></div><div class="c xc8 y3b0 w98 h1e"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3b0 w99 h1e"><div class="t m0 x92 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-1 905 </div></div><div class="c x0 y3b1 w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Przychody przy<span class="_ _2"></span>szłych okres<span class="_ _2"></span>ów<span class="ff13"> </span></div></div><div class="c xc7 y3b1 w97 h14"><div class="t m0 x3f h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-3 570 </div></div><div class="c xc8 y3b1 w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3b1 w99 h14"><div class="t m0 x92 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-3 570 </div></div><div class="c x0 y3b2 w96 h14"><div class="t m0 x72 h67 y39d ff12 fs3 fc1 sc0 ls0 ws0">Kredyty i poży<span class="_ _2"></span>czki<span class="ff13"> </span></div></div><div class="c xc7 y3b2 w97 h14"><div class="t m0 x3f h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-1 900 </div></div><div class="c xc8 y3b2 w98 h14"><div class="t m0 x62 h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3b2 w99 h14"><div class="t m0 x92 h67 y39d ff13 fs3 fc1 sc0 ls0 ws0">-1 900 </div></div><div class="c x0 y3b3 w96 h14"><div class="t m0 xcb h67 y1 ff13 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc7 y3b3 w97 h14"><div class="t m0 x51 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc8 y3b3 w98 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y3b3 w99 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y3b4 w96 h14"><div class="t m0 x12 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">Aktywa netto </div></div><div class="c xc7 y3b4 w97 h14"><div class="t m0 x63 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">60 165 </div></div><div class="c xc8 y3b4 w98 h14"><div class="t m0 x4f h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">136 083 </div></div><div class="c xb5 y3b4 w99 h14"><div class="t m0 x81 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">196 248 </div></div><div class="c x0 y181 w96 h14"><div class="t m0 xcb h68 y1 ff5 fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc7 y181 w97 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xc8 y181 w98 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c xb5 y181 w99 h14"><div class="t m0 x12 h66 y1 ffc fs3 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y3b5 w96 h14"><div class="t m0 x12 h68 y39d ff4 fs3 fc1 sc0 ls0 ws0">Wartość godziwa<span class="_ _2"></span> 100 % udziałó<span class="_ _2"></span>w<span class="ff5"> </span></div></div><div class="c xc7 y3b5 w97 h14"><div class="t m0 x63 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">60 165 </div></div><div class="c xc8 y3b5 w98 h14"><div class="t m0 x4f h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">136 083 </div></div><div class="c xb5 y3b5 w99 h14"><div class="t m0 x81 h68 y39d ff5 fs3 fc1 sc0 ls0 ws0">196 248 </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h5 y3b6 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y3b7 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff2">TUP Property <span class="ff3">–</span> <span class="ff3">w<span class="_ _2"></span>ycena do wartości g<span class="_ _2"></span>odziwej<span class="ff2"> </span></span></span></span></div><div class="t m0 x0 h6 y3b8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y3b9 ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="_ _0"></span><span class="ls10">SA</span> <span class="_ _0"></span><span class="ff3">wycenia <span class="_ _0"></span>udziały <span class="_ _0"></span>Spółki TUP <span class="_ _0"></span>Property <span class="_ _0"></span>do <span class="_ _0"></span>wartości <span class="_ _0"></span>godziwej metodą <span class="_ _0"></span>skorygowanych aktywów </span></div><div class="t m0 x0 h6 y3ba ff3 fs2 fc1 sc0 ls0 ws0">netto. <span class="_ _9"> </span>Zarząd <span class="_ _16"> </span>przeanalizował <span class="_ _9"> </span>wartość <span class="_ _9"> </span>wszystkich <span class="_ _9"> </span>pozycji <span class="_ _16"> </span>aktywów <span class="_ _9"> </span>i <span class="_ _16"> </span>pasywów <span class="_ _9"> </span>Spółki <span class="_ _16"> </span>pomiędzy <span class="_ _9"> </span>ich </div><div class="t m0 x0 h6 y3bb ff3 fs2 fc1 sc0 ls0 ws0">wartością <span class="_ _c"></span>księgową/bilan<span class="_ _2"></span>sową <span class="_ _c"></span>a <span class="_ _c"></span>wartością <span class="_ _c"></span>rynkową, <span class="_ _c"></span>zbadano <span class="_ _c"></span>kompletność <span class="_ _c"></span>ujęcia <span class="_ _c"></span>wszelkich <span class="_ _c"></span>rezerw <span class="_ _0"></span>i </div><div class="t m0 x0 h6 y3bc ff3 fs2 fc1 sc0 ls0 ws0">zobowiązań. Zarząd Spółki po weryfikacji dokonanej na dzień 30.06.2023<span class="ff2"> <span class="_ _0"></span></span>r. zadecydował o dokonaniu </div><div class="t m0 x0 h6 y3bd ff3 fs2 fc1 sc0 ls0 ws0">odpisu aktualizująceg<span class="_ _2"></span>o wartość akt<span class="_ _2"></span>ywa do wartości<span class="_ _2"></span> zerowej. <span class="ff2"> </span></div><div class="t m0 x0 h6 y3be ff3 fs2 fc1 sc0 ls0 ws0">Po <span class="_ _8"></span>dokonaniu <span class="_ _8"></span>wyceny <span class="_ _9"></span>na<span class="_ _2"></span> <span class="_ _8"></span>dzień <span class="_ _8"></span>31.12.2023<span class="ff2"> <span class="_ _9"></span></span>r. <span class="_ _8"></span>Zarząd <span class="_ _8"></span>wycenił <span class="_ _a"></span>wartość <span class="_ _9"></span>aktywa <span class="_ _8"></span>do <span class="_ _8"></span>wartości <span class="_ _8"></span>zerowej, </div><div class="t m0 x0 h6 y3bf ff3 fs2 fc1 sc0 ls0 ws0">podtrzymując wyc<span class="_ _2"></span>enę sporząd<span class="_ _2"></span>zoną na 30.06.2023<span class="ff2"> <span class="ls2">r. </span> </span></div><div class="t m0 x0 h5 y312 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y3c0 ff3 fs2 fc1 sc0 ls0 ws0">Główny składnik a<span class="_ _2"></span>ktywów Spółki<span class="ff2"> </span>stanowią <span class="ff2">ak<span class="_ _2"></span>tywa obr<span class="_ _2"></span>otowe, <span class="ff3">którymi są nieru<span class="_ _2"></span>chomości Spó<span class="_ _2"></span>łki<span class="ff2">. </span></span></span></div><div class="t m0 x0 h6 y3c1 ff3 fs2 fc1 sc0 ls0 ws0">Nieruchomości  te  położon<span class="_ _2"></span>e  są  w <span class="_ _e"> </span>Siewierzu  i  stanowią  obecnie<span class="_ _2"></span>:  lokal <span class="_ _1f"> </span>handlowy,  dom  pokazowy </div><div class="t m0 x0 h6 y3c2 ff3 fs2 fc1 sc0 ls0 ws0">inwestycji <span class="_ _1a"> </span>Sie<span class="_ _2"></span>wierz <span class="_ _1a"> </span>Jeziorna, <span class="_ _b"> </span>dom<span class="_ _0"></span> <span class="_ _1a"> </span>przezn<span class="_ _2"></span>aczony <span class="_ _1a"> </span>na <span class="_ _1a"> </span>działaln<span class="_ _2"></span>ość <span class="_ _1a"> </span>przedszkolno<span class="ff2">-</span>żłobkową <span class="_ _b"> </span>oraz </div><div class="t m0 x0 h6 y3c3 ff3 fs2 fc1 sc0 ls0 ws0">nieruchomości gru<span class="_ _2"></span>ntowe niezabu<span class="_ _2"></span>dowane. <span class="ff2"> </span></div><div class="t m0 x0 h6 yf4 ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </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 x0 y1a w54 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">29</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y8d ff1 fs2 fc1 sc0 ls0 ws0">5.16.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Kategorie aktywó<span class="_ _2"></span>w finanso<span class="_ _2"></span>wych zgodnie z MSSF <span class="_ _2"></span>9 „instrumenty fina<span class="_ _2"></span>nsowe”<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y193 ff2 fs2 fc1 sc0 ls0 ws0">MSSF 9 <span class="ff3">określa</span> <span class="ff3">nas<span class="_ _2"></span>tępujące kategori<span class="_ _2"></span>e aktywów finans<span class="_ _2"></span>owych: <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y194 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">wyceniane według<span class="_ _2"></span> zamortyzowaneg<span class="_ _2"></span>o kosztu, <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1c0 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">wyceniane w wa<span class="_ _2"></span>rtości godz<span class="_ _2"></span>iwej przez wynik finans<span class="_ _2"></span>owy, <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1c1 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">wyceniane w wa<span class="_ _2"></span>rtości godz<span class="_ _2"></span>iwej przez pozostałe <span class="_ _2"></span>całkowite dochod<span class="_ _2"></span>y.<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1c2 ff2 fs2 fc1 sc0 ls0 ws0">Klasyfikacji <span class="_ _c"></span><span class="ff3">instrument<span class="_ _2"></span>ów<span class="ff2"> <span class="_ _c"></span></span>należy <span class="_ _c"></span>dokonać <span class="_ _c"></span>na <span class="_ _0"></span>moment <span class="_ _c"></span>początkowego <span class="_ _c"></span>ujęcia. <span class="_ _0"></span>Klasyfikacja <span class="_ _c"></span>zależna <span class="_ _c"></span>jest </span></div><div class="t m0 x0 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">od <span class="_ _a"></span>przyjętego <span class="_ _c"></span>przez <span class="_ _c"></span>jednostkę <span class="_ _c"></span>mo<span class="_ _0"></span>delu <span class="_ _c"></span>zarządzania <span class="_ _c"></span>instrumentami <span class="_ _c"></span>finansowymi <span class="_ _c"></span>oraz <span class="_ _a"></span>charaktery<span class="_ _2"></span>styki </div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">umownych przepły<span class="_ _2"></span>wów pieniężnych z<span class="_ _2"></span> tych instrument<span class="_ _2"></span>ów. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1c5 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">MSSF <span class="_ _0"></span>9 <span class="_ _0"></span>wymaga <span class="_ _0"></span>także <span class="_ _0"></span>oszacowania o<span class="_ _0"></span>czekiwan<span class="_ _2"></span>ej <span class="_ _0"></span>straty <span class="_ _0"></span>kredytowej, <span class="_ _0"></span>niezależnie od <span class="_ _0"></span>tego <span class="_ _0"></span>czy <span class="_ _c"></span>wystąpiły<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">przesłanki  do  stworzenia <span class="_ _10"> </span>takiego  odpisu.  Standard<span class="_ _2"></span>  przewiduje  3<span class="ff2">-</span>stopniową  klasyfikacj<span class="_ _2"></span>ę  aktywów </div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">niefinansowych p<span class="_ _2"></span>od kątem utraty<span class="_ _2"></span> ich wartości: <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y1c9 ff3 fs2 fc1 sc0 ls0 ws0">(1) St<span class="_ _2"></span>opień 1 <span class="_ _2"></span>–<span class="ff2"> <span class="_ _2"></span><span class="ff3">salda, <span class="_ _2"></span>dla <span class="_ _2"></span>których nie <span class="_ _f"></span>nastąpiło znacząc<span class="_ _2"></span>e <span class="_ _2"></span>zwiększenie <span class="_ _2"></span>ryzyka <span class="_ _2"></span>kredyt<span class="_ _2"></span>owego od <span class="_ _f"></span>momentu </span></span></div><div class="t m0 x0 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">początkowego <span class="_ _9"></span>ujęcia<span class="_ _2"></span> <span class="_ _9"> </span>i <span class="_ _9"></span>dla <span class="_ _8"></span>których <span class="_ _9"> </span>ustala <span class="_ _9"> </span>się <span class="_ _9"></span>oczeki<span class="_ _2"></span>waną <span class="_ _9"></span>stratę <span class="_ _8"></span>w <span class="_ _9"> </span>oparciu <span class="_ _9"> </span>o <span class="_ _9"></span>prawdopod<span class="_ _2"></span>obieństwo </div><div class="t m0 x0 h6 y1cb ff3 fs2 fc1 sc0 ls0 ws0">niewypłacalności w<span class="_ _2"></span> ciągu 12 miesię<span class="_ _2"></span>cy, <span class="ff2"> </span></div><div class="t m0 x0 h6 y1cc ff3 fs2 fc1 sc0 ls0 ws0">(2) <span class="_ _a"></span>Stopień <span class="_ _a"></span>2 <span class="_ _a"></span>–<span class="ff2"> <span class="_ _8"></span></span>salda, <span class="_ _a"></span>dla <span class="_ _a"></span>których <span class="_ _a"></span>nastąpiło <span class="_ _a"></span>znacząc<span class="_ _2"></span>e <span class="_ _a"></span>zwiększenie <span class="_ _a"></span>ryzyka <span class="_ _a"></span>kredyt<span class="_ _2"></span>owego <span class="_ _a"></span>od <span class="_ _a"></span>momentu </div><div class="t m0 x0 h6 y1cd ff3 fs2 fc1 sc0 ls0 ws0">początkowego <span class="_ _9"></span>ujęcia<span class="_ _2"></span> <span class="_ _9"> </span>i <span class="_ _9"></span>dla <span class="_ _8"></span>których <span class="_ _9"> </span>ustala <span class="_ _9"> </span>się <span class="_ _9"></span>oczeki<span class="_ _2"></span>waną <span class="_ _9"></span>stratę <span class="_ _8"></span>w <span class="_ _9"> </span>oparciu <span class="_ _9"> </span>o <span class="_ _9"></span>prawdopod<span class="_ _2"></span>obieństwo </div><div class="t m0 x0 h6 y1ce ff3 fs2 fc1 sc0 ls0 ws0">niewypłacalności w<span class="_ _2"></span> ciągu całego<span class="_ _2"></span> okresu kredytowani<span class="_ _2"></span>a, <span class="ff2"> </span></div><div class="t m0 x0 h6 y1cf ff3 fs2 fc1 sc0 ls0 ws0">(3) <span class="_ _0"></span>Stopień <span class="_ _0"></span>3 <span class="_ _0"></span>–<span class="_ _0"></span><span class="ff2"> <span class="_ _0"></span></span>salda <span class="_ _0"></span>ze <span class="_ _0"></span>stwierdzoną <span class="_ _0"></span>utratą <span class="_ _0"></span>wartości. W <span class="_ _c"></span>odniesieniu do <span class="_ _c"></span>należn<span class="_ _2"></span>ości <span class="_ _0"></span>handlowych, <span class="_ _0"></span>które </div><div class="t m0 x0 h6 y1d0 ff3 fs2 fc1 sc0 ls0 ws0">nie <span class="_ _13"> </span>zawierają <span class="_ _12"> </span>istotnego <span class="_ _13"> </span>c<span class="_ _2"></span>zynnika <span class="_ _13"> </span>finanso<span class="_ _2"></span>wania, <span class="_ _13"> </span>sta<span class="_ _2"></span>ndard <span class="_ _13"> </span>wymaga <span class="_ _12"> </span>zastosowania <span class="_ _12"> </span>uproszczonego </div><div class="t m0 x0 h6 y1d1 ff3 fs2 fc1 sc0 ls0 ws0">podejścia i wycen<span class="_ _2"></span>y odpisu na bazie ocz<span class="_ _2"></span>ekiwanych stra<span class="_ _2"></span>t kredytowych za cały <span class="_ _2"></span>okres życia ins<span class="_ _2"></span>trumentu. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1d2 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1d3 ff3 fs2 fc1 sc0 ls0 ws0">Spółka z<span class="_ _2"></span>aklasyfikowała <span class="_ _2"></span>należn<span class="_ _2"></span>ości hand<span class="_ _2"></span>lowe d<span class="_ _2"></span>o Stopn<span class="_ _2"></span>ia 1 <span class="_ _2"></span>(wycena <span class="_ _2"></span>odpisu <span class="_ _2"></span>na bazi<span class="_ _2"></span>e oczeki<span class="_ _2"></span>wanych stra<span class="_ _2"></span>t </div><div class="t m0 x0 h6 y1d4 ff3 fs2 fc1 sc0 ls0 ws0">kredytowych <span class="_ _f"></span>w <span class="_ _2"></span>oparciu <span class="_ _f"></span>o <span class="_ _2"></span>prawdopodobieńs<span class="_ _2"></span>two <span class="_ _f"></span>niewypłacalności <span class="_ _f"></span>w ciąg<span class="_ _2"></span>u <span class="_ _f"></span>12 mi<span class="_ _2"></span>esięcy) <span class="_ _f"></span>z uwagi<span class="_ _f"></span> na <span class="_ _f"></span>fakt, </div><div class="t m0 x0 h6 y1d5 ff3 fs2 fc1 sc0 ls0 ws0">że dokonuje sprz<span class="_ _2"></span>edaży usług prz<span class="_ _2"></span>ede wszystkim d<span class="_ _2"></span>o podmiotów powiązanych. <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y1d6 ff3 fs2 fc1 sc0 ls0 ws0">Analizy <span class="_ _16"> </span>dokonano <span class="_ _16"> </span>w <span class="_ _16"> </span>o<span class="_ _0"></span>parciu <span class="_ _9"> </span>o  ws<span class="_ _2"></span>kaźniki <span class="_ _16"> </span>oczekiwanego <span class="_ _16"> </span>niewypełnienia <span class="_ _9"> </span>zobowiązania <span class="_ _16"> </span>ustalone <span class="_ _16"> </span>na </div><div class="t m0 x0 h6 y1d7 ff2 fs2 fc1 sc0 ls0 ws0">podstawie danych<span class="_ _2"></span> historycznych.  </div><div class="t m0 x0 h6 y1d8 ff3 fs2 fc1 sc0 ls0 ws0">Poniżej <span class="_ _f"></span>zaprezentowano <span class="_ _f"></span>klasyfikację <span class="_ _f"></span>do <span class="_ _f"></span>poszczególnych <span class="_ _f"></span>Stopni<span class="ff2"> <span class="_ _f"></span>o<span class="_ _0"></span>raz <span class="_ _f"></span>oszacowane <span class="_ _f"></span>odpisy <span class="_ _f"></span>na <span class="_ _f"></span>oczekiwane </span></div><div class="t m0 x0 h6 y1d9 ff2 fs2 fc1 sc0 ls0 ws0">straty kredytow<span class="_ _2"></span>e. </div><div class="t m0 x0 h6 y1da ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1db ff2 fs2 fc1 sc0 ls0 ws0">Oczekiwana strata kr<span class="_ _2"></span>edytowa 31.<span class="ls1">12</span>.2023 <span class="ls2">r.</span> </div><div class="t m0 x0 h6 y1dc ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y3c4 w9a h4e"><div class="t m0 x7a h63 y3c5 ff7 fs7 fc1 sc0 ls0 ws0">Oczekiwana strata <span class="_ _0"></span>kredytow<span class="_ _0"></span>a 31.12.2023<span class="_ _0"></span> </div></div><div class="c x6 y3c6 w9b h44"><div class="t m0 x12 h1b y39 ffb fs6 fc1 sc0 ls0 ws0">Wyszczególnienie<span class="ff1"> </span></div></div><div class="c xd0 y3c6 w9c h44"><div class="t m0 x47 h1b y39 ffb fs6 fc1 sc0 ls0 ws0">Stopień 1<span class="ff1"> </span></div></div><div class="c x98 y3c6 w8e h44"><div class="t m0 x70 h1b y39 ffb fs6 fc1 sc0 ls0 ws0">Stopień 2<span class="ff1"> </span></div></div><div class="c xd1 y3c6 w9d h44"><div class="t m0 xd h1b y39 ffb fs6 fc1 sc0 ls0 ws0">Stopień 3<span class="ff1"> </span></div></div><div class="c x40 y3c6 w9e h44"><div class="t m0 xd2 h1b y39 ff1 fs6 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6 y3c7 w9a h45"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Wartość brutto <span class="ff2"> </span></div></div><div class="c x6 y3c8 w9b h64"><div class="t m0 x12 h3a y37d ff3 fs6 fc1 sc0 ls0 ws0">Należności <span class="_ _2"></span>z <span class="_ _2"></span>tytułu <span class="_ _2"></span>dostaw i<span class="_ _2"></span> u<span class="_ _2"></span>sług <span class="_ _2"></span>oraz <span class="_ _2"></span>pozostałe </div><div class="t m0 x12 h3a y64 ff3 fs6 fc1 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c xd0 y3c8 w9c h64"><div class="t m0 x56 h3a y37d ff2 fs6 fc1 sc0 lsc ws0">245 <span class="ls0"> </span></div></div><div class="c x98 y3c8 w8e h64"><div class="t m0 x56 h3a y37d ff2 fs6 fc1 sc0 lsc ws0">7 605 <span class="ls0"> </span></div></div><div class="c xd1 y3c8 w9d h64"><div class="t m0 x2d h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x40 y3c8 w9e h64"><div class="t m0 xd3 h3a y37d ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y82 w9b h4c"><div class="t m0 x12 h3a y3c9 ff3 fs6 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c xd0 y82 w9c h4c"><div class="t m0 x56 h3a y3c9 ff2 fs6 fc1 sc0 lsc ws0">209<span class="ls0"> </span></div></div><div class="c x98 y82 w8e h4c"><div class="t m0 xd4 h3a y3c9 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xd1 y82 w9d h4c"><div class="t m0 x2d h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x40 y82 w9e h4c"><div class="t m0 xd3 h3a y3c9 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y3cb w9b h45"><div class="t m0 x12 h1b y39 ff1 fs6 fc1 sc0 ls0 ws0">RAZEM (brutto) </div></div><div class="c xd0 y3cb w9c h45"><div class="t m0 x16 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">454 <span class="ls0"> </span></div></div><div class="c x98 y3cb w8e h45"><div class="t m0 x56 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">7 605  </div></div><div class="c xd1 y3cb w9d h45"><div class="t m0 x93 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x40 y3cb w9e h45"><div class="t m0 x66 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y3cc w9a h45"><div class="t m0 x12 h3a y2fc ff3 fs6 fc1 sc0 ls0 ws0">Odpisy aktualizujące<span class="ff2"> </span></div></div><div class="c x6 y3cd w9b h65"><div class="t m0 x12 h3a y37d ff3 fs6 fc1 sc0 ls0 ws0">Należności <span class="_ _2"></span>z <span class="_ _2"></span>tytułu <span class="_ _2"></span>dostaw i<span class="_ _2"></span> u<span class="_ _2"></span>sług <span class="_ _2"></span>oraz <span class="_ _2"></span>pozostałe </div><div class="t m0 x12 h3a y313 ff3 fs6 fc1 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c xd0 y3cd w9c h65"><div class="t m0 x65 h11 y37e ff9 fs3 fc1 sc0 ls9 ws0">71 <span class="ls0"> </span></div></div><div class="c x98 y3cd w8e h65"><div class="t m0 x56 h6 y37e ff9 fs3 fc1 sc0 ls0 ws0">1 609<span class="ff2 fs2">  </span></div></div><div class="c xd1 y3cd w9d h65"><div class="t m0 x2d h3a y37d ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x40 y3cd w9e h65"><div class="t m0 xd3 h3a y37d ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y3ce w9b h44"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c xd0 y3ce w9c h44"><div class="t m0 xc h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c x98 y3ce w8e h44"><div class="t m0 x19 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd1 y3ce w9d h44"><div class="t m0 x2d h3a y39 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x40 y3ce w9e h44"><div class="t m0 xd3 h3a y39 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c x6 y3cf w9b h45"><div class="t m0 x12 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">RAZEM (odp<span class="_ _2"></span>isy) </div></div><div class="c xd0 y3cf w9c h45"><div class="t m0 x65 hd y87 ff7 fs3 fc1 sc0 ls9 ws0">71 <span class="ls0"> </span></div></div><div class="c x98 y3cf w8e h45"><div class="t m0 x56 h6 y87 ff7 fs3 fc1 sc0 ls0 ws0">1 609<span class="ff2 fs2">  </span></div></div><div class="c xd1 y3cf w9d h45"><div class="t m0 x93 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x40 y3cf w9e h45"><div class="t m0 x66 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y3d0 w9a h44"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Wartość netto<span class="ff2"> </span></div></div><div class="c x6 y3d1 w9b h64"><div class="t m0 x12 h3a y3d2 ff3 fs6 fc1 sc0 ls0 ws0">Należności <span class="_ _2"></span>z <span class="_ _2"></span>tytułu <span class="_ _2"></span>dostaw i<span class="_ _2"></span> u<span class="_ _2"></span>sług <span class="_ _2"></span>oraz <span class="_ _2"></span>pozostałe </div><div class="t m0 x12 h3a y3d3 ff3 fs6 fc1 sc0 ls0 ws0">należności<span class="ff2"> </span></div></div><div class="c xd0 y3d1 w9c h64"><div class="t m0 x16 h11 y3d4 ff9 fs3 fc1 sc0 ls9 ws0">174 <span class="ls0"> </span></div></div><div class="c x98 y3d1 w8e h64"><div class="t m0 x56 h11 y3d4 ff9 fs3 fc1 sc0 ls0 ws0">5 996  </div></div><div class="c xd1 y3d1 w9d h64"><div class="t m0 x93 h11 y3d4 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x40 y3d1 w9e h64"><div class="t m0 x1a h11 y3d4 ff9 fs3 fc1 sc0 ls0 ws0">6 170  </div></div><div class="c x6 y3d5 w9b h45"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c xd0 y3d5 w9c h45"><div class="t m0 x16 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c x98 y3d5 w8e h45"><div class="t m0 x19 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y3d5 w9d h45"><div class="t m0 x93 h3a y39 ff2 fs6 fc1 sc0 ls0 ws0">- </div></div><div class="c x40 y3d5 w9e h45"><div class="t m0 x67 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c x6 y3d6 w9b h44"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">RAZEM (nett<span class="_ _2"></span>o) <span class="_ _21"> </span> </div></div><div class="c xd0 y3d6 w9c h44"><div class="t m0 x16 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">383 <span class="ls0"> </span></div></div><div class="c x98 y3d6 w8e h44"><div class="t m0 x56 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">5 996  </div></div><div class="c xd1 y3d6 w9d h44"><div class="t m0 x93 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x40 y3d6 w9e h44"><div class="t m0 x1a hd y276 ff7 fs3 fc1 sc0 ls0 ws0">6 379  </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w0 h0" ><div class="pc pc1e w0 h0"><img class="bi x0 y1a w9f h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">30</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">Poniżej zaprezent<span class="_ _2"></span>owano zmiany d<span class="_ _2"></span>otyczące klasyfikacj<span class="_ _2"></span>i aktywów i zobo<span class="_ _2"></span>wiązań finan<span class="_ _2"></span>sowych.<span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">Klasyfikacja akty<span class="_ _2"></span>wów i zobowiązań fin<span class="_ _2"></span>ansowych <span class="_ _2"></span>3<span class="ff2">1.<span class="ls1">12<span class="_ _0"></span></span>.2023 <span class="ls2">r.</span> </span></div><div class="t m0 x0 h6 y193 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y3d7 wa0 h57"><div class="t m0 x84 h63 y36 ff6 fs7 fc1 sc0 ls0 ws0">Klasyfikacja aktywó<span class="_ _0"></span>w i zobowiązań finan<span class="_ _0"></span>sowych 31.12.2<span class="_ _0"></span>023<span class="_ _0"></span><span class="ff7"> </span></div></div><div class="c x6 y3d8 w61 h69"><div class="t m0 x12 h1b y3d9 ff1 fs6 fc1 sc0 ls0 ws0">Pozycja w bilansie </div></div><div class="c x8f y3da wa1 h44"><div class="t m0 xd5 h3a y39 ff2 fs6 fc1 sc0 ls0 ws0">MSSF 9 </div></div><div class="c x8f y3d8 w8f h6a"><div class="t m0 xd h3a y3db ff2 fs6 fc1 sc0 ls0 ws0">Wycenione w </div><div class="t m0 x5a h3a y3dc ff2 fs6 fc1 sc0 ls0 ws0">zamortyzowanym </div><div class="t m0 x3f h3a y3dd ff2 fs6 fc1 sc0 ls0 ws0">koszcie </div></div><div class="c x98 y3d8 wa2 h6a"><div class="t m0 x47 h3a y3db ff2 fs6 fc1 sc0 ls0 ws0">Wyceniane w </div><div class="t m0 x50 h3a y3dc ff3 fs6 fc1 sc0 ls0 ws0">wartości </div><div class="t m0 x6a h3a y3dd ff2 fs6 fc1 sc0 ls0 ws0">godziwej przez </div><div class="t m0 x42 h3a yd0 ff2 fs6 fc1 sc0 ls0 ws0">wynik finansowy </div></div><div class="c xd6 y3d8 wa3 h6a"><div class="t m0 x58 h3a y3db ff2 fs6 fc1 sc0 ls0 ws0">Wyceniane w </div><div class="t m0 x4d h3a y3dc ff3 fs6 fc1 sc0 ls0 ws0">wartości godziwej </div><div class="t m0 xd h3a y3dd ff3 fs6 fc1 sc0 ls0 ws0">przez pozostałe </div><div class="t m0 xae h3a yd0 ff3 fs6 fc1 sc0 ls0 ws0">całkowite dochody<span class="ff2"> </span></div></div><div class="c xd7 y3d8 wa4 h6a"><div class="t m0 x50 h3a y3db ff2 fs6 fc1 sc0 ls0 ws0">Razem </div></div><div class="c x6 y3de w61 h64"><div class="t m0 x12 h3a y37d ff3 fs6 fc1 sc0 ls0 ws0">Należności z tytułu dostaw i usług oraz </div><div class="t m0 x12 h3a y64 ff3 fs6 fc1 sc0 ls0 ws0">pozostałe należności (netto)<span class="ff2"> </span></div></div><div class="c x8f y3de w8f h64"><div class="t m0 xa h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">6 170  </div></div><div class="c x98 y3de wa2 h64"><div class="t m0 xa0 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y3de wa3 h64"><div class="t m0 x7c h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd7 y3de wa4 h64"><div class="t m0 x16 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">6 170  </div></div><div class="c x6 yb w61 h44"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Wartość brutto<span class="ff2"> </span></div></div><div class="c x8f yb w8f h44"><div class="t m0 x6 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x98 yb wa2 h44"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 yb wa3 h44"><div class="t m0 x7c h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 yb wa4 h44"><div class="t m0 xb2 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 yc w61 h4c"><div class="t m0 x12 h3a y3df ff3 fs6 fc1 sc0 ls0 ws0">Odpisy aktualizujące<span class="ff2"> </span></div></div><div class="c x8f yc w8f h4c"><div class="t m0 xa h6 y31e ff9 fs3 fc1 sc0 ls0 ws0">1 680<span class="ff2 fs2">  </span></div></div><div class="c x98 yc wa2 h4c"><div class="t m0 xa0 h11 y31e ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 yc wa3 h4c"><div class="t m0 x7c h11 y31e ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 yc wa4 h4c"><div class="t m0 x16 h6 y31e ff9 fs3 fc1 sc0 ls0 ws0">1 680<span class="ff2 fs2">  </span></div></div><div class="c x6 y3e0 w61 h44"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Środki pieniężne<span class="ff2"> </span></div></div><div class="c x8f y3e0 w8f h44"><div class="t m0 xd8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c x98 y3e0 wa2 h44"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y3e0 wa3 h44"><div class="t m0 x7c h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 y3e0 wa4 h44"><div class="t m0 x1a h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">209 <span class="ls0"> </span></div></div><div class="c x6 y3e1 w61 h45"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Udzielone pożyczki pieniężne<span class="ff2"> </span></div></div><div class="c x8f y3e1 w8f h45"><div class="t m0 xa h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c x98 y3e1 wa2 h45"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y3e1 wa3 h45"><div class="t m0 x7c h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 y3e1 wa4 h45"><div class="t m0 x16 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c x6 y3e2 w61 h64"><div class="t m0 x12 h3a y37d ff3 fs6 fc1 sc0 ls0 ws0">Udziały, akcje i pozostałe aktywa </div><div class="t m0 x12 h3a y64 ff3 fs6 fc1 sc0 ls0 ws0">długoterminowe<span class="ff2"> </span></div></div><div class="c x8f y3e2 w8f h64"><div class="t m0 x6 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x98 y3e2 wa2 h64"><div class="t m0 x1e h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c xd6 y3e2 wa3 h64"><div class="t m0 x7c h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 y3e2 wa4 h64"><div class="t m0 x64 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c x6 y3e3 w61 h45"><div class="t m0 x12 h1b y2fc ff1 fs6 fc1 sc0 ls0 ws0">AKTYWA FINANSOWE </div></div><div class="c x8f y3e3 w8f h45"><div class="t m0 xa hd y87 ff7 fs3 fc1 sc0 ls0 ws0">7 141  </div></div><div class="c x98 y3e3 wa2 h45"><div class="t m0 x1e hd y87 ff7 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c xd6 y3e3 wa3 h45"><div class="t m0 x7c hd y87 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd7 y3e3 wa4 h45"><div class="t m0 x64 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">205 069  </div></div><div class="c x6 y3e4 w61 h45"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Oprocentowane kredyty i pożyczki<span class="ff2"> </span></div></div><div class="c x8f y3e4 w8f h45"><div class="t m0 x6 h3a y39 ff2 fs6 fc1 sc0 ls0 ws0">- </div></div><div class="c x98 y3e4 wa2 h45"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd6 y3e4 wa3 h45"><div class="t m0 x7c h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 y3e4 wa4 h45"><div class="t m0 xb2 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y3e5 w61 h64"><div class="t m0 x12 h3a y37d ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania z tytułu dostaw i usług oraz </div><div class="t m0 x12 h3a y64 ff3 fs6 fc1 sc0 ls0 ws0">pozostałe zobowiązania<span class="ff2"> </span></div></div><div class="c x8f y3e5 w8f h64"><div class="t m0 xd8 h3a y37d ff2 fs6 fc1 sc0 lsc ws0">661<span class="ls0"> </span></div></div><div class="c x98 y3e5 wa2 h64"><div class="t m0 xa0 h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd6 y3e5 wa3 h64"><div class="t m0 x7c h11 y37e ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 y3e5 wa4 h64"><div class="t m0 x1a h11 y37e ff9 fs3 fc1 sc0 ls9 ws0">661 <span class="ls0"> </span></div></div><div class="c x6 y3e6 w61 h45"><div class="t m0 x12 h3a y39 ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania leasingowe<span class="ff2"> </span></div></div><div class="c x8f y3e6 w8f h45"><div class="t m0 x6 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x98 y3e6 wa2 h45"><div class="t m0 xa0 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd6 y3e6 wa3 h45"><div class="t m0 x7c h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xd7 y3e6 wa4 h45"><div class="t m0 xb2 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y3e7 w61 h44"><div class="t m0 x12 h1b y39 ffb fs6 fc1 sc0 ls0 ws0">ZOBOWIĄZANIA FINANSOWE<span class="ff1"> </span></div></div><div class="c x8f y3e7 w8f h44"><div class="t m0 xd8 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">661 <span class="ls0"> </span></div></div><div class="c x98 y3e7 wa2 h44"><div class="t m0 xa0 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd6 y3e7 wa3 h44"><div class="t m0 x7c hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd7 y3e7 wa4 h44"><div class="t m0 x1a hd y276 ff7 fs3 fc1 sc0 ls9 ws0">661 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y3e8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y3e9 ff1 fs2 fc1 sc0 ls0 ws0">5.17.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Kredyty i poży<span class="_ _2"></span>czki otrzyma<span class="_ _2"></span>n<span class="ff1">e </span></span></span></div><div class="t m0 x0 h6 y3ea ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y3eb ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _c"></span>w <span class="_ _c"></span>dn. <span class="_ _c"></span><span class="ff2">19.06.2018 <span class="_ _c"></span></span>r. <span class="_ _c"></span>zawarła <span class="_ _c"></span>umowę <span class="_ _c"></span>kredytową <span class="_ _c"></span>z <span class="_ _c"></span>Toyota <span class="_ _c"></span>Bank <span class="_ _c"></span>Polska <span class="_ _c"></span><span class="ff2 ls10">SA<span class="ls0"> <span class="_ _c"></span></span></span>na <span class="_ _c"></span>kwotę <span class="_ _c"></span>55,<span class="_ _0"></span><span class="ff2"> </span>tys. <span class="_ _c"></span>zł, </div><div class="t m0 x0 h6 y29b ff2 fs2 fc1 sc0 ls0 ws0">oprocentowanie 8,<span class="_ _2"></span>99%, kr<span class="_ _2"></span>edyt zawarty na okre<span class="_ _2"></span>s do dnia 19.06.<span class="_ _2"></span>2023 <span class="_ _0"></span><span class="ls2">r.</span> </div><div class="t m0 x0 h6 y3ec ff3 fs2 fc1 sc0 ls0 ws0">Kredyt został sp<span class="_ _2"></span>łacony, saldo kredytu na <span class="_ _2"></span>31.12.2023<span class="ff2"> r. wyn<span class="_ _2"></span>osi <span class="ff3">0 zł</span>. </span></div><div class="t m0 x0 h5 y3ed ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y3ee ff1 fs2 fc1 sc0 ls0 ws0">5.18.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Zobowiązania<span class="_ _2"></span><span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y3ef ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y3f0 wa5 h43"><div class="t m0 x2a hd y274 ff6 fs3 fc1 sc0 ls0 ws0">Zobowiązania <span class="_ _2"></span>z tytułu dostaw <span class="_ _2"></span>i usług i pozosta<span class="_ _2"></span>łe </div><div class="t m0 xa hd y5d ff6 fs3 fc1 sc0 ls0 ws0">zobowiązania<span class="_ _2"></span> krótkoterminowe<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x9e y3f1 w59 h45"><div class="t m0 x68 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xd9 y3f1 w59 h45"><div class="t m0 x68 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c x9e y3f0 w59 h45"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd9 y3f0 w59 h45"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y3f2 wa5 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _2"></span>tytułu dostaw<span class="_ _2"></span> i usług<span class="ff9"> </span></div></div><div class="c x9e y3f2 w59 h45"><div class="t m0 x80 h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">255 <span class="ls0"> </span></div></div><div class="c xd9 y3f2 w59 h45"><div class="t m0 x80 h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">296 <span class="ls0"> </span></div></div><div class="c x6 y3f3 wa5 h45"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _2"></span>tytułu wynagro<span class="_ _2"></span>dzeń<span class="ff9"> </span></div></div><div class="c x9e y3f3 w59 h45"><div class="t m0 x80 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">110 <span class="ls0"> </span></div></div><div class="c xd9 y3f3 w59 h45"><div class="t m0 x8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">62 <span class="ls0"> </span></div></div><div class="c x6 y3f4 wa5 h51"><div class="t m0 x12 h11 y2bd ff8 fs3 fc1 sc0 ls0 ws0">Zobowiązania z <span class="_ _2"></span>tytułu pozostał<span class="_ _2"></span>ych podatków<span class="_ _2"></span>, ceł i </div><div class="t m0 x12 h11 y2be ff8 fs3 fc1 sc0 ls0 ws0">ubezpieczeń spo<span class="_ _2"></span>łecznych<span class="ff9"> </span></div></div><div class="c x9e y3f4 w59 h51"><div class="t m0 x80 h11 y2bd ff9 fs3 fc1 sc0 ls9 ws0">142 <span class="ls0"> </span></div></div><div class="c xd9 y3f4 w59 h51"><div class="t m0 x80 h11 y2bd ff9 fs3 fc1 sc0 ls9 ws0">171 <span class="ls0"> </span></div></div><div class="c x6 y20f wa5 h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Rezerwa na bad<span class="_ _2"></span>anie sprawo<span class="_ _2"></span>zdania finansoweg<span class="_ _2"></span>o </div></div><div class="c x9e y20f w59 h45"><div class="t m0 x8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">42 <span class="ls0"> </span></div></div><div class="c xd9 y20f w59 h45"><div class="t m0 x8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">25 <span class="ls0"> </span></div></div><div class="c x6 ybd wa5 h4c"><div class="t m0 x12 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">Rezerwa na <span class="ff8">zaleg<span class="_ _2"></span>łe urlopy<span class="ff9"> </span></span></div></div><div class="c x9e ybd w59 h4c"><div class="t m0 x8 h11 y3ca ff9 fs3 fc1 sc0 ls9 ws0">93 <span class="ls0"> </span></div></div><div class="c xd9 ybd w59 h4c"><div class="t m0 x8 h11 y3ca ff9 fs3 fc1 sc0 ls9 ws0">33 <span class="ls0"> </span></div></div><div class="c x6 y3f5 wa5 h45"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Rozliczenia międ<span class="_ _2"></span>zyokresowe<span class="_ _2"></span> oraz pozostałe <span class="_ _2"></span>zobowiązania<span class="ff9"> </span></div></div><div class="c x9e y3f5 w59 h45"><div class="t m0 x8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">19 <span class="ls0"> </span></div></div><div class="c xd9 y3f5 w59 h45"><div class="t m0 x8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">19 <span class="ls0"> </span></div></div><div class="c x6 y3f6 wa5 h45"><div class="t m0 x12 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">RAZEM ZOBOWIĄ<span class="_ _2"></span>ZANIA KRÓ<span class="_ _2"></span>TKOTERMINOW<span class="_ _2"></span>E:<span class="ff7"> </span></div></div><div class="c x9e y3f6 w59 h45"><div class="t m0 x80 hd y87 ff7 fs3 fc1 sc0 ls9 ws0">661 <span class="ls0"> </span></div></div><div class="c xd9 y3f6 w59 h45"><div class="t m0 x80 hd y87 ff7 fs3 fc1 sc0 ls9 ws0">606 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y1e5 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y1e6 ff1 fs2 fc1 sc0 ls0 ws0">5.19.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Umowy z klienta<span class="_ _2"></span>mi i przycho<span class="_ _2"></span>dy z umów z klientami<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y1e7 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1e8 ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="ls10">SA</span> <span class="ff3">jest spółką in<span class="_ _2"></span>westycyjną, nie d<span class="_ _2"></span>ostarcza produ<span class="_ _2"></span>któw <span class="ff2">detalicznych na ryne<span class="_ _2"></span>k.  </span></span></div><div class="t m0 x0 h6 y1e9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y399 ff3 fs2 fc1 sc0 ls0 ws0">Zasady przewidz<span class="_ _2"></span>iane w MSSF 15 d<span class="_ _2"></span>otyczą wszystkich u<span class="_ _2"></span>mów skutkując<span class="_ _2"></span>ych przychod<span class="_ _2"></span>ami.<span class="ff2"> </span></div><div class="t m0 x0 h6 y39a ff3 fs2 fc1 sc0 ls0 ws0">Fundamentalną <span class="_ _a"></span>zasadą <span class="_ _a"></span>standardu <span class="_ _a"></span>jest <span class="_ _8"></span>ujmowanie <span class="_ _a"></span>przychodów <span class="_ _a"></span>w <span class="_ _a"></span>momencie <span class="_ _a"></span>transferu <span class="_ _8"></span>towarów <span class="_ _a"></span>lub </div><div class="t m0 x0 h6 y39b ff3 fs2 fc1 sc0 ls0 ws0">usług <span class="_ _8"></span>na <span class="_ _8"></span>rzecz <span class="_ _a"></span>klienta, <span class="_ _8"></span>w <span class="_ _8"></span>wysokości <span class="_ _8"></span>ceny <span class="_ _a"></span>transakcyjnej. <span class="_ _8"></span>Wszelkie <span class="_ _a"></span>towary <span class="_ _8"></span>lub <span class="_ _8"></span>usługi <span class="_ _a"></span>sprzedawane <span class="_ _8"></span>w </div><div class="t m0 x0 h6 y3f7 ff3 fs2 fc1 sc0 ls0 ws0">pakietach, <span class="_ _0"></span>które <span class="_ _c"></span>da <span class="_ _c"></span>się <span class="_ _0"></span>wyodrębnić <span class="_ _c"></span>w <span class="_ _c"></span>ramach <span class="_ _0"></span>pakietu, <span class="_ _0"></span>należy <span class="_ _c"></span>ujmować <span class="_ _0"></span>o<span class="_ _0"></span><span class="ff2">ddzielnie, <span class="_ _c"></span>ponadto <span class="_ _0"></span>wszelkie </span></div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w0 h0" ><div class="pc pc1f w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA44AAAW+CAIAAACnP+lUAAAACXBIWXMAABYlAAAWJQFJUiTwAAAYTUlEQVR42u3aO5OiQBSAUR1obRCLxP//A8kon9g8NptwapLdhfaczKzv1YJPdL8syw4AgI+XUpqmaT3niTGW3hUA+LQC+EHf95s45ziOWzlqSimEsImj1nVdVdV6zhNC2HuqCigABaAAPq0AftA0TVEUmzhqjNE1MHtSFQWgABSAAlAAwFpTdZ7nYRgUgAJQAAoAANaYql3XKQAAAFaXqv4AAADAOn1ZAQAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAJCqVgAAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACkqhUAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAAqWoFAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAQKpaAQAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAJCqVgAAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgAgVQEAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAAkKoAAEhVAACQqgAAIFUBAJCqAAAgVQEAkKoAACBVAQCQqgAAIFUBAECqAgAgVQEAQKoCACBVAQBAqgIAgFQFAECqAgCAVAUAQKoCAIBUBQAAqQoAgFQFAACpCgCAVAUAAKkKAIBUBQAAqQoAAFIVAACpCgAAUhUAAKkKAABSFQAApCoAAFIVAACkKgAAUhUAAKQqAABSFQAApCoAAEhVAACkKgAASFUAAKQqAABIVQAAkKoAAEhVAACQqgAASFUAAJCqAABIVQAAkKoAACBVAQCQqgAAIFUBAJCqAAAgVQEAQKoCACBVAQBAqgIAIFUBAECqAgCAVAUAQKoCAIBUBQBAqgIAgFQFAECqAgCAVAUAAKkKAIBUBQAAqQoAgFQFAACpCgAAUhUAAKkKAABSFQAAqQoAAFIVAACpCgAAUhUAAKQqAABSFQAApCoAAFIVAACkKgAASFUAAKQqAABIVQAApCoAAEhVAACkKgAASFUAAJCqAABIVQAA+AtKKwAAeL1emU3U9/1qz3a5XIqikKoAHyGlNE1TThPd7/dxHHOa6Hq9vt/vzD51IYScJmrbtiyz6qKmaX6Zg//e19dvf9jfL8viKs9/NE1TSimniYZhyOyr+fP5fDwebrFrVtd1VVU5TRRjPB6POU0UQlhtNMCa7ed5HobhOxput1tO443juOan326xu93ucDicz+ecJirL8nQ65TRRURSZfeoA2FKqdl33/bpt28wmjDF6mwEAtugPQBy5F5hT/OoAAAAASUVORK5CYII="/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">31</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">upusty  i <span class="_ _e"> </span>rabaty <span class="_ _e"> </span>dotyczące<span class="_ _2"></span> <span class="_ _1f"> </span>ceny<span class="_ _0"></span> <span class="_ _1f"> </span>transakcyjnej <span class="_ _e"> </span>należy  co <span class="_ _e"> </span>do <span class="_ _e"> </span>zasady  alokować  do <span class="_ _e"> </span>poszczególnych </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">elementów pakietu.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">W przypadku, <span class="_ _2"></span>gdy <span class="_ _2"></span>wysokość p<span class="_ _2"></span>rzychodu j<span class="_ _2"></span>est zmienna, <span class="_ _2"></span>zg<span class="_ _2"></span>odnie z n<span class="_ _2"></span>owym stand<span class="_ _2"></span>ardem k<span class="_ _2"></span>woty z<span class="_ _2"></span>mienne są<span class="_ _2"></span> </div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">zaliczane  do  przychodów,  o  ile  istnieje  duże  prawdopodobieństwo,  że  w  przyszłości  nie  nastąpi </div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">odwrócenie ujęcia <span class="_ _0"></span>przychodu w <span class="_ _0"></span>wyniku <span class="_ _0"></span>przeszacowan<span class="_ _2"></span>ia wartości. P<span class="_ _0"></span>onadto, zgodnie <span class="_ _0"></span>z MSSF <span class="_ _0"></span>15 <span class="_ _0"></span>koszty </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">poniesione <span class="_ _a"></span>w <span class="_ _c"></span>celu <span class="_ _a"></span>pozyskania <span class="_ _a"></span>i <span class="_ _a"></span>zabezpieczenia <span class="_ _c"></span>kontraktu <span class="_ _a"></span>z <span class="_ _a"></span>klientem <span class="_ _c"></span>należy <span class="_ _a"></span>aktywować <span class="_ _c"></span>i <span class="_ _8"></span>rozliczać <span class="_ _c"></span>w </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">czasie przez okre<span class="_ _2"></span>s konsumowania korz<span class="_ _2"></span>yści z tego kont<span class="_ _2"></span>raktu.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c2 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">Objaśnienia <span class="_ _1c"> </span>do <span class="_ _1c"> </span>standardu <span class="_ _1c"> </span>MSSF <span class="_ _1c"> </span>dostarczają <span class="_ _17"> </span>dod<span class="_ _2"></span>atkowych <span class="_ _1c"> </span>informacji <span class="_ _1c"> </span>i <span class="_ _1c"> </span>wyjaśnień <span class="_ _1c"> </span>dotyczących </div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">głównych <span class="_ _2"></span>założeń <span class="_ _2"></span>przyjętyc<span class="_ _2"></span>h <span class="_ _2"></span>w MSSF <span class="_ _f"></span>1<span class="_ _0"></span>5, <span class="_ _2"></span>m.in. <span class="_ _2"></span>na tem<span class="_ _2"></span>at identyfika<span class="_ _2"></span>cji <span class="_ _2"></span>osobnych <span class="_ _2"></span>obowiązk<span class="_ _2"></span>ów, ustalen<span class="_ _2"></span>ia </div><div class="t m0 x0 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">czy <span class="_ _a"></span>jednost<span class="_ _2"></span>ka <span class="_ _a"></span>pełni <span class="_ _c"></span>rolę <span class="_ _c"></span>pośrednika <span class="_ _c"></span>(agenta), <span class="_ _c"></span>czy <span class="_ _a"></span>też <span class="_ _c"></span>jest <span class="_ _c"></span>głównym <span class="_ _a"></span>dostawcą <span class="_ _c"></span>dóbr <span class="_ _c"></span>i <span class="_ _a"></span>usług <span class="_ _a"></span>(principal)<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">oraz sposobu ewidencji<span class="_ _2"></span> przychodów z<span class="_ _2"></span> tytułu licencji.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">Oprócz <span class="_ _17"> </span>dodat<span class="_ _2"></span>kowych <span class="_ _1c"> </span>objaśnień, <span class="_ _17"> </span>wprowadz<span class="_ _2"></span>ono <span class="_ _17"> </span>także <span class="_ _1c"> </span>zwolnienia <span class="_ _1c"> </span>i <span class="_ _17"> </span>uproszcz<span class="_ _2"></span>enia <span class="_ _17"> </span>dla <span class="_ _1c"> </span>jednostek </div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">stosujących nowy st<span class="_ _2"></span>andard po raz pierwszy.<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y1c9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">Po <span class="_ _f"></span>dokonanej <span class="_ _f"></span>analizie, <span class="_ _f"></span>Spółka <span class="_ _f"></span>informuje, <span class="_ _f"></span>że <span class="_ _f"></span>zastosowanie <span class="_ _f"></span>zarówno <span class="_ _f"></span>standardu <span class="_ _5"></span>M<span class="_ _0"></span>SSF <span class="_ _f"></span>15 <span class="_ _2"></span>jak<span class="_ _2"></span> <span class="_ _f"></span>i <span class="_ _2"></span>objaśnieni<span class="_ _2"></span>a </div><div class="t m0 x0 h6 y1cb ff3 fs2 fc1 sc0 ls0 ws0">do niego, nie miały wpływu na sprawozdanie<span class="_ _2"></span> finansowe w stosunku do dotychcza<span class="_ _2"></span>sowych uregulowań<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1cc ff3 fs2 fc1 sc0 ls0 ws0">z <span class="_ _a"></span>uwagi <span class="_ _a"></span>na <span class="_ _8"></span>fakt, <span class="_ _a"></span>że <span class="_ _a"></span>umowy <span class="_ _a"></span>zawarte <span class="_ _a"></span>przez <span class="_ _a"></span>Spółkę <span class="_ _a"></span>nie <span class="_ _a"></span>zawierają <span class="_ _a"></span>w <span class="_ _8"></span>sobie <span class="_ _a"></span>cech <span class="_ _a"></span>powodujących <span class="_ _a"></span>zmianę </div><div class="t m0 x0 h6 y1cd ff3 fs2 fc1 sc0 ls0 ws0">podejścia do ujm<span class="_ _2"></span>owania oraz wyceny prz<span class="_ _2"></span>ychodów uz<span class="_ _2"></span>yskiwanych prz<span class="_ _2"></span>ez Spółkę.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1ce ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y1cf ff1 fs2 fc1 sc0 ls0 ws0">5.20.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Sprawy sądo<span class="_ _2"></span>we<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y1d0 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1d1 ff3 fs2 fc1 sc0 ls0 ws0">Na dzień bilansow<span class="_ _2"></span>y nie toczą się spraw<span class="_ _2"></span>y sądowe<span class="ff2"> Emit<span class="_ _2"></span>enta. </span></div><div class="t m0 x0 h6 y1d2 ff3 fs2 fc1 sc0 ls0 ws0">Nie wystąpiły czynniki<span class="_ _2"></span> pow<span class="_ _2"></span>odujące dokonanie is<span class="_ _2"></span>totnych rozliczeń z <span class="_ _2"></span>tytułu spraw <span class="_ _2"></span>sądowych.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1d3 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y1d4 ff1 fs2 fc1 sc0 ls0 ws0">5.21.<span class="ff7"> <span class="_ _1f"> </span></span>Rozliczenia pod<span class="_ _2"></span>atkowe </div><div class="t m0 x0 h6 y1d5 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1d6 ff2 fs2 fc1 sc0 ls0 ws0">Rozliczenia podatk<span class="_ _2"></span>owe oraz inn<span class="_ _2"></span>e obszary dzia<span class="ff3">łalności <span class="_ _2"></span>podlegające regulacj<span class="_ _2"></span>om<span class="ff2"> </span>mogą być<span class="_ _2"></span> przedmiotem<span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y1d7 ff3 fs2 fc1 sc0 ls0 ws0">kontroli  organów  administracyjnych,  które  uprawnione  są <span class="_ _e"> </span>do  nakładania  wysokich  kar <span class="_ _e"> </span>i  sankcji. </div><div class="t m0 x0 h6 y1d8 ff3 fs2 fc1 sc0 ls0 ws0">Rozliczenia <span class="_ _a"></span>podatkowe <span class="_ _a"></span>mogą <span class="_ _a"></span>być <span class="_ _8"></span>przedmiote<span class="_ _2"></span>m <span class="_ _8"></span>kontroli <span class="_ _a"></span>przez <span class="_ _a"></span>okres <span class="_ _8"></span>pięciu <span class="_ _a"></span>lat, <span class="_ _a"></span>począwszy <span class="_ _a"></span>o<span class="_ _0"></span>d <span class="_ _a"></span>końca </div><div class="t m0 x0 h6 y1d9 ff3 fs2 fc1 sc0 ls0 ws0">roku,  w <span class="_ _16"> </span>którym  nastąpiła<span class="_ _2"></span> <span class="_ _10"> </span>zapłata <span class="_ _10"> </span>podatku. <span class="_ _10"> </span>W <span class="_ _10"> </span>w<span class="ff2">yniku  prz<span class="_ _2"></span>eprowadzanych <span class="_ _16"> </span>ko<span class="_ _0"></span>ntroli <span class="_ _10"> </span>dotychczas<span class="_ _2"></span>owe </span></div><div class="t m0 x0 h6 y1da ff3 fs2 fc1 sc0 ls0 ws0">rozliczenia <span class="_ _1f"> </span>podatkowe <span class="_ _1f"> </span>Spółki <span class="_ _e"> </span>mogą <span class="_ _e"> </span>zostać<span class="_ _2"></span> <span class="_ _e"> </span>powiększone  o <span class="_ _e"> </span>dodatkowe <span class="_ _e"> </span>zobowiąz<span class="_ _2"></span>ania <span class="_ _e"> </span>podatkowe.<span class="_ _f"></span> </div><div class="t m0 x0 h6 y1db ff3 fs2 fc1 sc0 ls0 ws0">Zdaniem <span class="_ _13"> </span>Spółki <span class="_ _1c"> </span>na <span class="_ _13"> </span>dzień <span class="_ _13"> </span><span class="ff2">3<span class="_ _0"></span>1.12.<span class="ls1">20</span>23 <span class="_ _1c"> </span>roku <span class="_ _13"> </span>nie <span class="_ _1c"> </span>by</span>ło <span class="_ _13"> </span>potrzeby <span class="_ _13"> </span>tworzenia <span class="_ _13"> </span>rezerw <span class="_ _1c"> </span>związany<span class="ff2">ch <span class="_ _13"> </span>z </span></div><div class="t m0 x0 h6 y1dc ff2 fs2 fc1 sc0 ls0 ws0">rozpoznanym i p<span class="_ _2"></span>oliczalnym ryzykie<span class="_ _2"></span>m podatkowym.  </div><div class="t m0 x0 h6 yb6 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y1dd ff1 fs2 fc1 sc0 ls0 ws0">5.22.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Gwarancje i porę<span class="_ _2"></span>czenia<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y1de ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1df ff3 fs2 fc1 sc0 ls0 ws0">Na dzień bilansow<span class="_ _2"></span>y gwarancje i poręcz<span class="_ _2"></span>enia nie występ<span class="_ _2"></span>ują. <span class="ff2"> </span></div><div class="t m0 x0 h6b y3f8 ff1 fs7 fc7 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y3f9 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>dzień <span class="_ _a"></span>bilansowy <span class="_ _a"></span>zobowiązania <span class="_ _a"></span>warunk<span class="_ _2"></span>owe <span class="_ _a"></span>nie <span class="_ _a"></span>występują, <span class="_ _a"></span>od <span class="_ _a"></span>czasu <span class="_ _8"></span>zakończ<span class="_ _2"></span>enia <span class="_ _a"></span>ostatniego <span class="_ _a"></span>roku </div><div class="t m0 x0 h6 y3fa ff3 fs2 fc1 sc0 ls0 ws0">obrotowego nie <span class="_ _2"></span>miały miejsca zmian<span class="_ _2"></span>y zobowiązań <span class="_ _2"></span>warunkowych lub ak<span class="_ _2"></span>tywów warun<span class="_ _2"></span>kowych.<span class="ff2"> </span></div><div class="t m0 x0 h6 y3fb ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </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 x0 y1a wa6 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">32</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y8d ff1 fs2 fc1 sc0 ls0 ws0">5.23.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Transakcje z po<span class="_ _2"></span>dmiotami p<span class="_ _2"></span>owiązanymi zgod<span class="_ _2"></span>nie z MSR 24<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y3fc w89 h6c"><div class="t m0 x47 h30 y16b ff7 fs8 fc1 sc0 ls0 ws0">Transakcje<span class="_ _2"></span> i salda <span class="_ _2"></span>z Inwestycja<span class="_ _2"></span>mi </div></div><div class="c xb8 y3fd wa7 h6d"><div class="t m0 xda h30 y3fe ff7 fs8 fc1 sc0 ls0 ws0">Rodzaj t<span class="_ _2"></span>ransakcji </div></div><div class="c xdb y3fd wa8 h45"><div class="t m0 x5a h30 y3ff ff7 fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c xb8 y3fc w8e h54"><div class="t m0 x3d h30 y400 ff6 fs8 fc1 sc0 ls0 ws0">Sprzeda<span class="_ _2"></span>ż netto </div><div class="t m0 x58 h30 y401 ff7 fs8 fc1 sc0 ls0 ws0">na rzecz </div><div class="t m0 x11 h30 y36 ff6 fs8 fc1 sc0 ls0 ws0">podmiotów </div><div class="t m0 x6a h30 y26f ff6 fs8 fc1 sc0 ls0 ws0">powiąza<span class="_ _2"></span>nych<span class="ff7"> </span></div></div><div class="c x9 y3fc wa9 h54"><div class="t m0 x6a h30 y400 ff7 fs8 fc1 sc0 ls0 ws0">Zakupy <span class="_ _2"></span>netto </div><div class="t m0 x5a h30 y401 ff6 fs8 fc1 sc0 ls0 ws0">od podm<span class="_ _2"></span>iotów </div><div class="t m0 x6a h30 y36 ff6 fs8 fc1 sc0 ls0 ws0">powiąza<span class="_ _2"></span>nych<span class="ff7"> </span></div></div><div class="c xc8 y3fc waa h54"><div class="t m0 x42 h30 y400 ff6 fs8 fc1 sc0 ls0 ws0">Należności<span class="_ _2"></span> od </div><div class="t m0 x4a h30 y401 ff6 fs8 fc1 sc0 ls0 ws0">podmiotów </div><div class="t m0 xae h30 y36 ff6 fs8 fc1 sc0 ls0 ws0">powiąza<span class="_ _2"></span>nych<span class="ff7"> </span></div></div><div class="c xdc y3fc wab h54"><div class="t m0 x4d h30 y400 ff6 fs8 fc1 sc0 ls0 ws0">Zobowiązan<span class="_ _2"></span>ia </div><div class="t m0 x25 h30 y401 ff7 fs8 fc1 sc0 ls0 ws0">wobec </div><div class="t m0 xd h30 y36 ff6 fs8 fc1 sc0 ls0 ws0">podmiotów </div><div class="t m0 x4a h30 y26f ff6 fs8 fc1 sc0 ls0 ws0">powiąza<span class="_ _2"></span>nych<span class="ff7"> </span></div></div><div class="c xa9 y3fc w83 h54"><div class="t m0 x3d h30 y400 ff6 fs8 fc1 sc0 ls0 ws0">Pożyczki<span class="_ _2"></span> </div><div class="t m0 x61 h30 y401 ff7 fs8 fc1 sc0 ls0 ws0">udzielo<span class="_ _2"></span>ne </div></div><div class="c xba y3fc w74 h54"><div class="t m0 x42 h30 y400 ff7 fs8 fc1 sc0 ls0 ws0">Przycho<span class="_ _2"></span>dy/   </div><div class="t m0 x4a h30 y401 ff7 fs8 fc1 sc0 ls0 ws0">koszty z </div><div class="t m0 x70 h30 y36 ff6 fs8 fc1 sc0 ls0 ws0">tytułu </div><div class="t m0 x47 h30 y26f ff7 fs8 fc1 sc0 ls0 ws0">odsetek </div></div><div class="c xdb y3fc wac h54"><div class="t m0 x12 h33 y402 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y403 wad h44"><div class="t m0 x12 h34 y44 ff9 fs8 fc1 sc0 ls0 ws0">TUP Proper<span class="_ _2"></span>ty Sp. z o.o<span class="_ _2"></span>. </div></div><div class="c xb8 y403 w34 h44"><div class="t m0 xc h34 y44 ff9 fs8 fc1 sc0 lse ws0">61 <span class="ls0"> </span></div></div><div class="c x9 y403 wa9 h44"><div class="t m0 x93 h34 y44 ff9 fs8 fc1 sc0 lse ws0">4 <span class="ls0"> </span></div></div><div class="c xc8 y403 waa h44"><div class="t m0 x18 h34 y44 ff9 fs8 fc1 sc0 lse ws0">109 <span class="ls0"> </span></div></div><div class="c xdc y403 wab h44"><div class="t m0 xd8 h34 y44 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y403 w83 h44"><div class="t m0 x20 h34 y44 ff9 fs8 fc1 sc0 lse ws0">369 <span class="ls0"> </span></div></div><div class="c xba y403 w74 h44"><div class="t m0 x1c h34 y44 ff9 fs8 fc1 sc0 lse ws0">29 <span class="ls0"> </span></div></div><div class="c xdb y403 wae h44"><div class="t m0 x12 h33 y404 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y405 wad h45"><div class="t m0 x12 h34 y289 ff9 fs8 fc1 sc0 ls0 ws0">Miasteczko<span class="_ _2"></span> Siewierz Je<span class="_ _2"></span>ziorna Sp<span class="_ _2"></span>. z o.o. </div></div><div class="c xb8 y405 w34 h45"><div class="t m0 xc1 h34 y289 ff9 fs8 fc1 sc0 lse ws0">480 <span class="ls0"> </span></div></div><div class="c x9 y405 wa9 h45"><div class="t m0 x19 h34 y289 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xc8 y405 waa h45"><div class="t m0 xa h34 y289 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xdc y405 wab h45"><div class="t m0 xc6 h34 y289 ff9 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xa9 y405 w83 h45"><div class="t m0 x50 h34 y289 ff9 fs8 fc1 sc0 ls0 ws0">1 901  </div></div><div class="c xba y405 w74 h45"><div class="t m0 x51 h34 y289 ff9 fs8 fc1 sc0 ls0 ws0">1 339  </div></div><div class="c xdb y405 wae h45"><div class="t m0 x12 h33 y3ff ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y406 wad h44"><div class="t m0 x12 h34 y44 ff8 fs8 fc1 sc0 ls0 ws0">Przystań Sie<span class="_ _2"></span>wierz Sp.<span class="_ _2"></span> z o.o.<span class="ff9"> </span></div></div><div class="c xb8 y406 w34 h44"><div class="t m0 x19 h34 y44 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x9 y406 wa9 h44"><div class="t m0 x19 h34 y44 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xc8 y406 waa h44"><div class="t m0 x1a h34 y44 ff9 fs8 fc1 sc0 lse ws0">37 <span class="ls0"> </span></div></div><div class="c xdc y406 wab h44"><div class="t m0 xc6 h34 y44 ff9 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xa9 y406 w83 h44"><div class="t m0 x20 h34 y44 ff9 fs8 fc1 sc0 lse ws0">172 <span class="ls0"> </span></div></div><div class="c xba y406 w74 h44"><div class="t m0 x1d h34 y44 ff9 fs8 fc1 sc0 lse ws0">6 <span class="ls0"> </span></div></div><div class="c xdb y406 wae h44"><div class="t m0 x12 h33 y404 ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y407 w89 h45"><div class="t m0 x12 h30 y289 ff7 fs8 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xb8 y407 w8e h45"><div class="t m0 xc1 h30 y289 ff7 fs8 fc1 sc0 lse ws0">541 <span class="ls0"> </span></div></div><div class="c x9 y407 wa9 h45"><div class="t m0 x93 h30 y289 ff7 fs8 fc1 sc0 lse ws0">4 <span class="ls0"> </span></div></div><div class="c xc8 y407 waa h45"><div class="t m0 x18 h30 y289 ff7 fs8 fc1 sc0 lse ws0">146 <span class="ls0"> </span></div></div><div class="c xdc y407 wab h45"><div class="t m0 xd8 h30 y289 ff7 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xa9 y407 w83 h45"><div class="t m0 x50 h30 y289 ff7 fs8 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c xba y407 w74 h45"><div class="t m0 x51 h30 y289 ff7 fs8 fc1 sc0 ls0 ws0">1 374  </div></div><div class="c xdb y407 wae h45"><div class="t m0 x12 h33 y3ff ffc fs8 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h5 y408 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y409 ff3 fs2 fc1 sc0 ls0 ws0">Wszystkie <span class="_ _0"></span>transakcje <span class="_ _c"></span>pomiędz<span class="_ _2"></span>y <span class="_ _c"></span>podmiotami <span class="_ _0"></span>powiązanymi <span class="_ _c"></span>zosta<span class="_ _2"></span>ły <span class="_ _c"></span>zawarte <span class="_ _0"></span>na <span class="_ _c"></span>warunkach <span class="_ _0"></span>rynkowych. </div><div class="t m0 x0 h6 y40a ff3 fs2 fc1 sc0 ls0 ws0">Transakcje <span class="_ _12"> </span>zawarte <span class="_ _12"> </span>z <span class="_ _13"> </span>podmio<span class="_ _2"></span>tami <span class="_ _12"> </span>powiązanymi <span class="_ _12"> </span>dotyczyły <span class="_ _12"> </span>przede <span class="_ _12"> </span>wszystkim <span class="_ _12"> </span>usług <span class="_ _13"> </span>zarządzan<span class="_ _2"></span>ia, </div><div class="t m0 x0 h6 y40b ff3 fs2 fc1 sc0 ls0 ws0">księgowych, poż<span class="_ _2"></span>yczek. <span class="ff2"> </span></div><div class="t m0 x0 h6 y40c ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y40d ff1 fs2 fc1 sc0 ls0 ws0">5.24.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Kapitał własny </span></span>ak<span class="_ _2"></span>cje i akcjon<span class="_ _2"></span>ariat </div><div class="t m0 x0 h6 y3e3 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y40e waf h6e"><div class="t m0 x3f hd y40f ff6 fs3 fc1 sc0 ls0 ws0">Kapitał własny<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c xdd y410 wb0 h4e"><div class="t m0 x20 hd y411 ff6 fs3 fc1 sc0 ls0 ws0">Ilość wyemitowanyc<span class="_ _2"></span>h akcji na<span class="_ _2"></span> dzień<span class="ff7"> </span></div></div><div class="c xdd y40e wb1 h45"><div class="t m0 x51 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xde y40e wb2 h45"><div class="t m0 x51 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y1d2 waf h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Seria A- uprzywilejow<span class="_ _2"></span>ane </div></div><div class="c xdd y1d2 wb1 h44"><div class="t m0 x93 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">1 607 567 </div></div><div class="c xde y1d2 wb2 h44"><div class="t m0 x93 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">1 607 <span class="ls9">567</span> </div></div><div class="c x6 y1d3 waf h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Seria A - <span class="ff8">zwykłe<span class="_ _2"></span><span class="ff9"> </span></span></div></div><div class="c xdd y1d3 wb1 h45"><div class="t m0 xdf h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xde y1d3 wb2 h45"><div class="t m0 xdf h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x6 y2fd waf h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Seria B </div></div><div class="c xdd y2fd wb1 h44"><div class="t m0 x1b h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">13 504 778 </div></div><div class="c xde y2fd wb2 h44"><div class="t m0 x1b h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">13 504 778 </div></div><div class="c x6 y412 waf h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Seria C </div></div><div class="c xdd y412 wb1 h45"><div class="t m0 xdf h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xde y412 wb2 h45"><div class="t m0 xdf h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x6 y413 waf h5d"><div class="t m0 x12 h11 y414 ff9 fs3 fc1 sc0 ls0 ws0">Seria D </div></div><div class="c xdd y413 wb1 h5d"><div class="t m0 xdf h11 y414 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xde y413 wb2 h5d"><div class="t m0 xdf h11 y414 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x6 y415 waf h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Seria F </div></div><div class="c xdd y415 wb1 h45"><div class="t m0 xdf h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c xde y415 wb2 h45"><div class="t m0 xdf h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">0 </div></div><div class="c x6 y416 waf h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Seria G </div></div><div class="c xdd y416 wb1 h44"><div class="t m0 x37 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">227 500 </div></div><div class="c xde y416 wb2 h44"><div class="t m0 x37 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">117 500 </div></div><div class="c x6 y417 waf h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Seria H </div></div><div class="c xdd y417 wb1 h45"><div class="t m0 xd3 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">40 000 </div></div><div class="c xde y417 wb2 h45"><div class="t m0 xd3 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">40 000 </div></div><div class="c x6 y1af waf h44"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Razem: </div></div><div class="c xdd y1af wb1 h44"><div class="t m0 x15 h6f y418 ff7 fs6 fc1 sc0 ls0 ws0">15 379 845  </div></div><div class="c xde y1af wb2 h44"><div class="t m0 x15 h6f y418 ff7 fs6 fc1 sc0 ls0 ws0">15 269 845  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y419 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h24 y41a ff2 fs7 fc1 sc0 ls0 ws0">Akcje uprzywilejowan<span class="_ _0"></span>e - <span class="ff3">Każda <span class="_ _0"></span>akcja uprzy<span class="_ _0"></span>wilejowana daje prawo do 5 <span class="_ _0"></span>gł<span class="_ _0"></span>osów na Walnym Zgromadzen<span class="_ _0"></span>iu<span class="_ _0"></span></span> </div><div class="t m0 x0 h6 y41b ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y41c wa5 h43"><div class="t m0 x58 hd y274 ff6 fs3 fc1 sc0 ls0 ws0">Wartość księgowa<span class="_ _2"></span> na akcję <span class="_ _2"></span>i rozwodniona wa<span class="_ _2"></span>rtość </div><div class="t m0 x7c hd y41d ff6 fs3 fc1 sc0 ls0 ws0">księgowa na akcję<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x9e y41e w59 h44"><div class="t m0 x68 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xd9 y41e w59 h44"><div class="t m0 x68 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Na <span class="ff6">dzień</span> </div></div><div class="c x9e y41c w59 h45"><div class="t m0 xb6 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xd9 y41c w59 h45"><div class="t m0 xb6 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y1df wa5 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Wartość księgo<span class="_ _2"></span>wa <span class="ff9"> </span></div></div><div class="c x9e y1df w59 h44"><div class="t m0 xa h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">204 518 000 <span class="_ _2"></span> </div></div><div class="c xd9 y1df w59 h44"><div class="t m0 xa h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">196 823 000 <span class="_ _2"></span> </div></div><div class="c x6 y393 wa5 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Liczba akcji <span class="_ _2"></span>zwykłych<span class="ff9"> </span></div></div><div class="c x9e y393 w59 h45"><div class="t m0 xd4 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">15 379 845  </div></div><div class="c xd9 y393 w59 h45"><div class="t m0 xd4 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">15 269 845  </div></div><div class="c x6 y41f wa5 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Wartość księgo<span class="_ _2"></span>wa na jedną a<span class="_ _2"></span>kcję zwykłą (w<span class="_ _2"></span> złotych)<span class="ff9"> </span></div></div><div class="c x9e y41f w59 h44"><div class="t m0 x87 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">13,30  </div></div><div class="c xd9 y41f w59 h44"><div class="t m0 x87 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">12,89  </div></div><div class="c x6 y420 wa5 h4c"><div class="t m0 x12 h11 y3ca ff8 fs3 fc1 sc0 ls0 ws0">Przewidywana<span class="_ _2"></span> liczba akcji zw<span class="_ _2"></span>ykłych<span class="ff9"> </span></div></div><div class="c x9e y420 w59 h4c"><div class="t m0 xd4 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">15 639 845  </div></div><div class="c xd9 y420 w59 h4c"><div class="t m0 xd4 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">15 712 345  </div></div><div class="c x6 y421 wa5 h55"><div class="t m0 x12 h11 y2ca ff8 fs3 fc1 sc0 ls0 ws0">Rozwodniona<span class="_ _2"></span> wartość księgow<span class="_ _2"></span>a na jedną ak<span class="_ _2"></span>cję zwykłą (w </div><div class="t m0 x12 h11 y2be ff8 fs3 fc1 sc0 ls0 ws0">złotych)<span class="ff9"> </span></div></div><div class="c x9e y421 w59 h55"><div class="t m0 x87 h11 y2ca ff9 fs3 fc1 sc0 ls0 ws0">13,08  </div></div><div class="c xd9 y421 w59 h55"><div class="t m0 x87 h11 y2ca ff9 fs3 fc1 sc0 ls0 ws0">12,53  </div></div><div class="c x6 y422 wa5 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Rozwodniony z<span class="_ _2"></span>ysk na 1 akcję<span class="ff9"> </span></div></div><div class="c x9e y422 w59 h45"><div class="t m0 x96 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">0,48  </div></div><div class="c xd9 y422 w59 h45"><div class="t m0 x96 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">0,27  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h5 y30d ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y3cd ff1 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w0 h0" ><div class="pc pc21 w0 h0"><img class="bi x0 y1a w54 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">33</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y2a ff1 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y2c w79 h1f"><div class="t m0 x9c hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Najwięksi akcjonar<span class="_ _2"></span>iusze<span class="ff7"> </span></div></div><div class="c xa7 y2c w6f h1f"><div class="t m0 x4d hd y71 ff7 fs3 fc1 sc0 ls0 ws0">Liczba akcji<span class="_ _2"></span> </div></div><div class="c xe0 y2c w66 h1f"><div class="t m0 x61 hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Liczba głosów<span class="ff7"> </span></div></div><div class="c xbc y2c w7e h1f"><div class="t m0 xae hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Udział w kapita<span class="_ _2"></span>le </div><div class="t m0 x11 hd y2c0 ff7 fs3 fc1 sc0 ls0 ws0">podstawowy<span class="_ _2"></span>m </div></div><div class="c x86 y2c w6e h1f"><div class="t m0 xe1 hd y71 ff6 fs3 fc1 sc0 ls0 ws0">Udział w </div><div class="t m0 xae hd y2c0 ff6 fs3 fc1 sc0 ls0 ws0">głosach na WZ<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x6 y423 w79 h45"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Hlamata Holding<span class="_ _2"></span>s Ltd. </div></div><div class="c xa7 y423 w6f h45"><div class="t m0 xb3 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">7 769 708  </div></div><div class="c xe0 y423 w66 h45"><div class="t m0 x50 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">14 044 908  </div></div><div class="c xbc y423 w7e h45"><div class="t m0 xc1 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">50,52% </div></div><div class="c x86 y423 w6e h45"><div class="t m0 x56 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">64,40% </div></div><div class="c x6 y424 w79 h57"><div class="t m0 x12 h11 y168 ff9 fs3 fc1 sc0 ls0 ws0">Robert Moritz<span class="_ _2"></span> </div></div><div class="c xa7 y424 w6f h57"><div class="t m0 xa1 h11 y168 ff9 fs3 fc1 sc0 ls0 ws0">99 700  </div></div><div class="c xe0 y424 w66 h57"><div class="t m0 xa1 h11 y168 ff9 fs3 fc1 sc0 ls0 ws0">99 700  </div></div><div class="c xbc y424 w7e h57"><div class="t m0 xc h11 y168 ff9 fs3 fc1 sc0 ls0 ws0">0,65% </div></div><div class="c x86 y424 w6e h57"><div class="t m0 x18 h11 y168 ff9 fs3 fc1 sc0 ls0 ws0">0,46% </div></div><div class="c x6 y425 w79 h70"><div class="t m0 x12 h11 y426 ff8 fs3 fc1 sc0 ls0 ws0">Hlamata Holding<span class="_ _2"></span>s Ltd (podmio<span class="_ _2"></span>t zależny </div><div class="t m0 x12 h11 y427 ff8 fs3 fc1 sc0 ls0 ws0">od Elżbiety Morit<span class="_ _2"></span>z) + Pan Rob<span class="_ _2"></span>ert Moritz </div><div class="t m0 x12 h3a y428 ff9 fs3 fc1 sc0 ls0 ws0">na podstawie<span class="ff2 fs9"> <span class="fs6">domnieman<span class="_ _2"></span>ia </span></span></div><div class="t m0 x12 h6 y44 ff2 fs6 fc1 sc0 ls0 ws0">porozumienia<span class="fs2"> </span></div></div><div class="c xa7 y425 w6f h70"><div class="t m0 xb3 h11 y426 ff9 fs3 fc1 sc0 ls0 ws0">7 869 408  </div></div><div class="c xe0 y425 w66 h70"><div class="t m0 x50 h11 y426 ff9 fs3 fc1 sc0 ls0 ws0">14 144 608  </div></div><div class="c xbc y425 w7e h70"><div class="t m0 xc1 h11 y426 ff9 fs3 fc1 sc0 ls0 ws0">51,17% </div></div><div class="c x86 y425 w6e h70"><div class="t m0 x56 h11 y426 ff9 fs3 fc1 sc0 ls0 ws0">64,85% </div></div><div class="c x6 y429 w79 h71"><div class="t m0 x12 h6 y42a ff9 fs3 fc1 sc0 ls0 ws0">Investors TFI S.<span class="ff2 fs2 ls25">A.<span class="ls0"> </span></span></div></div><div class="c xa7 y429 w6f h71"><div class="t m0 xb3 h11 y307 ff9 fs3 fc1 sc0 ls0 ws0">1 184 000  </div></div><div class="c xe0 y429 w66 h71"><div class="t m0 xb3 h11 y307 ff9 fs3 fc1 sc0 ls0 ws0">1 184 000  </div></div><div class="c xbc y429 w7e h71"><div class="t m0 xc h11 y307 ff9 fs3 fc1 sc0 ls0 ws0">7,70% </div></div><div class="c x86 y429 w6e h71"><div class="t m0 x18 h11 y307 ff9 fs3 fc1 sc0 ls0 ws0">5,43% </div></div><div class="c x6 y42b w79 h45"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Razem: </div></div><div class="c xa7 y42b w6f h45"><div class="t m0 xb3 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">9 053 408  </div></div><div class="c xe0 y42b w66 h45"><div class="t m0 x50 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">15 328 608  </div></div><div class="c xbc y42b w7e h45"><div class="t m0 xc1 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">58,87% </div></div><div class="c x86 y42b w6e h45"><div class="t m0 x56 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">70,28% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h5 y42c ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h5 y42d ff1 fs2 fc1 sc0 ls0 ws0">Emisja akcji <span class="_ _2"></span>z programu motywa<span class="_ _2"></span>cyjnego pracowni<span class="_ _2"></span>czego: </div><div class="t m0 x0 h6 y42e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y42f ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _f"></span><span class="ff3">19 <span class="_ _f"></span>października <span class="_ _f"></span>2023 <span class="_ _f"></span>r. <span class="_ _f"></span>na <span class="_ _f"></span>podstawie <span class="_ _f"></span>zleceń<span class="ff2"> <span class="_ _f"></span><span class="ff3">rozrachunku, <span class="_ _f"></span>o <span class="_ _f"></span>których <span class="_ _f"></span>mowa <span class="_ _5"></span>w <span class="_ _2"></span>§ <span class="_ _f"></span>6 <span class="_ _f"></span>Szczegółowych </span></span></span></div><div class="t m0 x0 h6 y430 ff3 fs2 fc1 sc0 ls0 ws0">Zasad <span class="_ _f"></span>Działania <span class="_ _f"></span>KDPW, <span class="_ _f"></span>nast<span class="_ _2"></span>ąpiła <span class="_ _f"></span>rejestracja <span class="_ _f"></span>w <span class="_ _f"></span>KDPW <span class="_ _f"></span>oraz <span class="_ _5"></span>przyznanie <span class="_ _f"></span>uprawnionym <span class="_ _f"></span>poprzez <span class="_ _f"></span>rejestrację<span class="ff2"> </span></div><div class="t m0 x0 h6 y431 ff3 fs2 fc1 sc0 ls0 ws0">na <span class="_ _0"></span>rachunkach <span class="_ _0"></span>papierów <span class="_ _0"></span>wartościowych osób <span class="_ _c"></span>uprawnionych 57.500 <span class="_ _0"></span>akcji <span class="_ _0"></span>zwykłych <span class="_ _0"></span>na <span class="_ _0"></span>okaziciela <span class="_ _0"></span>serii </div><div class="t m0 x0 h6 y432 ff3 fs2 fc1 sc0 ls0 ws0">G  Spółki  (&quot;Akcje&quot;),  co<span class="_ _2"></span>  zgodnie  z  art.  45<span class="_ _2"></span>1  §  2  Kodeksu  spółek<span class="_ _2"></span>  handlowych  było<span class="ff2">  </span>równoznaczne<span class="_ _2"></span>  z </div><div class="t m0 x0 h6 y433 ff3 fs2 fc1 sc0 ls0 ws0">przyznaniem akcji w <span class="_ _0"></span>ramach warunkowego podwyższeni<span class="_ _2"></span>a <span class="_ _0"></span>kapitału zakładoweg<span class="_ _2"></span>o Spółki. <span class="_ _0"></span>Zgodnie z <span class="_ _0"></span>art. </div><div class="t m0 x0 h6 y434 ff3 fs2 fc1 sc0 ls0 ws0">451 <span class="_ _f"></span>§2 <span class="_ _f"></span>w z<span class="_ _2"></span>w. <span class="_ _f"></span>art. <span class="_ _f"></span>452 <span class="_ _2"></span>§1 <span class="_ _f"></span>Kodeksu <span class="_ _f"></span>spółek <span class="_ _f"></span>handlowych, <span class="_ _f"></span>w <span class="_ _f"></span>związku <span class="_ _2"></span>z <span class="_ _f"></span>przyznaniem<span class="_ _2"></span> <span class="_ _f"></span>Akc<span class="_ _0"></span>ji, <span class="_ _f"></span>nastąpiło <span class="_ _f"></span>nabycie </div><div class="t m0 x0 h6 y435 ff3 fs2 fc1 sc0 ls0 ws0">praw z <span class="_ _0"></span>Akcji <span class="_ _0"></span>i <span class="_ _0"></span>podwyższenie kapitału <span class="_ _0"></span>zakładowego Spółki o<span class="_ _0"></span> <span class="_ _0"></span>sumę<span class="ff2"> <span class="_ _0"></span></span>równą<span class="ff2"> <span class="_ _0"></span></span>wartości nom<span class="_ _0"></span>inalnej Akcji, <span class="_ _0"></span>tj. </div><div class="t m0 x0 h6 y436 ff3 fs2 fc1 sc0 ls0 ws0">o kwotę<span class="ff2"> </span>57.500 złotych. Kapitał zakładowy Spółki z<span class="_ _2"></span>ostał zatem podwyższony z kwoty 15.322.3<span class="_ _2"></span>45,00 zł </div><div class="t m0 x0 h6 y437 ff3 fs2 fc1 sc0 ls0 ws0">do kwoty 15.379.8<span class="_ _2"></span>45,00 złotych<span class="ff2">. <span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y438 ff3 fs2 fc1 sc0 ls0 ws0">Po p<span class="_ _2"></span>rzyznaniu <span class="_ _f"></span>Akcji k<span class="_ _2"></span>apitał <span class="_ _f"></span>zakładowy E<span class="_ _2"></span>mitenta <span class="_ _f"></span>wynosi <span class="_ _2"></span>15.379.845,<span class="_ _2"></span>00 z<span class="_ _2"></span>łotych <span class="_ _f"></span>i dzieli<span class="_ _2"></span> się<span class="ff2"> <span class="_ _f"></span>na 15.37<span class="_ _2"></span>9.845 </span></div><div class="t m0 x0 h6 y439 ff3 fs2 fc1 sc0 ls0 ws0">akcji o wartości n<span class="_ _2"></span>ominalnej 1 zł (jeden z<span class="_ _2"></span>łoty), w ty<span class="_ _2"></span>m:<span class="ff2"> </span></div><div class="t m0 x0 h6 y43a ff2 fs2 fc1 sc0 ls0 ws0">(i)1.607.567 <span class="ff3">akcji up<span class="_ _2"></span>rzywilejowan<span class="_ _2"></span>ych imiennych serii A<span class="_ _2"></span> (&quot;Akcje Założy<span class="_ _2"></span>cielskie&quot;),<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y43b ff3 fs2 fc1 sc0 ls0 ws0">(ii)13.504.778 akcji<span class="_ _2"></span> zwykłyc<span class="_ _2"></span>h na okaziciela s<span class="_ _2"></span>erii B,<span class="ff2"> </span></div><div class="t m0 x0 h6 y43c ff3 fs2 fc1 sc0 ls0 ws0">(iii) 227 500 akcji z<span class="_ _2"></span>wykłych <span class="_ _2"></span>na okaziciela serii<span class="_ _2"></span> G.<span class="ff2"> </span></div><div class="t m0 x0 h6 y43d ff3 fs2 fc1 sc0 ls0 ws0">(iv) 40.000 akcji zw<span class="_ _2"></span>ykłych na okazici<span class="_ _2"></span>ela serii H<span class="ff2">. </span></div><div class="t m0 x0 h6 y43e ff3 fs2 fc1 sc0 ls0 ws0">Akcje <span class="_ _a"></span>Założycielskie <span class="_ _a"></span>są<span class="ff2"> <span class="_ _a"></span></span>uprzywilejowan<span class="_ _2"></span>e <span class="_ _a"></span>co <span class="_ _8"></span>do <span class="_ _a"></span>głosu <span class="_ _a"></span>w <span class="_ _a"></span>ten <span class="_ _a"></span>sposób, <span class="_ _8"></span><span class="ls2d">że<span class="_ _0"></span></span><span class="ff2"> <span class="_ _8"></span></span>każda <span class="_ _a"></span>akcja <span class="_ _a"></span>daje <span class="_ _a"></span>prawo <span class="_ _a"></span>do <span class="_ _a"></span>5 </div><div class="t m0 x0 h6 y43f ff3 fs2 fc1 sc0 ls0 ws0">głosów na Walny<span class="_ _2"></span>m Zgromad<span class="_ _2"></span>zeniu.<span class="ff2"> </span></div><div class="t m0 x0 h6 y440 ff3 fs2 fc1 sc0 ls0 ws0">Ogólna liczba <span class="_ _0"></span>głosów w <span class="_ _c"></span>Sp<span class="_ _2"></span>ółce <span class="_ _0"></span>wynikających ze <span class="_ _0"></span>wszystkich wyemitowan<span class="_ _2"></span>ych <span class="_ _0"></span>akcji wynosi: <span class="_ _0"></span>21.810.113.<span class="ff2"> </span></div><div class="t m0 x0 h6 y441 ff3 fs2 fc1 sc0 ls0 ws0">Po <span class="_ _8"></span>przyznaniu <span class="_ _8"></span>Akcji <span class="_ _8"></span>wysokość<span class="ff2"> <span class="_ _8"></span></span>warunkowego <span class="_ _8"></span>podwyższenia <span class="_ _a"></span>kapitału <span class="_ _8"></span>zakładowego <span class="_ _8"></span>Emitenta <span class="_ _a"></span>wy<span class="_ _0"></span>nosi: </div><div class="t m0 x0 h6 y442 ff3 fs2 fc1 sc0 ls0 ws0">332 500 złotych.<span class="_ _2"></span> <span class="ff2"> </span></div><div class="t m0 x0 h6 y443 ff2 fs2 fc1 sc0 ls0 ws0">Podstaw<span class="ff3">ą</span> <span class="_ _f"></span>emisji <span class="_ _f"></span>Akcji <span class="_ _f"></span><span class="ff3">była<span class="ff2"> <span class="_ _5"></span><span class="ff3">Uchwała <span class="_ _2"></span>nr<span class="_ _2"></span> <span class="_ _f"></span>16 <span class="_ _f"></span>Zwyczajnego <span class="_ _f"></span>Walnego <span class="_ _5"></span>Zgromadzenia <span class="_ _f"></span>Spółki <span class="_ _f"></span>z <span class="_ _f"></span>dnia <span class="_ _f"></span>18 <span class="_ _f"></span>czerwca </span></span></span></div><div class="t m0 x0 h6 y22c ff3 fs2 fc1 sc0 ls0 ws0">2015 <span class="_ _15"> </span>roku <span class="_ _b"> </span>w <span class="_ _15"> </span>sprawie <span class="_ _15"> </span>przeprowadzenia <span class="_ _15"> </span>programu <span class="_ _15"> </span>motywacyjnego <span class="_ _15"> </span>w <span class="_ _15"> </span>Spółce, <span class="_ _b"> </span>warunkoweg<span class="_ _2"></span>o </div><div class="t m0 x0 h6 y22d ff3 fs2 fc1 sc0 ls0 ws0">podwyższenia kapitału zakładowego w <span class="_ _0"></span>zw. z <span class="_ _0"></span>emisją<span class="ff2"> <span class="_ _0"></span></span>akcji <span class="_ _0"></span>zwykłych na okaziciela <span class="_ _0"></span>serii G <span class="_ _0"></span>z wyłączeniem </div><div class="t m0 x0 h6 y12b ff2 fs2 fc1 sc0 ls0 ws0">w <span class="_ _16"> </span><span class="ff3">całości <span class="_ _9"> </span>prawa <span class="_ _16"> </span>poboru <span class="_ _16"> </span>dotychczasowych <span class="_ _9"> </span>akcjonariusz<span class="_ _2"></span>y, <span class="_ _16"> </span>zmiany <span class="_ _9"> </span>Statutu <span class="_ _16"> </span>Spółki, <span class="_ _16"> </span>emisji <span class="_ _9"> </span>warrantów </span></div><div class="t m0 x0 h6 y444 ff3 fs2 fc1 sc0 ls0 ws0">subskrypcyjnych z <span class="_ _2"></span>wyłączeniem <span class="_ _2"></span>w całości prawa pob<span class="_ _2"></span>oru dotychczaso<span class="_ _2"></span>wych akcjonari<span class="_ _2"></span>uszy. <span class="ff2"> </span></div><div class="t m0 x0 h6 y445 ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _2"></span>07.11.2023 <span class="_ _f"></span>r. <span class="_ _f"></span>Zarząd <span class="_ _f"></span>Giełdy <span class="_ _2"></span>Papierów <span class="_ _f"></span>Wartościow<span class="_ _2"></span>ych <span class="_ _f"></span>w <span class="_ _2"></span>Warszawie <span class="_ _f"></span><span class="ff2 ls10">SA<span class="ls0"> <span class="ff3">(<span class="_ _2"></span>&quot;GPW&quot;) <span class="_ _f"></span>podjął <span class="_ _f"></span>uchwałę </span></span></span></div><div class="t m0 x0 h6 y446 ff3 fs2 fc1 sc0 ls0 ws0">w <span class="_ _f"></span>sprawie <span class="_ _f"></span>dopuszczenia <span class="_ _5"></span>i <span class="_ _2"></span>wprowadzenia <span class="_ _5"></span>do <span class="_ _f"></span>obrotu <span class="_ _f"></span>giełdowego <span class="_ _f"></span>na <span class="_ _f"></span>Głównym <span class="_ _5"></span>Rynku <span class="_ _f"></span>GPW <span class="_ _f"></span>akcji <span class="_ _f"></span>zwykłych<span class="_ _2"></span> </div><div class="t m0 x0 h6 y447 ff3 fs2 fc1 sc0 ls0 ws0">na <span class="_ _c"></span>okaziciela <span class="_ _c"></span>serii <span class="_ _c"></span>G <span class="_ _c"></span>Spółki <span class="_ _c"></span>(&quot;Uchwała&quot;). <span class="_ _c"></span>Na <span class="_ _c"></span>mocy <span class="_ _c"></span>Uchwały <span class="_ _c"></span>Zarząd <span class="_ _c"></span>GPW <span class="_ _c"></span>stwierdził, <span class="_ _a"></span><span class="ls1c">że</span><span class="ff2"> <span class="_ _c"></span></span>zgodnie <span class="_ _c"></span>z <span class="_ _c"></span>§ <span class="_ _c"></span>19 </div><div class="t m0 x0 h6 y234 ff3 fs2 fc1 sc0 ls0 ws0">ust. 1<span class="_ _2"></span> i <span class="_ _f"></span>2 Regu<span class="_ _2"></span>laminu <span class="_ _2"></span>Giełdy<span class="_ _2"></span> d<span class="_ _2"></span>o obr<span class="_ _2"></span>otu g<span class="_ _2"></span>iełdoweg<span class="_ _2"></span>o na<span class="_ _2"></span> <span class="_ _2"></span>rynku <span class="_ _2"></span>podstawow<span class="_ _2"></span>ym d<span class="_ _2"></span>opusz<span class="_ _2"></span>czonych j<span class="_ _2"></span>est <span class="_ _2"></span>57.500 </div><div class="t m0 x0 h6 y235 ff3 fs2 fc1 sc0 ls0 ws0">akcji zwykłych na okazici<span class="_ _2"></span>ela serii G Spółki, o wart<span class="_ _2"></span>ości nominalnej 1 zł (jeden z<span class="_ _2"></span>łoty) każda, oznaczon<span class="_ _2"></span>ych </div><div class="t m0 x0 h6 y448 ff2 fs2 fc1 sc0 ls0 ws0">przez <span class="_ _9"> </span>Krajowy <span class="_ _9"> </span>D<span class="_ _0"></span>epozy<span class="ff3">t <span class="_ _9"> </span>Papierów <span class="_ _9"> </span>Wartościowych <span class="_ _16"> </span></span><span class="ls10">SA</span> <span class="_ _9"> </span>kodem <span class="_ _9"> </span>&quot;PLTRNSU00096&quot; <span class="_ _9"> </span>(&quot;Akcje&quot;). <span class="_ _9"> </span>Zgodnie <span class="_ _16"> </span>z </div><div class="t m0 x0 h6 y449 ff3 fs2 fc1 sc0 ls0 ws0">Uchwałą, na podstawie § 36, § <span class="_ _0"></span>37 oraz § <span class="_ _0"></span>38 ust. <span class="_ _0"></span>1 i 3<span class="_ _0"></span> Regulaminu Giełdy, w <span class="_ _0"></span>zwią<span class="_ _2"></span>zku z § <span class="_ _0"></span>3a ust. <span class="_ _0"></span>1, 2 <span class="_ _0"></span>i 3 </div><div class="t m0 x0 h6 y44a ff3 fs2 fc1 sc0 ls0 ws0">Regulaminu <span class="_ _9"> </span>Giełdy, <span class="_ _16"> </span>Zarząd <span class="_ _16"> </span>GPW <span class="_ _16"> </span>postanowił <span class="_ _9"> </span>wprowadzić<span class="ff2"> <span class="_ _16"> </span>z <span class="_ _10"> </span>dniem<span class="_ _2"></span> <span class="_ _16"> </span>14 <span class="_ _10"> </span>list<span class="_ _2"></span>opada <span class="_ _16"> </span>2023 <span class="_ _16"> </span>r. <span class="_ _16"> </span>do <span class="_ _16"> </span>obrotu </span></div><div class="t m0 x0 h6 y44b ff3 fs2 fc1 sc0 ls0 ws0">giełdowego <span class="_ _0"></span>na <span class="_ _c"></span>rynku <span class="_ _c"></span>podstawowym <span class="_ _0"></span>Akcje <span class="_ _c"></span>Spółki <span class="_ _c"></span>ALT<span class="_ _2"></span>A <span class="_ _c"></span><span class="ff2 ls10">SA<span class="ls0">, <span class="_ _c"></span>pod <span class="_ _c"></span>warunkiem <span class="_ _c"></span>dokonan<span class="_ _2"></span>ia <span class="_ _c"></span>przez <span class="_ _c"></span>Krajo<span class="_ _2"></span>wy </span></span></div><div class="t m0 x0 h6 y23a ff3 fs2 fc1 sc0 ls0 ws0">Depozyt <span class="_ _a"></span>P<span class="_ _0"></span>apierów <span class="_ _8"></span>Wartościow<span class="_ _2"></span>ych <span class="_ _8"></span><span class="ff2 ls10">SA<span class="ls0"> <span class="_ _9"></span>(&quot;KDPW&quot;) <span class="_ _a"></span>w <span class="_ _9"></span>d<span class="_ _2"></span>niu <span class="_ _8"></span>14 <span class="_ _8"></span>listo<span class="_ _0"></span>pada <span class="_ _a"></span>2023 <span class="_ _9"></span>r. <span class="_ _8"></span>asymilacji <span class="_ _a"></span>tych <span class="_ _8"></span>Akcji <span class="_ _9"></span>z </span></span></div><div class="t m0 x0 h6 y44c ff3 fs2 fc1 sc0 ls0 ws0">akcjami Spółki będąc<span class="_ _2"></span>ymi w obroci<span class="_ _2"></span>e giełdowy<span class="_ _2"></span>m, oznaczony<span class="_ _2"></span>mi kodem &quot;PLTRNS<span class="_ _2"></span>U00013&quot;. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w0 h0" ><div class="pc pc22 w0 h0"><img class="bi x0 y1a w54 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">34</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _17"> </span>dniu <span class="_ _1c"> </span>8 <span class="_ _17"> </span>listopada <span class="_ _1c"> </span>2023 <span class="_ _17"> </span>r. <span class="_ _1c"> </span>Krajowy <span class="_ _17"> </span>Depozyt <span class="_ _1c"> </span>Papierów <span class="_ _17"> </span>Wartościo<span class="_ _2"></span>wych <span class="_ _17"> </span><span class="ff2 ls10">SA<span class="ls0"> <span class="_ _17"> </span></span></span>(&quot;KDPW&quot;) <span class="_ _1c"> </span>wydał </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">oświadczenie <span class="_ _9"> </span>nr <span class="_ _16"> </span>1053/202<span class="_ _2"></span>3 <span class="_ _16"> </span>zgodnie <span class="_ _16"> </span>z <span class="_ _9"> </span>którym <span class="_ _16"> </span>KDPW <span class="_ _9"> </span>postanowiło <span class="_ _16"> </span>dokonać<span class="ff2"> <span class="_ _10"> </span>asy<span class="_ _2"></span>milacji <span class="_ _9"> </span>57.500 <span class="_ _16"> </span>akcji </span></div><div class="t m0 x0 h6 y164 ff3 fs2 fc1 sc0 ls0 ws0">zwykłych <span class="_ _1c"> </span>na <span class="_ _17"> </span>okaziciela <span class="_ _17"> </span>o <span class="_ _17"> </span>wartości <span class="_ _17"> </span>nomin<span class="_ _2"></span>alnej <span class="_ _17"> </span>1 <span class="_ _1c"> </span>zł <span class="_ _18"> </span>każd<span class="_ _2"></span>a, <span class="_ _17"> </span>oznaczonych<span class="_ _2"></span> <span class="_ _17"> </span>przez <span class="_ _17"> </span>KDPW <span class="_ _1c"> </span>kodem </div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">&quot;PLTRNSU00096<span class="_ _2"></span>&quot; <span class="_ _f"></span>(&quot;Akcje&quot;), <span class="_ _f"></span>z <span class="_ _f"></span>pozostałymi <span class="_ _f"></span>akcjami <span class="_ _f"></span>Spółki <span class="_ _f"></span>będący<span class="_ _2"></span>mi <span class="_ _f"></span>w <span class="_ _f"></span>o<span class="_ _0"></span>brocie <span class="_ _f"></span>giełd<span class="_ _2"></span>owym, <span class="_ _f"></span>oznaczonymi </div><div class="t m0 x0 h6 y194 ff2 fs2 fc1 sc0 ls0 ws0">kodem <span class="_ _2"></span>&quot;PLTRNSU<span class="_ _2"></span>00013&quot;, <span class="_ _f"></span>w dniu <span class="_ _2"></span>14 <span class="_ _2"></span>listopada <span class="_ _f"></span>2023 r. <span class="_ _f"></span><span class="ff3">Tym samym <span class="_ _f"></span>spełnił się<span class="ff2"> <span class="_ _f"></span><span class="ff3">warunek, o <span class="_ _2"></span>któr<span class="_ _2"></span>ym <span class="_ _2"></span>mowa </span></span></span></div><div class="t m0 x0 h6 y1c0 ff2 fs2 fc1 sc0 ls0 ws0">w <span class="_ _9"></span>uchwale <span class="_ _8"></span>nr <span class="_ _8"></span>1202/2023 <span class="_ _8"></span>GPW <span class="_ _8"></span>w <span class="_ _9"> </span>sprawie <span class="_ _8"></span>dopuszczenia <span class="_ _8"></span>i <span class="_ _9"></span>wprowa<span class="ff3">dzenia <span class="_ _8"></span>do <span class="_ _9"></span>obrotu <span class="_ _8"></span>giełdowego <span class="_ _8"></span>na </span></div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">Głównym <span class="_ _16"> </span>Rynku <span class="_ _16"> </span>GPW <span class="_ _10"> </span>akc<span class="_ _2"></span>ji <span class="_ _16"> </span>zwykłych <span class="_ _10"> </span>na <span class="_ _16"> </span>okaziciela <span class="_ _16"> </span>serii <span class="_ _16"> </span>G <span class="_ _16"> </span>Spółki. <span class="_ _10"> </span>W <span class="_ _16"> </span>związku <span class="_ _16"> </span>z <span class="_ _16"> </span>tym<span class="_ _0"></span> <span class="_ _16"> </span>Akcje<span class="_ _0"></span><span class="ff2">  </span>z<span class="_ _2"></span>ostały<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">wprowadzone do <span class="_ _2"></span>obrotu giełdoweg<span class="_ _2"></span>o na Głównym Ryn<span class="_ _2"></span>ku GPW w dniu<span class="_ _2"></span> 14 listopada 20<span class="_ _2"></span>23 r. <span class="ff2"> </span></div><div class="t m0 x0 h6 y23e ff3 fs2 fc1 sc0 ls0 ws0">Zgodnie <span class="_ _c"></span>z <span class="_ _0"></span>art. <span class="_ _c"></span>452 <span class="_ _c"></span>§ <span class="_ _0"></span>4 <span class="_ _c"></span>Kodeksu <span class="_ _c"></span>spółek <span class="_ _c"></span>handl<span class="_ _2"></span>owych, <span class="_ _c"></span>Zarząd<span class="_ _2"></span> <span class="_ _c"></span>dokonał <span class="_ _0"></span>zgłoszenia <span class="_ _c"></span>do <span class="_ _c"></span>sądu<span class="_ _2"></span> <span class="_ _c"></span>rejestroweg<span class="_ _2"></span>o </div><div class="t m0 x0 h6 y23f ff3 fs2 fc1 sc0 ls0 ws0">wykazu <span class="_ _9"> </span>objętych <span class="_ _9"></span>i <span class="_ _9"></span>przyznanych <span class="_ _9"></span>akcji <span class="_ _9"></span>celem <span class="_ _9"></span>uaktu<span class="_ _2"></span>alnienia <span class="_ _9"></span>wpisu <span class="_ _8"></span>kapitału <span class="_ _9"> </span>zakładowego, <span class="_ _9"> </span>w <span class="_ _9"> </span>terminie </div><div class="t m0 x0 h6 y240 ff3 fs2 fc1 sc0 ls0 ws0">wynikającym z obo<span class="_ _2"></span>wiązujących przepi<span class="_ _2"></span>sów prawa.<span class="ff2"> </span>KRS <span class="_ _2"></span>dokonał wpisu w dn<span class="_ _2"></span>iu 14 listopada <span class="_ _2"></span>2023<span class="ff2"> <span class="ls2">r.</span> </span></div><div class="t m0 x7c h5 y44d ff1 fs2 fc1 sc0 ls0 ws0">5.25.<span class="ff7"> <span class="_ _1f"> </span></span> Program Motywac<span class="_ _2"></span>yjny </div><div class="t m0 x0 h6 y44e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y44f ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _a"></span>zrealizowała <span class="_ _c"></span>Program <span class="_ _a"></span>Motywacyjny<span class="_ _2"></span> <span class="_ _a"></span>III <span class="_ _a"></span>(program <span class="_ _a"></span>obejmował <span class="_ _a"></span>program<span class="_ _2"></span> <span class="_ _a"></span>pracowniczy <span class="_ _a"></span>i <span class="_ _a"></span>program </div><div class="t m0 x0 h6 y219 ff3 fs2 fc1 sc0 ls0 ws0">dla <span class="_ _9"> </span>zarządu). <span class="_ _9"></span>Nadz<span class="_ _2"></span>ór <span class="_ _9"> </span>nad <span class="_ _9"></span>wypełni<span class="_ _2"></span>aniem <span class="_ _9"></span>kryterió<span class="_ _2"></span>w <span class="_ _9"> </span>programu <span class="_ _9"></span>spra<span class="_ _2"></span>wowała <span class="_ _9"></span>Rad<span class="_ _2"></span>a <span class="_ _9"> </span>Nadzorcza <span class="_ _9"></span>i <span class="_ _8"></span>Zarząd </div><div class="t m0 x0 h6 y21a ff3 fs2 fc1 sc0 ls0 ws0">podejmując stosown<span class="_ _2"></span>e uchwały. <span class="ff2"> </span></div><div class="t m0 x0 h6 y21b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y21c ff2 fs2 fc1 sc0 ls0 ws0">Podsumowanie reali<span class="_ _2"></span>zacji: </div><div class="t m0 x0 h6 y242 ff3 fs2 fc1 sc0 ls0 ws0">Na dzień przekazania raportu wszystkie warranty <span class="ff2">wyemitowane w ramach programu pracowniczego <span class="ls2e">i </span></span></div><div class="t m0 x0 h6 y243 ff2 fs2 fc1 sc0 ls0 ws0">programu <span class="ff3">dla zarz<span class="_ _2"></span>ądu zostały objęte prz<span class="_ _2"></span>ez osoby upr<span class="_ _2"></span>awnione<span class="ff2"> </span>a następnie został<span class="_ _2"></span>y zarejestrowane.<span class="_ _2"></span> <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y244 ff3 fs2 fc1 sc0 ls0 ws0">Łączna liczba warran<span class="_ _2"></span>tów z obydwu pr<span class="_ _2"></span>ogramów wyn<span class="_ _2"></span>osi 600<span class="ff2"> 000. </span></div><div class="t m0 x0 h6 y245 ff2 fs2 fc1 sc0 ls0 ws0">W 2023 <span class="ff3">r. uprawnien<span class="_ _2"></span>i z obydwu progra<span class="_ _2"></span>mów motywac<span class="_ _2"></span>yjnych zrealizo<span class="_ _2"></span>wali prawa z <span class="_ _2"></span>57 500 warrant<span class="_ _2"></span>ów.<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y450 ff3 fs2 fc1 sc0 ls0 ws0">Była to realizacja<span class="_ _2"></span> praw z warran<span class="_ _2"></span>tów programu m<span class="_ _2"></span>otywacyjnego prac<span class="_ _2"></span>owniczego –<span class="ff2"> akcje serii G. <span class="_ _2"></span> </span></div><div class="t m0 x0 h6 y451 ff3 fs2 fc1 sc0 ls0 ws0">Prawa z warran<span class="_ _2"></span>tów mogą być wyk<span class="_ _2"></span>onane w następując<span class="_ _2"></span>ych terminach<span class="_ _2"></span>: <span class="ff2"> </span></div><div class="t m0 x22 h6 y247 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Prawo objęcia akcji<span class="_ _2"></span> serii G moż<span class="_ _2"></span>e zostać wykonane<span class="_ _2"></span> do dnia 31 grudnia <span class="_ _2"></span>2023 roku. <span class="ff2"> </span></span></span></div><div class="t m0 x22 h6 y248 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Prawo objęcia akcji<span class="_ _2"></span> serii H <span class="_ _2"></span>może zostać wykonan<span class="_ _2"></span>e do dnia 31 grudn<span class="_ _2"></span>ia 2025 roku.<span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y249 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y24a ff3 fs2 fc1 sc0 ls0 ws0">Podstawa realizacji pr<span class="_ _2"></span>ogramów <span class="_ _2"></span>motywacyjnych:<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y24b ff2 fs2 fc1 sc0 ls0 ws0">W  dn<span class="_ _2"></span>iu <span class="_ _10"> </span>9.10.201<span class="_ _2"></span>5  <span class="ff3">r. <span class="_ _16"> </span>Sąd <span class="_ _10"> </span>Rejonowy <span class="_ _10"> </span>dla<span class="_ _2"></span> <span class="_ _10"> </span>M.  St.<span class="_ _2"></span> <span class="_ _10"> </span>Warsz<span class="_ _2"></span>awy <span class="_ _10"> </span>w <span class="_ _10"> </span>Warszawie,<span class="_ _2"></span> <span class="_ _10"> </span>XII <span class="_ _16"> </span>Wy<span class="_ _0"></span>dział <span class="_ _16"> </span>Gospodarczy </span></div><div class="t m0 x0 h6 y24c ff3 fs2 fc1 sc0 ls0 ws0">Krajowego <span class="_ _f"></span>Rejestru <span class="_ _f"></span>Sądowego <span class="_ _f"></span>zarejestrował <span class="_ _f"></span>warunkowe <span class="_ _f"></span>podwyższenie <span class="_ _f"></span>kapitału <span class="_ _f"></span>zakładowego <span class="_ _f"></span>ALTA <span class="ff2 ls10">SA<span class="_ _2"></span><span class="ls0"> </span></span></div><div class="t m0 x0 h6 y209 ff3 fs2 fc1 sc0 ls0 ws0">i zmiany Statutu Sp<span class="_ _2"></span>ółki. <span class="ff2"> </span></div><div class="t m0 x0 h6 y452 ff3 fs2 fc1 sc0 ls0 ws0">Wartość nominalna <span class="_ _2"></span>warunkowego<span class="_ _2"></span> podwyższenia <span class="_ _2"></span>kapitału zakładowego<span class="_ _2"></span> wynosi 600 <span class="_ _2"></span>000 zł. <span class="ff2"> </span></div><div class="t m0 x0 h6 y453 ff3 fs2 fc1 sc0 ls0 ws0">Warunkowe podw<span class="_ _2"></span>yższenie kapitału zak<span class="_ _2"></span>ładowego nast<span class="_ _2"></span>ąpiło na podstawie nas<span class="_ _2"></span>tępujących uchw<span class="_ _2"></span>ał: <span class="ff2"> </span></div><div class="t m0 x22 h6 y24e fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Program Motywac<span class="_ _2"></span>yjny skierowan<span class="_ _2"></span>y do pracownik<span class="_ _2"></span>ów i współpraco<span class="_ _2"></span>wników<span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y24f ff2 fs2 fc1 sc0 ls0 ws0">- <span class="_ _c"></span><span class="ff3">uchwał</span>a <span class="_ _0"></span>nr <span class="_ _c"></span>16 <span class="_ _c"></span>Zwyczajnego <span class="_ _0"></span>Walnego <span class="_ _c"></span>Zgromadzenia<span class="_ _2"></span> <span class="_ _c"></span>ALTA <span class="_ _c"></span><span class="ls10">SA</span> <span class="_ _c"></span>z <span class="_ _c"></span>dnia <span class="_ _0"></span>18 <span class="_ _c"></span>czerwca <span class="_ _0"></span>2015 <span class="_ _a"></span>r. <span class="_ _0"></span> <span class="_ _c"></span>w <span class="_ _c"></span>sprawie: </div><div class="t m0 x0 h6 y250 ff3 fs2 fc1 sc0 ls0 ws0">przeprowadzenia <span class="_ _b"> </span>programu <span class="_ _b"> </span>m<span class="_ _0"></span>otywacyjnego<span class="_ _2"></span> <span class="_ _1a"> </span>w <span class="_ _b"> </span>Spółce, <span class="_ _1a"> </span>warunkowego <span class="_ _b"> </span>podwyższenia <span class="_ _1a"> </span>kapita<span class="_ _2"></span>łu </div><div class="t m0 x0 h6 y251 ff3 fs2 fc1 sc0 ls0 ws0">zakładowego Spółki w <span class="_ _0"></span>zw. z <span class="_ _0"></span>em<span class="_ _0"></span>isją akcji zwykłych <span class="_ _0"></span>na okaziciela <span class="_ _0"></span>serii G <span class="_ _0"></span>z wy<span class="_ _0"></span>łączen<span class="_ _2"></span>iem w <span class="_ _0"></span>całości <span class="_ _0"></span>prawa </div><div class="t m0 x0 h6 y252 ff3 fs2 fc1 sc0 ls0 ws0">poboru <span class="_ _a"></span>dotychczasowych <span class="_ _a"></span>akcjonariusz<span class="_ _2"></span>y, <span class="_ _a"></span>zmiany <span class="_ _a"></span>Statutu <span class="_ _a"></span>Spół<span class="_ _0"></span>ki, <span class="_ _a"></span>emisji <span class="_ _a"></span>warrantów <span class="_ _8"></span>subskrypc<span class="_ _2"></span>yjnych <span class="_ _a"></span>z </div><div class="t m0 x0 h6 y253 ff3 fs2 fc1 sc0 ls0 ws0">wyłączeniem w cał<span class="_ _2"></span>ości pra<span class="_ _2"></span>wa poboru dotychcza<span class="_ _2"></span>sowych akcjonariusz<span class="_ _2"></span>y; <span class="ff2"> </span></div><div class="t m0 x22 h6 y1f6 fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff3">Program Motywac<span class="_ _2"></span>yjny skierowan<span class="_ _2"></span>y do Prezesa Zarz<span class="_ _2"></span>ądu Spółki<span class="ff2"> </span></span></span></div><div class="t m0 x0 h6 y1f7 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">uchwał</span>a nr 17 Zw<span class="_ _2"></span>yczajnego Waln<span class="_ _2"></span>ego Zgromadzenia A<span class="_ _2"></span>LTA <span class="ls10">SA</span> z dnia 18 czerwca <span class="_ _2"></span>2015 <span class="ls2">r. </span> </div><div class="t m0 x0 h6 y454 ff3 fs2 fc1 sc0 ls0 ws0">w <span class="_ _c"></span>sprawie: <span class="_ _0"></span>emisji <span class="_ _c"></span>warrantów <span class="_ _0"></span>subskrypcyjnych <span class="_ _0"></span>skierowanej <span class="_ _0"></span>do <span class="_ _c"></span>Prezesa <span class="_ _c"></span>Zarządu <span class="_ _0"></span>Spółki, <span class="_ _c"></span>warunkowego<span class="_ _f"></span> </div><div class="t m0 x0 h6 y455 ff3 fs2 fc1 sc0 ls0 ws0">podwyższenia <span class="_ _e"> </span>kapitału <span class="_ _1f"> </span>zakładowego <span class="_ _e"> </span>Spółki <span class="_ _e"> </span>w <span class="_ _e"> </span>zw. <span class="_ _e"> </span>z <span class="_ _e"> </span>emisją <span class="_ _e"> </span>akcji <span class="_ _e"> </span>zwykłych <span class="_ _1f"> </span>na <span class="_ _d"> </span>okaziciela <span class="_ _e"> </span>serii <span class="_ _e"> </span>H,<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1f9 ff3 fs2 fc1 sc0 ls0 ws0">pozbawienia w ca<span class="_ _2"></span>łości prawa pob<span class="_ _2"></span>oru dotychczasowy<span class="_ _2"></span>ch akcjonariuszy, zmiany<span class="_ _2"></span> Statutu Spółki. <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y1fa ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _f"></span>dniu <span class="_ _f"></span>23.06.2016 <span class="_ _f"></span><span class="ff3">r. <span class="_ _f"></span>Walne<span class="_ _2"></span> <span class="_ _f"></span>Zgromadzenie <span class="_ _f"></span>podjęło <span class="_ _f"></span>uchwałę<span class="_ _2"></span> <span class="_ _f"></span>nr <span class="_ _f"></span><span class="ff2">21 <span class="_ _f"></span>Zwyczajnego <span class="_ _f"></span>Walnego <span class="_ _f"></span>Zgr<span class="_ _2"></span>omadzenia<span class="_ _2"></span> </span></span></div><div class="t m0 x0 h6 y1fb ff3 fs2 fc1 sc0 ls0 ws0">Spółki  w  sprawie  zmiany  uchwały  nr <span class="_ _1f"> </span>17 <span class="_ _e"> </span>Zwyczajne<span class="_ _2"></span>go  Walnego  Zgromadzenia.  Zmiana  dotyczyła<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1fc ff3 fs2 fc1 sc0 ls0 ws0">doprecyzowania <span class="_ _1c"> </span>oferowania <span class="_ _17"> </span>warrantów <span class="_ _17"> </span>subskrypcyjnych <span class="_ _17"> </span>w <span class="_ _17"> </span>ramach <span class="_ _18"> </span>p<span class="_ _2"></span>rogramu <span class="_ _1c"> </span>Motywacyjnego </div><div class="t m0 x0 h6 y1fd ff3 fs2 fc1 sc0 ls0 ws0">skierowanego <span class="_ _f"></span>do <span class="_ _f"></span>Prezesa <span class="_ _f"></span>Zarządu. <span class="_ _f"></span>Uchwała <span class="_ _f"></span>ta <span class="_ _2"></span>została <span class="_ _f"></span>zaskarżona <span class="_ _f"></span>przez <span class="_ _f"></span>Akcjonariusza <span class="_ _f"></span>i <span class="_ _f"></span>ostatecznie <span class="_ _f"></span>Sąd </div><div class="t m0 x0 h6 y1fe ff3 fs2 fc1 sc0 ls0 ws0">Okręgowy a nas<span class="_ _2"></span>tępnie Apelacyjny zasąd<span class="_ _2"></span>ziły o jej nie<span class="_ _2"></span>ważności.  <span class="ff2"> </span></div><div class="t m0 x0 h6 y1ff ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w0 h0" ><div class="pc pc23 w0 h0"><img class="bi x0 y1a wb3 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">35</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">W <span class="_ _17"> </span>związku <span class="_ _1c"> </span>z <span class="_ _17"> </span>rejestracją <span class="_ _1c"> </span>warunkowego <span class="_ _17"> </span>podwyższ<span class="_ _2"></span>enia <span class="_ _17"> </span>kapitału <span class="_ _1c"> </span>zakładowego, <span class="_ _1c"> </span>została <span class="_ _17"> </span>wówczas </div><div class="t m0 x0 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">zarejestrowana zmian<span class="_ _2"></span>a Statutu Sp<span class="_ _2"></span>ółki w następując<span class="_ _2"></span>y sposób: <span class="ff2"> </span></div><div class="t m0 x0 h6 y164 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">dotychczasowa treść<span class="_ _2"></span> art. 6 ust 5 Statutu Sp<span class="_ _2"></span>ółki otrzymała<span class="_ _2"></span> nowe następujące<span class="_ _2"></span> brzmienie: <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">&quot;5. <span class="_ _a"></span>Kapitał <span class="_ _a"></span>zakładowy <span class="_ _a"></span>Spółki <span class="_ _a"></span>został <span class="_ _a"></span>warunko<span class="_ _2"></span>wo <span class="_ _a"></span>podwyższony <span class="_ _c"></span>o<span class="_ _0"></span> <span class="_ _a"></span>kwotę <span class="_ _a"></span>300.000,00 <span class="_ _a"></span>zł <span class="_ _a"></span>(trzysta <span class="_ _c"></span>tysięcy </div><div class="t m0 x0 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">złotych) <span class="_ _0"></span>w <span class="_ _c"></span>drodze <span class="_ _0"></span>emisji <span class="_ _c"></span>nie <span class="_ _0"></span>więcej <span class="_ _c"></span>niż <span class="_ _0"></span>300.000 <span class="_ _c"></span>(trzysta <span class="_ _0"></span>tysięcy) <span class="_ _c"></span>akcji <span class="_ _0"></span>zwykłych <span class="_ _0"></span>na <span class="_ _c"></span>okaziciela <span class="_ _0"></span>serii <span class="_ _c"></span>G <span class="_ _0"></span>o </div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">wartości <span class="_ _1c"> </span>nominalnej<span class="_ _2"></span> <span class="_ _1c"> </span>1,00 <span class="_ _1c"> </span>zł <span class="_ _1c"> </span>(jeden <span class="_ _1c"> </span>złoty) <span class="_ _13"> </span>każda. <span class="_ _1c"> </span>Celem<span class="_ _0"></span><span class="ff2"> <span class="_ _1c"> </span></span>warunkowego <span class="_ _13"> </span>podwyższenia <span class="_ _1c"> </span>kapitału<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">zakładowego <span class="_ _c"></span>było<span class="ff2"> <span class="_ _c"></span></span>przyzna<span class="_ _2"></span>nie <span class="_ _c"></span>praw <span class="_ _c"></span>do <span class="_ _c"></span>objęcia <span class="_ _c"></span>akcji <span class="_ _c"></span>serii <span class="_ _c"></span>G <span class="_ _c"></span>posiadaczom <span class="_ _0"></span>warrantów <span class="_ _c"></span>subskrypcyjnych<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">serii  A <span class="_ _16"> </span>tj.  osobom <span class="_ _10"> </span>uczestnicz<span class="_ _2"></span>ącym  w <span class="_ _16"> </span>programie <span class="_ _10"> </span>motywacyjnym, <span class="_ _16"> </span>z  wyłączeni<span class="_ _2"></span>em  prawa <span class="_ _16"> </span>poboru  w<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c3 ff2 fs2 fc1 sc0 ls0 ws0">stosunku do dotychcz<span class="_ _2"></span>asowych akcjonar<span class="ff3">iuszy<span class="_ _2"></span> Spółki. <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">Prawo objęcia akcji<span class="_ _2"></span> serii G moż<span class="_ _2"></span>e zostać wykonane<span class="_ _2"></span> do dnia 31 grudnia <span class="_ _2"></span>2023 roku.&quot;. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1c5 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">zmienił się art. 6<span class="_ _2"></span> Statutu Spółki w ten sp<span class="_ _2"></span>osób, że d<span class="_ _2"></span>odano nowy ust. 6 o treści ja<span class="_ _2"></span>k poniżej:<span class="_ _2"></span> <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">&quot;6. <span class="_ _a"></span>Kapitał <span class="_ _a"></span>zakładowy <span class="_ _a"></span>Spółki <span class="_ _a"></span>został <span class="_ _a"></span>warunko<span class="_ _2"></span>wo <span class="_ _a"></span>podwyższony <span class="_ _c"></span>o<span class="_ _0"></span> <span class="_ _a"></span>kwotę <span class="_ _a"></span>300.000,00 <span class="_ _a"></span>zł <span class="_ _a"></span>(trzysta <span class="_ _c"></span>tysięcy </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">złotych) <span class="_ _16"> </span>w  drodz<span class="_ _2"></span>e <span class="_ _10"> </span>emisji <span class="_ _16"> </span>300.000 <span class="_ _10"> </span>(trzysta <span class="_ _16"> </span>tysięcy) <span class="_ _16"> </span>akcji <span class="_ _10"> </span>zwykłych <span class="_ _16"> </span>na  o<span class="_ _2"></span>kaziciela <span class="_ _16"> </span>serii <span class="_ _10"> </span>H <span class="_ _16"> </span>o<span class="_ _0"></span> <span class="_ _16"> </span>wartości </div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">nominalnej 1,0<span class="_ _2"></span>0 zł (jeden zł<span class="_ _2"></span>oty) każda. Celem<span class="_ _2"></span> warunkowego<span class="_ _2"></span> podwyższenia kapitał<span class="_ _2"></span>u zakładoweg<span class="_ _2"></span>o było<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c9 ff3 fs2 fc1 sc0 ls0 ws0">przyznanie praw d<span class="_ _2"></span>o objęcia akcji<span class="_ _2"></span> serii H posiada<span class="_ _2"></span>czowi warrant<span class="_ _2"></span>ów subskrypcyjnyc<span class="_ _2"></span>h serii B tj. Prez<span class="_ _2"></span>esowi<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">Zarządu Spółki, <span class="_ _0"></span>z <span class="_ _0"></span>pozbawieniem prawa poboru w <span class="_ _0"></span>stosunku do <span class="_ _0"></span>dotychczasowych akcjonariuszy Spółki. </div><div class="t m0 x0 h6 y1cb ff3 fs2 fc1 sc0 ls0 ws0">Prawo objęcia akcji<span class="_ _2"></span> serii H moż<span class="_ _2"></span>e zostać wykonane<span class="_ _2"></span> do dnia 31 grudnia <span class="_ _2"></span>2025 roku.&quot; <span class="ff2"> </span></div><div class="t m0 x0 h72 y456 ff2 fs4 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y457 ff2 fs2 fc1 sc0 ls0 ws0">Z <span class="_ _c"></span>dniem <span class="_ _c"></span>31.12.2023 <span class="_ _c"></span><span class="ff3">r. <span class="_ _a"></span>zak<span class="_ _2"></span>ończyła <span class="_ _c"></span>się <span class="_ _c"></span>możliwość <span class="_ _c"></span>realizacji <span class="_ _c"></span>praw <span class="_ _c"></span>z <span class="_ _c"></span>warrantów <span class="_ _a"></span><span class="ff2">programu <span class="_ _0"></span>kierowanego </span></span></div><div class="t m0 x0 h6 y458 ff3 fs2 fc1 sc0 ls0 ws0">do <span class="_ _e"> </span>pracowników <span class="_ _e"> </span>i <span class="_ _e"> </span>współpracownikó<span class="_ _2"></span>w <span class="_ _e"> </span>Spółki. <span class="_ _e"> </span>W <span class="_ _d"> </span>ramach <span class="_ _e"> </span>progra<span class="_ _2"></span>mu <span class="_ _e"> </span>Spółka <span class="_ _e"> </span>wyemitowała <span class="_ _e"> </span>łącznie </div><div class="t m0 x0 h6 y459 ff2 fs2 fc1 sc0 ls0 ws0">227 500 akcji s<span class="_ _2"></span>erii G. Prawa<span class="_ _2"></span> z 72 <span class="ff3">500 warran<span class="_ _2"></span>tów nie zo<span class="_ _2"></span>stały wykonane<span class="_ _2"></span> i wygasły z<span class="_ _2"></span> dniem 31.<span class="_ _2"></span>12.2023<span class="ff2"> r.  </span></span></div><div class="t m0 x0 h6 y45a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y45b ff1 fs2 fc1 sc0 ls0 ws0">5.26.<span class="ff7"> <span class="_ _1f"> </span></span>Wynagrodzenie <span class="ffb">zar<span class="_ _2"></span>zą<span class="ff1 ls2f">du<span class="ls0"> </span></span>i osób nad<span class="_ _2"></span>zorujących <span class="ff1"> </span></span></div><div class="t m0 x0 h6 y45c ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y45d wb4 h22"><div class="t m0 xd h30 y36d ff7 fs8 fc1 sc0 ls0 ws0">Wynagr<span class="_ _2"></span>odzenie </div><div class="t m0 xa3 h30 y115 ff6 fs8 fc1 sc0 ls0 ws0">Zarządu<span class="ff7"> </span></div></div><div class="c xe2 y45d wb5 h22"><div class="t m0 x81 h30 y36d ff7 fs8 fc1 sc0 ls0 ws0">31.12.2023<span class="_ _2"></span> </div></div><div class="c x9b y45d wb6 h22"><div class="t m0 x6 h30 y36d ff7 fs8 fc1 sc0 ls0 ws0">31.12.2022<span class="_ _2"></span> </div></div><div class="c x6 y45e wb4 h1f"><div class="t m0 x56 h34 y428 ff9 fs8 fc1 sc0 ls0 ws0">  </div></div><div class="c xe2 y45e wb7 h1f"><div class="t m0 x12 h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Wynagr<span class="_ _2"></span>odzenie </div><div class="t m0 x47 h30 y45f ff7 fs8 fc1 sc0 ls0 ws0">podstawowe<span class="_ _2"></span> </div></div><div class="c xe3 y45e wb8 h1f"><div class="t m0 x5a h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Premie<span class="_ _2"></span> </div></div><div class="c xe4 y45e w70 h1f"><div class="t m0 x4a h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Zaliczki <span class="_ _2"></span>na </div><div class="t m0 x32 h30 y45f ff7 fs8 fc1 sc0 ls0 ws0">premie </div></div><div class="c xe5 y45e wb9 h1f"><div class="t m0 x4a h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Inne </div></div><div class="c x9b y45e wba h1f"><div class="t m0 x12 h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Wynagr<span class="_ _2"></span>odzenie </div><div class="t m0 x47 h30 y45f ff7 fs8 fc1 sc0 ls0 ws0">podstawowe<span class="_ _2"></span> </div></div><div class="c x8a y45e wbb h1f"><div class="t m0 xe6 h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Premie<span class="_ _2"></span> </div></div><div class="c xe7 y45e wbc h1f"><div class="t m0 x1 h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Zaliczki <span class="_ _2"></span>na </div><div class="t m0 x4a h30 y45f ff7 fs8 fc1 sc0 ls0 ws0">premie </div></div><div class="c xe8 y45e wbd h1f"><div class="t m0 x47 h30 y428 ff7 fs8 fc1 sc0 ls0 ws0">Inne </div></div><div class="c x6 y460 wbe h73"><div class="t m0 x12 h34 y461 ff8 fs8 fc1 sc0 ls0 ws0">Zarząd<span class="ff9"> </span></div></div><div class="c xe2 y460 wbf h73"><div class="t m0 x14 h6 y461 ff9 fs8 fc1 sc0 lse ws0">712 <span class="ff2 fs2 ls0"> </span></div></div><div class="c xe3 y460 wc0 h73"><div class="t m0 xa1 h34 y461 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe4 y460 wc1 h73"><div class="t m0 x93 h34 y461 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y460 wc2 h73"><div class="t m0 xb6 h6 y461 ff9 fs8 fc1 sc0 lse ws0">1 <span class="ff2 fs2 ls0"> </span></div></div><div class="c x9b y460 w75 h73"><div class="t m0 x14 h6 y461 ff9 fs8 fc1 sc0 lse ws0">613 <span class="ff2 fs2 ls0"> </span></div></div><div class="c x8a y460 wbb h73"><div class="t m0 x45 h6 y461 ff9 fs8 fc1 sc0 lse ws0">265 <span class="ff2 fs2 ls0"> </span></div></div><div class="c xe7 y460 wbc h73"><div class="t m0 x55 h34 y461 ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe8 y460 wbd h73"><div class="t m0 x68 h6 y461 ff9 fs8 fc1 sc0 lse ws0">2 <span class="ff2 fs2 ls0"> </span></div></div><div class="c x6 y462 wbe h22"><div class="t m0 x12 h34 y36d ff8 fs8 fc1 sc0 ls0 ws0">Członek <span class="_ _2"></span>Zarządu<span class="ff9">-od </span></div><div class="t m0 x12 h34 y115 ff9 fs8 fc1 sc0 ls0 ws0">16.08.2023<span class="_ _2"></span> </div></div><div class="c xe2 y462 wbf h22"><div class="t m0 x14 h6 y36d ff9 fs8 fc1 sc0 lse ws0">137 <span class="ff2 fs2 ls0"> </span></div></div><div class="c xe3 y462 wc0 h22"><div class="t m0 xa1 h34 y36d ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe4 y462 wc1 h22"><div class="t m0 x93 h34 y36d ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe5 y462 wc2 h22"><div class="t m0 x6f h34 y36d ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x9b y462 w75 h22"><div class="t m0 x62 h34 y36d ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x8a y462 wbb h22"><div class="t m0 x72 h34 y36d ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe7 y462 wbc h22"><div class="t m0 x55 h34 y36d ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c xe8 y462 wbd h22"><div class="t m0 xb1 h34 y36d ff9 fs8 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y463 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y464 wc3 h43"><div class="t m0 x58 hd y274 ff6 fs3 fc1 sc0 ls0 ws0">Wynagrodzenia<span class="_ _2"></span> członków Rady<span class="_ _2"></span> Nadzorc<span class="_ _2"></span>zej </div><div class="t m0 x1a hd y5d ff6 fs3 fc1 sc0 ls0 ws0">otrzymane w Sp<span class="_ _2"></span>ółce ALTA<span class="ff7"> </span></div></div><div class="c xbb y465 w59 h45"><div class="t m0 x68 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xe9 y465 w5f h45"><div class="t m0 x68 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xbb y464 w59 h44"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xe9 y464 w5f h44"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y466 wc3 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Przewodniczą<span class="_ _2"></span>cy Rady Nadzorc<span class="_ _2"></span>zej<span class="ff9"> </span></div></div><div class="c xbb y466 w59 h45"><div class="t m0 x76 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe9 y466 w5f h45"><div class="t m0 x8d h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">24 <span class="ls0"> </span></div></div><div class="c x6 y467 wc3 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Przewodniczą<span class="_ _2"></span>cy Rady Nadzorc<span class="_ _2"></span>zej<span class="ff9"> </span></div></div><div class="c xbb y467 w59 h44"><div class="t m0 x8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">66 <span class="ls0"> </span></div></div><div class="c xe9 y467 w5f h44"><div class="t m0 x8d h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">33 <span class="ls0"> </span></div></div><div class="c x6 y270 wc3 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _2"></span>zorczej<span class="ff9"> </span></div></div><div class="c xbb y270 w59 h45"><div class="t m0 x76 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe9 y270 w5f h45"><div class="t m0 x8d h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">18 <span class="ls0"> </span></div></div><div class="c x6 y36e wc3 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _2"></span>zorczej<span class="ff9"> </span></div></div><div class="c xbb y36e w59 h44"><div class="t m0 x76 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xe9 y36e w5f h44"><div class="t m0 x8d h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">21 <span class="ls0"> </span></div></div><div class="c x6 y468 wc3 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _2"></span>zorczej<span class="ff9"> </span></div></div><div class="c xbb y468 w59 h45"><div class="t m0 x8 h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">60 <span class="ls0"> </span></div></div><div class="c xe9 y468 w5f h45"><div class="t m0 x8d h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">51 <span class="ls0"> </span></div></div><div class="c x6 yea wc3 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _2"></span>zorczej<span class="ff9"> </span></div></div><div class="c xbb yea w59 h44"><div class="t m0 x8 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">48 <span class="ls0"> </span></div></div><div class="c xe9 yea w5f h44"><div class="t m0 x8d h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">42 <span class="ls0"> </span></div></div><div class="c x6 y469 wc3 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _2"></span>zorczej <span class="ff9"> </span></div></div><div class="c xbb y469 w59 h45"><div class="t m0 x8 h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">49 <span class="ls0"> </span></div></div><div class="c xe9 y469 w5f h45"><div class="t m0 x8d h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">24 <span class="ls0"> </span></div></div><div class="c x6 y46a wc3 h5d"><div class="t m0 x12 h11 y31e ff8 fs3 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _2"></span>zorczej <span class="ff9"> </span></div></div><div class="c xbb y46a w59 h5d"><div class="t m0 x8 h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">37 <span class="ls0"> </span></div></div><div class="c xe9 y46a w5f h5d"><div class="t m0 x8d h11 y31e ff9 fs3 fc1 sc0 ls9 ws0">30 <span class="ls0"> </span></div></div><div class="c x6 y46b wc3 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Członek Rady Nad<span class="_ _2"></span>zorczej <span class="ff9"> </span></div></div><div class="c xbb y46b wc4 h45"><div class="t m0 x8 h11 y87 ff9 fs3 fc1 sc0 ls9 ws0">18 <span class="ls0"> </span></div></div><div class="c xe9 y46b wc5 h45"><div class="t m0 x76 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y46c wc3 h44"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Razem </div></div><div class="c xbb y46c wc4 h44"><div class="t m0 x80 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">279 <span class="ls0"> </span></div></div><div class="c xe9 y46c wc5 h44"><div class="t m0 x80 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">243 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y46d ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y46e ff1 fs2 fc1 sc0 ls0 ws0">5.27.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Informacje o wyna<span class="_ _2"></span>grodzen<span class="_ _2"></span>iu biegłego rewide<span class="_ _2"></span>nta lub <span class="ff1">firmy audytor<span class="_ _2"></span>skiej </span></span></span></div><div class="t m0 x0 h6 y46f ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y470 w6 h43"><div class="t m0 x2b hd y471 ff6 fs3 fc1 sc0 ls0 ws0">Wynagrodzenia<span class="_ _2"></span> podmiotów upr<span class="_ _2"></span>awnionych do </div><div class="t m0 x1c hd y5d ff6 fs3 fc1 sc0 ls0 ws0">badania sprawo<span class="_ _2"></span>zdań finansowy<span class="_ _2"></span>ch<span class="ff7"> </span></div></div><div class="c x9 y472 w59 h45"><div class="t m0 x68 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xea y472 w59 h45"><div class="t m0 x68 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c x9 y470 w59 h44"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xea y470 w59 h44"><div class="t m0 xb6 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y317 w6 h51"><div class="t m0 x12 h11 y2ca ff8 fs3 fc1 sc0 ls0 ws0">Za wykonanie przeg<span class="_ _2"></span>lądu, badania,<span class="_ _2"></span> weryfikacji </div><div class="t m0 x12 h11 y2be ff9 fs3 fc1 sc0 ls0 ws0">sprawozdania <span class="_ _2"></span>finansowego </div></div><div class="c x9 y317 w59 h51"><div class="t m0 x8 h11 y2ca ff9 fs3 fc1 sc0 ls9 ws0">92 <span class="ls0"> </span></div></div><div class="c xea y317 w59 h51"><div class="t m0 x8 h11 y2ca ff9 fs3 fc1 sc0 ls9 ws0">92 <span class="ls0"> </span></div></div><div class="c x6 y473 w6 h44"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Razem wynagro<span class="_ _2"></span>dzenie </div></div><div class="c x9 y473 w59 h44"><div class="t m0 x8 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">92 <span class="ls0"> </span></div></div><div class="c xea y473 w59 h44"><div class="t m0 x8 hd y276 ff7 fs3 fc1 sc0 ls9 ws0">92 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y474 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w0 h0" ><div class="pc pc24 w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">36</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">Dane dotyczą Spó<span class="_ _2"></span>łki ALTA i Spółek –<span class="ff2"> Inwest<span class="_ _2"></span>ycji </span></div><div class="t m0 x0 h6 y8d ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y164 ff1 fs2 fc1 sc0 ls0 ws0">5.28.<span class="ff7"> <span class="_ _1f"> </span></span>Ryzyka, <span class="ffb">zarządzan<span class="_ _2"></span>ie ryzyki<span class="_ _2"></span>em i kapitałem<span class="ff1"> </span></span></div><div class="t m0 x0 h6 y193 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y194 ff3 fs2 fc6 sc0 ls0 ws0">Zarządzanie kapitał<span class="_ _2"></span>em i ocena zarz<span class="_ _2"></span>ądzania kapitałem<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">Działalność <span class="_ _16"> </span>Inwestycyjna <span class="_ _16"> </span>Spółki <span class="_ _10"> </span>ALTA<span class="_ _2"></span> <span class="_ _10"> </span>wiąże <span class="_ _16"> </span>się <span class="_ _10"> </span>z <span class="_ _16"> </span>pośrednim <span class="_ _10"> </span>i <span class="_ _16"> </span>bezpośrednim <span class="_ _16"> </span>narażeniem <span class="_ _16"> </span>na  kil<span class="_ _2"></span>ka </div><div class="t m0 x0 h6 y1c1 ff3 fs2 fc1 sc0 ls0 ws0">rodzajów ryzyka finansowe<span class="_ _2"></span>go (ryzyko cenowe, walutowe, stopy procentowej), ryzyko kredytowe oraz<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">ryzyko utraty <span class="_ _0"></span>płynności, ryzyko wyceny. Poszczególne rodzaje <span class="_ _0"></span>ryzyka są m<span class="_ _0"></span>onitorowane i eliminowane </div><div class="t m0 x0 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">przez <span class="_ _2"></span>Zarząd <span class="_ _f"></span>w możliw<span class="_ _2"></span>ym <span class="_ _2"></span>do <span class="_ _2"></span>osiągnię<span class="_ _2"></span>cia z<span class="_ _2"></span>akresie. <span class="_ _f"></span>Zarządzając <span class="_ _2"></span>ryzykiem <span class="_ _f"></span>Zarząd ws<span class="_ _2"></span>półpracuje <span class="_ _2"></span>z <span class="_ _f"></span>działem </div><div class="t m0 x0 h6 y1c4 ff3 fs2 fc1 sc0 ls0 ws0">finansowym Spół<span class="_ _2"></span>ki a także informuj<span class="_ _2"></span>e Radę Nadzorczą <span class="_ _2"></span>o bieżącej sytuacji Sp<span class="_ _2"></span>ółki i stani<span class="_ _2"></span>e jej Inwestycji.<span class="_ _2"></span> <span class="ff2"> </span></div><div class="t m0 x0 h6 y1c5 ff3 fs2 fc1 sc0 ls0 ws0">Misją  Sp<span class="_ _2"></span>ółki  w <span class="_ _10"> </span>zarządzaniu<span class="_ _2"></span>  kapitałem<span class="_ _2"></span>  jest  zap<span class="_ _2"></span>ewnienie  z<span class="_ _2"></span>dolności <span class="_ _10"> </span>do  kon<span class="_ _2"></span>tynuowania  dz<span class="_ _2"></span>iałalności,<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">zapewnienie <span class="_ _2"></span>możliwości<span class="_ _2"></span> ro<span class="_ _2"></span>zwoju, z<span class="_ _2"></span>achowania <span class="_ _2"></span>właściwej <span class="_ _2"></span>struktur<span class="_ _2"></span>y kapitału<span class="_ _2"></span> i <span class="_ _2"></span>obniżenia <span class="_ _2"></span>kosztu <span class="_ _2"></span>kapitału.<span class="_ _2"></span> </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">Skutecznym <span class="_ _c"></span>narzędziem <span class="_ _c"></span>do <span class="_ _c"></span>mo<span class="_ _0"></span>nitorowania <span class="_ _c"></span>stanu <span class="_ _c"></span>kapitału <span class="_ _c"></span>jest <span class="_ _a"></span>w<span class="_ _0"></span>skaźnik <span class="_ _c"></span>zadłużenia, <span class="_ _c"></span>którego <span class="_ _c"></span>poziom </div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">Spółka analizuje takż<span class="_ _2"></span>e w swoich In<span class="_ _2"></span>westycjach.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">Wskaźnik ten w Spół<span class="_ _2"></span>ce ALTA jest nas<span class="_ _2"></span>tępujący:<span class="ff2"> </span></div></div><div class="c x7a y28e wc6 h14"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xeb y28e wc7 h14"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xec y28e wc8 h14"><div class="t m0 xd4 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">ALTA </div></div><div class="c x7a y475 wc6 h14"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xeb y475 wc7 h14"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">dane tys. zł<span class="ff2"> </span></div></div><div class="c xec y475 wc9 h14"><div class="t m0 x33 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">20<span class="ls0">23 </span></div></div><div class="c x9e y475 wca h14"><div class="t m0 x1a h3a y169 ff2 fs6 fc1 sc0 lsc ws0">20<span class="ls0">22 </span></div></div><div class="c x7a y476 wc6 h74"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">A </div></div><div class="c xeb y476 wc7 h74"><div class="t m0 x12 h3a y173 ff2 fs6 fc1 sc0 ls0 ws0">Kredyty/po<span class="ff3">ż</span>yczki </div><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">ogółem<span class="ff2"> </span></div></div><div class="c xec y476 wc9 h74"><div class="t m0 x2c h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">0 </div></div><div class="c x9e y476 wca h74"><div class="t m0 xd4 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">10<span class="ls0"> </span></div></div><div class="c x7a ydb wc6 h74"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">B </div></div><div class="c xeb ydb wc7 h74"><div class="t m0 x12 h3a y168 ff3 fs6 fc1 sc0 ls0 ws0">Środki pieniężne i </div><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">ekwiwalenty </div></div><div class="c xec ydb wc9 h74"><div class="t m0 x54 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">209<span class="ls0"> </span></div></div><div class="c x9e ydb wca h74"><div class="t m0 x13 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">112<span class="ls0"> </span></div></div><div class="c x7a ydc wc6 h14"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">C </div></div><div class="c xeb ydc wc7 h14"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Zadłuż<span class="ff2">enie netto (A-<span class="ls30">B)</span> </span></div></div><div class="c xec ydc wc9 h14"><div class="t m0 x16 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">-<span class="lsc">209</span> </div></div><div class="c x9e ydc wca h14"><div class="t m0 x64 h3a y169 ff2 fs6 fc1 sc0 ls17 ws0">         <span class="ls0">-<span class="lsc">101</span> </span></div></div><div class="c x7a y2fb wc6 h14"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">D </div></div><div class="c xeb y2fb wc7 h14"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kapitał własny ogółem<span class="ff2"> </span></div></div><div class="c xec y2fb wc9 h14"><div class="t m0 x72 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">204 518<span class="ls0"> </span></div></div><div class="c x9e y2fb wca h14"><div class="t m0 x1c h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">19<span class="lsc">6 823</span> </div></div><div class="c x7a y477 wc6 h14"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">E </div></div><div class="c xeb y477 wc7 h14"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kapitał ogółem (C+D)<span class="ff2"> </span></div></div><div class="c xec y477 wc9 h14"><div class="t m0 x72 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">204 309<span class="ls0"> </span></div></div><div class="c x9e y477 wca h14"><div class="t m0 x1c h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">19<span class="lsc">6 721</span> </div></div><div class="c x7a y412 wc6 h74"><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">F </div></div><div class="c xeb y412 wc7 h74"><div class="t m0 x12 h1b y173 ffb fs6 fc1 sc0 ls0 ws0">Wskaźnik zadłużenia </div><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">(C/E) w % </div></div><div class="c xec y412 wc9 h74"><div class="t m0 x9c h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">-<span class="lsc">0,</span>1<span class="lsc">0%</span> </div></div><div class="c x9e y412 wca h74"><div class="t m0 x1d h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">-0,05% </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y478 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h40 yaf fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff10">Ryzyko wyceny i <span class="_ _2"></span>wartości godzi<span class="_ _2"></span>wej<span class="ff11"> </span></span></span></div><div class="t m0 x0 h6 y479 ff3 fs2 fc1 sc0 ls0 ws0">Bezpośrednie ryzyko dla <span class="_ _0"></span>ALTA <span class="ff2 ls10">SA<span class="ls0"> <span class="_ _0"></span></span></span>stanowi ryzyko <span class="_ _0"></span>wycen<span class="_ _2"></span>y. <span class="_ _0"></span>Związane jest z wy<span class="_ _0"></span>ceną udziałów Inwestycji </div><div class="t m0 x0 h6 y47a ff3 fs2 fc1 sc0 ls0 ws0">Spółki.<span class="ff2"> </span></div><div class="t m0 x0 h6 y47b ff3 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _f"></span>powstaje <span class="_ _f"></span>głównie <span class="_ _f"></span>w <span class="_ _f"></span>ko<span class="_ _0"></span>nsekwencji <span class="_ _f"></span>ryzyka <span class="_ _f"></span>wyceny <span class="_ _f"></span>nieruchomości <span class="_ _f"></span>poszczególnych <span class="_ _f"></span>Spółe<span class="_ _2"></span>k <span class="_ _f"></span>a t<span class="_ _2"></span>akże </div><div class="t m0 x0 h6 y47c ff3 fs2 fc1 sc0 ls0 ws0">osiąganych wyni<span class="_ _2"></span>ków i reali<span class="_ _2"></span>zowanych przedsię<span class="_ _2"></span>wzięć.<span class="ff2"> </span></div><div class="t m0 x0 h6 y47d ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _0"></span>ALTA <span class="_ _0"></span>jest <span class="_ _0"></span>narażona na <span class="_ _0"></span>ryzyko <span class="_ _0"></span>w <span class="_ _0"></span>znaczącym <span class="_ _0"></span>stopniu<span class="_ _2"></span>. <span class="_ _c"></span><span class="ff2">U</span>działy <span class="_ _0"></span>Spółek –<span class="ff2"> <span class="_ _c"></span></span>Inwestycji stanowią 90% </div><div class="t m0 x0 h6 y47e ff3 fs2 fc1 sc0 ls0 ws0">sumy aktywów ALTA<span class="_ _2"></span> <span class="ff2 ls10">SA<span class="ls0"> </span></span></div><div class="t m0 x0 h6 y47f ff3 fs2 fc1 sc0 ls0 ws0">Spółka  ALTA  dokonuje  aktualiz<span class="_ _2"></span>acji  wartości  składników  aktyw<span class="_ _2"></span>ów  (udziałów)  konserwatywnie  i <span class="_ _16"> </span>w </div><div class="t m0 x0 h6 y480 ff3 fs2 fc1 sc0 ls0 ws0">sposób ciągły od 2<span class="_ _2"></span>008<span class="ff2"> <span class="ls2">r.</span> </span></div><div class="t m0 x0 h6 y12 ff3 fs2 fc1 sc0 ls0 ws0">Wskazane poniżej czynn<span class="_ _2"></span>iki ryzyka dotyczące poszczeg<span class="_ _2"></span>ólnych inwestycji odnoszą się także<span class="_ _2"></span> Spółki ALTA, </div><div class="t m0 x0 h6 y13 ff3 fs2 fc1 sc0 ls0 ws0">maja referencję d<span class="_ _2"></span>o ryzyka <span class="_ _2"></span>właściwej wyceny<span class="_ _2"></span> akcji i udziałów In<span class="_ _2"></span>westycji.  <span class="ff2"> </span></div><div class="t m0 x0 h6 y14 ff2 fs2 fc1 sc0 ls31 ws0">  <span class="ls0"> </span></div><div class="t m0 x0 h5 y15 ff3 fs2 fc1 sc0 ls0 ws0">Ryzyko <span class="_ _1c"> </span>wartości <span class="_ _1c"> </span>godziwej <span class="_ _1c"> </span>ma <span class="_ _17"> </span>także <span class="_ _1c"> </span>swoje <span class="_ _1c"> </span>źródło <span class="_ _1c"> </span>w <span class="_ _17"> </span><span class="ffb">ryzyku <span class="_ _1c"> </span>płynności<span class="ff2"> <span class="_ _17"> </span></span>i <span class="_ _1c"> </span>realizacji <span class="_ _1c"> </span>zamierzeń </span></div><div class="t m0 x0 h5 y481 ff1 fs2 fc1 sc0 ls0 ws0">inwestycyjny<span class="_ _2"></span>ch <span class="_ _f"></span><span class="ff3">poszczególnych <span class="_ _f"></span>Inwestycji <span class="_ _f"></span>Spółki <span class="_ _f"></span>ALTA. <span class="_ _f"></span>Realizacja <span class="_ _f"></span>ryzyka <span class="_ _f"></span>płynn<span class="_ _2"></span>ości <span class="_ _f"></span>będzie <span class="_ _f"></span>miała <span class="_ _f"></span>wpływ </span></div><div class="t m0 x0 h6 y482 ff3 fs2 fc1 sc0 ls0 ws0">na <span class="_ _c"></span>wartość <span class="_ _a"></span>godziwą <span class="_ _c"></span>akcji <span class="_ _c"></span>i <span class="_ _a"></span>udziałów <span class="_ _c"></span>tych <span class="_ _c"></span>Inwestycji <span class="_ _a"></span>w <span class="_ _c"></span>księgach <span class="_ _c"></span>rachunkowych <span class="_ _c"></span>ALTA <span class="_ _a"></span><span class="ff2 ls10">SA<span class="ls0"> <span class="_ _a"></span></span></span>Spółka <span class="_ _c"></span>ALTA </div><div class="t m0 x0 h6 yc1 ff3 fs2 fc1 sc0 ls0 ws0">jest narażona na r<span class="_ _2"></span>yzyko w zn<span class="_ _2"></span>aczącym stopniu. <span class="ff2"> </span></div><div class="t m0 x0 h6 y483 ff3 fs2 fc1 sc0 ls0 ws0">Przesłanki ogranicz<span class="_ _2"></span>enia ryzyka:<span class="ff2"> </span></div><div class="t m0 x0 h6 y484 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y485 fff fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ff3 fc1">Spółka <span class="_ _a"></span>Miasteczko <span class="_ _c"></span>Siewierz <span class="_ _c"></span>Jeziorna<span class="ff2"> <span class="_ _a"></span></span>–<span class="ff2"> <span class="_ _c"></span></span>nieruchomość<span class="ff2"> <span class="_ _c"></span></span>Spółki, <span class="_ _a"></span>której <span class="_ _c"></span>wycena <span class="_ _c"></span>w <span class="_ _a"></span>pełni <span class="_ _c"></span>pokrywa </span></span></div><div class="t m0 x74 h6 y486 ff3 fs2 fc1 sc0 ls0 ws0">zobowiązania, <span class="_ _0"></span>a <span class="_ _0"></span>w <span class="_ _c"></span>przypadku <span class="_ _0"></span>szybkiej <span class="_ _0"></span>sprzedaży <span class="_ _0"></span>nieruchomości <span class="_ _0"></span>generowane <span class="_ _0"></span>są <span class="_ _0"></span>wolne <span class="_ _c"></span>środki </div><div class="t m0 x74 h6 y487 ff3 fs2 fc1 sc0 ls0 ws0">pieniężne. <span class="ff2"> </span></div><div class="t m0 x22 h6 y488 fff fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ff3 fc1">Inwestycja <span class="_ _f"></span>M<span class="_ _0"></span>iasteczko <span class="_ _f"></span>Siewierz<span class="_ _2"></span> <span class="_ _f"></span>Jeziorna <span class="_ _2"></span>projekt <span class="_ _f"></span>Siewierz<span class="_ _2"></span> <span class="_ _f"></span>Jeziorna <span class="_ _f"></span>m<span class="_ _0"></span>a <span class="_ _f"></span>potencjał <span class="_ _f"></span>do<span class="_ _0"></span> <span class="_ _f"></span>zwiększania </span></span></div><div class="t m0 x74 h6 y489 ff3 fs2 fc1 sc0 ls0 ws0">poziomu <span class="_ _0"></span>przychodów ze <span class="_ _c"></span>sprz<span class="_ _2"></span>edaży <span class="_ _0"></span>działek <span class="_ _0"></span>budowlanych. Majątek <span class="_ _0"></span>Spółki <span class="_ _0"></span>został <span class="_ _0"></span>sfinansowany<span class="_ _2"></span> </div><div class="t m0 x74 h6 y48a ff3 fs2 fc1 sc0 ls0 ws0">ze źródeł własnych. <span class="_ _0"></span>Oprócz<span class="_ _2"></span> <span class="_ _0"></span>zadłużenia w Spółce ALTA, <span class="_ _0"></span>Miasteczko Siewierz J<span class="ff2">ezio<span class="_ _0"></span>rna Sp. <span class="_ _0"></span>z o.o. </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 x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">37</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h6 y2a ff3 fs2 fc1 sc0 ls0 ws0">nie <span class="_ _f"></span>ma <span class="_ _f"></span>zewnętrznych <span class="_ _f"></span>kredytów <span class="_ _f"></span>(nieruchom<span class="_ _2"></span>ość <span class="_ _f"></span>nie <span class="_ _f"></span>jest <span class="_ _f"></span>obciążona <span class="_ _f"></span>hipoteką). <span class="_ _f"></span>Spółk<span class="_ _2"></span>a <span class="_ _f"></span>skorzystała </div><div class="t m0 x74 h6 y8d ff3 fs2 fc1 sc0 ls0 ws0">z subwencji PFR. K<span class="_ _2"></span>wota spłacana jest w<span class="_ _2"></span> ratach.<span class="ff2"> </span></div><div class="t m0 x22 h6 y164 fff fs2 fc6 sc0 ls0 ws0">→<span class="ff9"> <span class="_ _13"> </span><span class="ff3 fc1">TUP <span class="_ _13"> </span>Property <span class="_ _13"> </span>sprzedała,<span class="_ _2"></span> <span class="_ _12"> </span>zgodnie <span class="_ _13"> </span>ze <span class="_ _13"> </span>strategią <span class="_ _12"> </span>Emitenta, <span class="_ _12"> </span>swoje <span class="_ _13"> </span>główne <span class="_ _13"> </span>ak<span class="_ _2"></span>tywa<span class="ff2"> <span class="_ _13"> </span>(portfel </span></span></span></div><div class="t m0 x74 h6 y193 ff3 fs2 fc1 sc0 ls0 ws0">nieruchomości komercyjnych na wynajem), pozostałe w <span class="_ _0"></span>portfelu <span class="_ _0"></span>nieruchomości nie stanowią </div><div class="t m0 x74 h6 y194 ff3 fs2 fc1 sc0 ls0 ws0">generują <span class="_ _9"></span>znacz<span class="_ _2"></span>ących <span class="_ _9"></span>kwot<span class="ff2"> <span class="_ _8"></span></span>przychodów <span class="_ _9"> </span>z <span class="_ _9"></span>naj<span class="_ _2"></span>mu<span class="ff2">, <span class="_ _9"> </span></span>jednocześnie <span class="_ _8"></span>Spółka <span class="_ _9"> </span>nie <span class="_ _8"></span>ma <span class="_ _9"> </span>zaciągniętych<span class="_ _2"></span> </div><div class="t m0 x74 h6 y1c0 ff3 fs2 fc1 sc0 ls0 ws0">kredytów bank<span class="_ _2"></span>owych, ryzyko wyc<span class="_ _2"></span>eny i płynności z<span class="_ _2"></span>ostało ograniczon<span class="_ _2"></span>e.<span class="ff2"> </span></div><div class="t m0 x74 h6 y1c1 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h6 y1c2 ff3 fs2 fc1 sc0 ls0 ws0">Istnieje <span class="_ _16"> </span>ryzyko, <span class="_ _16"> </span>że <span class="_ _16"> </span>w <span class="_ _16"> </span>wy<span class="_ _0"></span>niku <span class="_ _9"> </span>zdarzeń <span class="_ _16"> </span>gospodarczych <span class="_ _16"> </span>lub <span class="_ _16"> </span>zmiany <span class="_ _10"> </span>przepis<span class="_ _2"></span>ów <span class="_ _16"> </span>prawnych <span class="_ _16"> </span>wartość </div><div class="t m0 x22 h6 y1c3 ff3 fs2 fc1 sc0 ls0 ws0">godziwa poszczególn<span class="_ _2"></span>ych Inwest<span class="_ _2"></span>ycji może ulegać p<span class="_ _2"></span>rzeszacowaniu.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c4 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h3e y1c5 ffd fs2 fc1 sc0 ls32 ws0">a)<span class="ff14 ls0"> <span class="_ _1a"> </span><span class="ffe">Ryzyko wyceny ak<span class="_ _2"></span>tywów Spółki <span class="ffd">Miastecz<span class="_ _2"></span>ko Siewierz Je<span class="_ _2"></span>ziorna Sp. z o.o. </span></span></span></div><div class="t m0 x0 h6 y1c6 ff3 fs2 fc1 sc0 ls0 ws0">Wycena <span class="_ _15"> </span>nieruchomo<span class="_ _2"></span>ści <span class="_ _15"> </span>sporządzona <span class="_ _18"> </span>przez <span class="_ _15"> </span>niezależnego <span class="_ _18"> </span>rzeczoznawcę <span class="_ _18"> </span>o<span class="_ _0"></span>dzwierciedla <span class="_ _18"> </span>wartość </div><div class="t m0 x0 h6 y1c7 ff3 fs2 fc1 sc0 ls0 ws0">nieruchomości <span class="_ _a"></span>Spółki <span class="_ _a"></span>w <span class="_ _a"></span>cenie <span class="_ _a"></span>jej <span class="_ _8"></span>sprzedaży <span class="_ _a"></span>podmiotowi <span class="_ _a"></span>zewnętrznemu <span class="_ _a"></span>(inwes<span class="_ _2"></span>torowi), <span class="_ _a"></span>który <span class="_ _a"></span>będzie </div><div class="t m0 x0 h6 y1c8 ff3 fs2 fc1 sc0 ls0 ws0">zainteresowany bu<span class="_ _2"></span>dową projektu zg<span class="_ _2"></span>odnie z obecny<span class="_ _2"></span>m stanem prawn<span class="_ _2"></span>ym i zaawansowania<span class="_ _2"></span> projektu.<span class="ff2"> </span></div><div class="t m0 x0 h6 y1c9 ff2 fs2 fc1 sc0 ls0 ws0">W <span class="_ _c"></span>dniu <span class="_ _c"></span>29.10.2<span class="_ _2"></span>020 <span class="_ _c"></span><span class="ff3">r. <span class="_ _c"></span>Rada <span class="_ _0"></span>Miasta <span class="_ _c"></span>Siewierz <span class="_ _0"></span>podjęła <span class="_ _c"></span>uchwałę <span class="_ _0"></span>w <span class="_ _c"></span>sprawie <span class="_ _c"></span>przyjęci<span class="_ _2"></span>a <span class="_ _c"></span>Miejscoweg<span class="_ _2"></span>o <span class="_ _c"></span>Planu </span></div><div class="t m0 x0 h6 y1ca ff3 fs2 fc1 sc0 ls0 ws0">Zagospodarowania<span class="_ _2"></span> <span class="_ _15"> </span>Przestrzenn<span class="_ _2"></span>ego <span class="_ _15"> </span>dla <span class="_ _18"> </span>terenu <span class="_ _15"> </span>objętego <span class="_ _18"> </span>dotychczas <span class="_ _15"> </span>Studium <span class="_ _18"> </span>Uwarunkowań <span class="_ _18"> </span>i </div><div class="t m0 x0 h6 y1cb ff3 fs2 fc1 sc0 ls0 ws0">Kierunków <span class="_ _0"></span>Rozwoju. <span class="_ _0"></span>Uchwalenie <span class="_ _0"></span>MPZP <span class="_ _c"></span>po <span class="_ _0"></span>jego <span class="_ _c"></span>upra<span class="_ _2"></span>womocnieni<span class="ff2">u <span class="_ _0"></span></span>wyeliminowało <span class="_ _0"></span>ryzyko, <span class="_ _c"></span>polegają<span class="_ _2"></span>ce </div><div class="t m0 x0 h6 y1cc ff3 fs2 fc1 sc0 ls0 ws0">na  tym, <span class="_ _e"> </span>że <span class="_ _e"> </span>w <span class="_ _e"> </span>przypad<span class="_ _2"></span>ku <span class="_ _1f"> </span>sprzedaży <span class="_ _e"> </span>nieruchomości  lub  udziałów <span class="_ _e"> </span>Spółki,  na <span class="_ _e"> </span>dokonanie <span class="_ _1f"> </span>transakcji </div><div class="t m0 x0 h6 y1cd ff3 fs2 fc1 sc0 ls0 ws0">wymagana była zg<span class="_ _2"></span>oda Prezesa Agencji Ni<span class="_ _2"></span>eruchomości <span class="_ _2"></span>Rolnych. <span class="ff2"> </span></div><div class="t m0 x78 h3f y1ce ff11 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h3e y1cf ffd fs2 fc1 sc0 ls32 ws0">b)<span class="ff14 ls0"> <span class="_ _1a"> </span><span class="ffe">Ryzyko wyceny ak<span class="_ _2"></span>tywów Spółki TU<span class="_ _2"></span>P Property S<span class="ffd">p. z o.o. </span></span></span></div><div class="t m0 x0 h6 y1d0 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y1d1 ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _f"></span>dzień <span class="_ _f"></span>przekazania <span class="_ _f"></span>niniejszego <span class="_ _f"></span>spraw<span class="_ _2"></span>ozdania <span class="_ _f"></span>ryzyko <span class="_ _f"></span>w <span class="_ _f"></span>związku <span class="_ _f"></span>ze <span class="_ _f"></span>sprzedażą <span class="_ _f"></span>w <span class="_ _f"></span>poprzednich <span class="_ _f"></span>okresach<span class="_ _2"></span> </div><div class="t m0 x0 h6 y48b ff3 fs2 fc1 sc0 ls0 ws0">sprawozdawczych <span class="_ _5"></span>wszystkich <span class="_ _f"></span>istotnych <span class="_ _f"></span>aktywów <span class="_ _f"></span>nieruchom<span class="_ _2"></span>ościowych <span class="_ _f"></span>Spółki <span class="_ _f"></span>jest <span class="_ _f"></span>istotni<span class="_ _2"></span>e <span class="_ _f"></span>ograniczone. <span class="ff2"> </span></div><div class="t m0 x0 h6 y1a9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h1b y48c ff1 fs6 fc8 sc0 ls0 ws0"> </div><div class="t m0 x0 h1b y48d ff1 fs6 fc8 sc0 ls0 ws0"> </div><div class="t m0 x0 h1b y48e ff1 fs6 fc8 sc0 ls0 ws0"> </div><div class="t m0 x0 h3a y48f ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3a y156 ff2 fs6 fc1 sc0 ls0 ws0">*<span class="ff3">Pożyczka wewnętrzna</span> </div><div class="t m0 x0 h3a y3f9 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3a y490 ff2 fs6 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y491 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c xed y492 wcb h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Analiza zobowiązań finansowych ALTA <span class="ff2 ls16">SA<span class="ls0"> i jej kluczowych inwestycji </span></span></div></div><div class="c xee y492 wca h75"><div class="t m0 x12 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xed y493 wcc h76"><div class="t m0 x12 h1b y169 ffb fs6 fc1 sc0 ls0 ws0">na dzień 3<span class="ff1">1.<span class="lsc">12.20</span>23<span class="ls15">r.</span> </span></div></div><div class="c xef y493 wcd h76"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">poniżej 1 r.<span class="ff2"> </span></div></div><div class="c xf0 y493 w75 h76"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">od 1-2 lat </div></div><div class="c xee y493 wce h76"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">3 lat i powyżej<span class="ff2"> </span></div></div><div class="c xed y494 wcc h75"><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">ALTA <span class="ls33">SA</span> </div></div><div class="c xef y494 wcd h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xf0 y494 w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y494 wce h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y495 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kredyty i pożyczki<span class="ff2"> </span></div></div><div class="c xef y495 wcf h75"><div class="t m0 x77 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xf0 y495 w75 h75"><div class="t m0 x37 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xee y495 wd0 h75"><div class="t m0 x12 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xed y496 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff2"> </span></div></div><div class="c xef y496 wcf h75"><div class="t m0 xb2 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">255<span class="ls0"> </span></div></div><div class="c xf0 y496 w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y496 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y497 wcc h75"><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">TUP Property Sp. z o.o. </div></div><div class="c xef y497 wcf h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xf0 y497 w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y497 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y498 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kredyty i pożyczki<span class="ff2">* </span></div></div><div class="c xef y498 wcf h75"><div class="t m0 xb2 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">369<span class="ls0"> </span></div></div><div class="c xf0 y498 w75 h75"><div class="t m0 x37 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xee y498 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y20b wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff2"> </span></div></div><div class="c xef y20b wcf h75"><div class="t m0 xb2 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">163<span class="ls0"> </span></div></div><div class="c xf0 y20b w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y20b wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y499 wcc h75"><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">Miasteczko Siewierz Jeziorna Sp. z o.o. </div></div><div class="c xef y499 wcf h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xf0 y499 w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y499 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y49a wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kredyty i pożyczki<span class="ff2">* </span></div></div><div class="c xef y49a wcf h75"><div class="t m0 xc h3a y169 ff2 fs6 fc1 sc0 lsc ws0">1 900<span class="ls0"> </span></div></div><div class="c xf0 y49a w75 h75"><div class="t m0 x37 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xee y49a wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y49b wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff2"> </span></div></div><div class="c xef y49b wcf h75"><div class="t m0 xb2 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">222<span class="ls0"> </span></div></div><div class="c xf0 y49b w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y49b wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y49c wcb h76"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Analiza zobowiązań finansowych ALTA <span class="ff2 ls16">SA<span class="ls0"> i jej kluczowych inwestycji </span></span></div></div><div class="c xee y49c wca h76"><div class="t m0 x12 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xed y49d wcc h75"><div class="t m0 x12 h1b y169 ffb fs6 fc1 sc0 ls0 ws0">na dzień 3<span class="ff1">1.<span class="lsc">12.202</span>2<span class="ls15">r.</span> </span></div></div><div class="c xef y49d wcd h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">poniżej 1 r.<span class="ff2"> </span></div></div><div class="c xf0 y49d w75 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">od 1-2 lat </div></div><div class="c xee y49d wce h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">3 <span class="ff3 ls0">lat i powyżej<span class="ff2"> </span></span></div></div><div class="c xed y49e wcc h75"><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">ALTA <span class="ls33">SA</span> </div></div><div class="c xef y49e wcd h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xf0 y49e w75 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y49e wce h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y49f wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kredyty i pożyczki**<span class="ff2"> </span></div></div><div class="c xef y49f wcf h75"><div class="t m0 x2e h3a y169 ff2 fs6 fc1 sc0 lsc ws0">10<span class="ls0"> </span></div></div><div class="c xf0 y49f w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y49f wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y4a0 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff2"> </span></div></div><div class="c xef y4a0 wcf h75"><div class="t m0 xb2 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">296<span class="ls0"> </span></div></div><div class="c xf0 y4a0 w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y4a0 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y4a1 wcc h75"><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">TUP Property Sp. z  o.o. </div></div><div class="c xef y4a1 wcf h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xf0 y4a1 w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y4a1 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y4a2 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kredyty i pożyczki<span class="ff2"> </span></div></div><div class="c xef y4a2 wcf h75"><div class="t m0 xb2 h3a y169 ff2 fs6 fc1 sc0 lsc ws0">487<span class="ls0"> </span></div></div><div class="c xf0 y4a2 w75 h75"><div class="t m0 x37 h3a y1 ff2 fs6 fc1 sc0 ls0 ws0"> </div></div><div class="c xee y4a2 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y4a3 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff2"> </span></div></div><div class="c xef y4a3 wcf h75"><div class="t m0 xb2 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">5<span class="lsc">45</span> </div></div><div class="c xf0 y4a3 w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y4a3 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y1ef wcc h75"><div class="t m0 x12 h1b y169 ff1 fs6 fc1 sc0 ls0 ws0">Miasteczko Siewierz Jeziorna Sp. z o.o. </div></div><div class="c xef y1ef wcf h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xf0 y1ef w75 h75"><div class="t m0 x62 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y1ef wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y4a4 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Kredyty i pożyczki*<span class="ff2"> </span></div></div><div class="c xef y4a4 wcf h75"><div class="t m0 xc1 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">2<span class="lsc">4 365</span> </div></div><div class="c xf0 y4a4 w75 h75"><div class="t m0 x1d h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">3 <span class="lsc">461</span> </div></div><div class="c xee y4a4 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xed y4a5 wcc h75"><div class="t m0 x12 h3a y169 ff3 fs6 fc1 sc0 ls0 ws0">Zobowiązania handlowe<span class="ff2"> </span></div></div><div class="c xef y4a5 wcf h75"><div class="t m0 x3d h3a y169 ff2 fs6 fc1 sc0 ls17 ws0">                         <span class="lsc">476<span class="ls0"> </span></span></div></div><div class="c xf0 y4a5 w75 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div><div class="c xee y4a5 wd0 h75"><div class="t m0 x12 h3a y169 ff2 fs6 fc1 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w0 h0" ><div class="pc pc26 w0 h0"><img class="bi x6 y1a w4 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x69 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">38</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h3a y4a6 ff2 fs6 fc1 sc0 ls0 ws0">*<span class="ff3">Głownie, pożyczka wewnętrzna </span> </div><div class="t m0 x0 h3a y4a7 ff3 fs6 fc1 sc0 ls0 ws0">** Pożyczka wewnętrzna oraz wsparcie w ramach Tarczy Antykryzysowej –<span class="ff2"> subwencja PFR </span></div><div class="t m0 x0 h3a y4a8 ff3 fs6 fc1 sc0 ls0 ws0">*** Pożyczka wewnętrzna<span class="ff2"> </span></div><div class="t m0 x0 h6 y4a9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h3e y39e ffd fs2 fc1 sc0 ls34 ws0">c)<span class="ff14 ls0"> <span class="_ _20"> </span><span class="ffe">Ryzyko wyceny aktywó<span class="_ _2"></span>w w związ<span class="_ _2"></span>ku z wystąpieniem sta<span class="_ _2"></span>nu epidemii<span class="_ _2"></span><span class="ffd"> </span></span></span></div><div class="t m0 x0 h6 y4aa ff3 fs2 fc1 sc0 ls0 ws0">Na <span class="_ _a"></span>dzień <span class="_ _c"></span>przekazania <span class="_ _a"></span>niniejszego <span class="_ _a"></span>spra<span class="_ _2"></span>wozdania, <span class="_ _a"></span>ryzyk<span class="_ _2"></span>o <span class="_ _a"></span>wyceny <span class="_ _a"></span>aktywów <span class="_ _c"></span>w <span class="_ _a"></span>związku <span class="_ _c"></span>o<span class="_ _0"></span>bowiązującym<span class="_ _2"></span> </div><div class="t m0 x0 h6 y4ab ff3 fs2 fc1 sc0 ls0 ws0">stanem epidemii nie<span class="_ _2"></span> występuje. <span class="ff2"> </span></div><div class="t m0 x0 h6 y4ac ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x22 h40 y4ad fff fs2 fc1 sc0 ls0 ws0">▪<span class="ff9"> <span class="_ _11"> </span><span class="ff11">Ryzyko rynkowe </span></span></div><div class="t m0 x0 h3e y4ae ffd fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h3e y4af ffd fs2 fc1 sc0 ls32 ws0">a)<span class="ff14 ls0"> <span class="_ _1a"> </span><span class="ffd">Ryzyko cenowe </span></span></div><div class="t m0 x0 h6 y4b0 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _0"></span>ALTA <span class="_ _0"></span>nie inwestuje w <span class="_ _c"></span>kapitałowe papiery wartościowe <span class="_ _0"></span>i <span class="_ _0"></span>w <span class="_ _c"></span>taki<span class="_ _2"></span>m <span class="_ _0"></span>zakresie nie <span class="_ _0"></span>jest <span class="_ _0"></span>narażona <span class="_ _0"></span>na </div><div class="t m0 x0 h6 y4b1 ff3 fs2 fc1 sc0 ls0 ws0">ryzyko cenowe. <span class="_ _0"></span>Ryzyko to <span class="_ _0"></span>może dotyczyć <span class="_ _0"></span>innych Inwestycji <span class="_ _0"></span>Spółki obecnych <span class="_ _0"></span>i przyszłych <span class="_ _0"></span>w momencie </div><div class="t m0 x0 h6 y4b2 ff3 fs2 fc1 sc0 ls0 ws0">sklasyfikowania <span class="_ _12"> </span>ich <span class="_ _12"> </span>w <span class="_ _13"> </span>sprawozdaniu <span class="_ _12"> </span>finansowym <span class="_ _12"> </span>jako <span class="_ _13"> </span>prz<span class="_ _2"></span>eznaczonych<span class="_ _2"></span> <span class="_ _13"> </span>do <span class="_ _12"> </span>sprzedaży. <span class="_ _12"> </span>Na <span class="_ _13"> </span>dzień<span class="_ _2"></span> </div><div class="t m0 x0 h6 y4b3 ff2 fs2 fc1 sc0 ls0 ws0">prezentacji niniejsz<span class="_ _2"></span>ego sprawozdan<span class="ff3">ia finans<span class="_ _2"></span>owego Spółka<span class="_ _2"></span> nie jest objęta t<span class="_ _2"></span>ym ryzykiem.<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y4b4 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h3e y4b5 ffd fs2 fc1 sc0 ls32 ws0">b)<span class="ff14 ls0"> <span class="_ _1a"> </span><span class="ffd">Ryzyko stopy p<span class="_ _2"></span>rocentowej </span></span></div><div class="t m0 x0 h6 y4b6 ff3 fs2 fc1 sc0 ls0 ws0">Jednym <span class="_ _16"> </span>z <span class="_ _16"> </span>elementów <span class="_ _16"> </span>działalności <span class="_ _16"> </span>Inwestycyjnej <span class="_ _16"> </span>Spółki <span class="_ _9"> </span>stanowi <span class="_ _10"> </span>udziel<span class="_ _2"></span>one <span class="_ _16"> </span>pożyczki <span class="_ _16"> </span>poszczególnym<span class="_ _2"></span> </div><div class="t m0 x0 h6 y4b7 ff3 fs2 fc1 sc0 ls0 ws0">Spółkom <span class="_ _d"> </span><span class="ff2">- <span class="_ _d"> </span></span>Inwestycjo<span class="_ _2"></span>m <span class="_ _d"> </span>w <span class="_ _d"> </span>latach <span class="_ _d"> </span>ubiegłych. <span class="_ _e"> </span>Pozycją <span class="_ _d"> </span>narażoną <span class="_ _d"> </span>na <span class="_ _d"> </span>ryzyko<span class="_ _2"></span> <span class="_ _d"> </span>stopy <span class="_ _d"> </span>procentowej <span class="_ _e"> </span>są </div><div class="t m0 x0 h6 y4b8 ff3 fs2 fc1 sc0 ls0 ws0">planowane przepły<span class="_ _2"></span>wy pieniężnie z tytułu <span class="_ _2"></span>odsetek od u<span class="_ _2"></span>dzielonych pożycze<span class="_ _2"></span>k.<span class="ff2">  </span></div><div class="t m0 x0 h6 y4b9 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _9"></span>w <span class="_ _9"></span>bieżącym<span class="_ _2"></span> <span class="_ _9"> </span>okresie <span class="_ _9"></span>sprawozdaw<span class="_ _2"></span>czym <span class="_ _9"></span>jak <span class="_ _9"></span>te<span class="_ _2"></span>z <span class="_ _9"> </span>okresach <span class="_ _9"> </span>ubiegłych<span class="_ _2"></span> <span class="_ _9"> </span>nie <span class="_ _9"> </span>zawierała <span class="_ _8"></span>kontraktów </div><div class="t m0 x0 h6 y4ba ff3 fs2 fc1 sc0 ls0 ws0">zabezpieczających <span class="_ _2"></span>odsetkowe przepł<span class="_ _2"></span>ywy pieniężne.<span class="ff2"> </span></div><div class="t m0 x0 h6 y4bb ff2 fs2 fc1 sc0 ls0 ws0"> <span class="_ _1"> </span> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w1d h2e" ><div class="pc pc27 w1d h2e"><img class="bi x0 y1a wd1 h2f" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w1f h2e"><div class="t m0 x0 h8 yf6 ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okres <span class="_ _2"></span>od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 yf7 ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="ff2"> </span></div><div class="t m0 xb7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">39</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 yf8 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yf9 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y4bc w89 h1f"><div class="t m0 x47 hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Instrumenty fina<span class="_ _2"></span>nsowe - ryzyko<span class="_ _2"></span> </div><div class="t m0 x52 hd y308 ff7 fs3 fc1 sc0 ls0 ws0">stopy procentowe<span class="_ _2"></span>j </div></div><div class="c xb8 y4bc wd2 h1f"><div class="t m0 x19 hd y26c ff6 fs3 fc1 sc0 ls0 ws0">Okres bieżący 31<span class="_ _2"></span>.12.2023<span class="ff7"> </span></div></div><div class="c xf1 y4bc wd3 h1f"><div class="t m0 x1f hd y26c ff6 fs3 fc1 sc0 ls0 ws0">Okres porównywa<span class="_ _2"></span>ny 31.12.2022<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x6 y4bd w89 h1f"><div class="t m0 x65 hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Specyfikacja </div></div><div class="c xb8 y4bd w66 h1f"><div class="t m0 x12 hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Wymagalne do </div><div class="t m0 xe1 hd y308 ff7 fs3 fc1 sc0 ls9 ws0">1 <span class="ls0">roku </span></div></div><div class="c x9 y4bd w7c h1f"><div class="t m0 xae hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Wymagalne od </div><div class="t m0 x11 hd y308 ff7 fs3 fc1 sc0 ls0 ws0">roku do 5 lat<span class="_ _2"></span> </div></div><div class="c xf2 y4bd wd4 h1f"><div class="t m0 x2b hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Wymagalne </div><div class="t m0 xd hd y308 ff6 fs3 fc1 sc0 ls0 ws0">powyżej 5 lat<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c xf1 y4bd wd5 h1f"><div class="t m0 x61 hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Wymagalne do </div><div class="t m0 x2a hd y308 ff7 fs3 fc1 sc0 ls0 ws0">1 roku </div></div><div class="c x43 y4bd wd6 h1f"><div class="t m0 x61 hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Wymagalne od </div><div class="t m0 x6a hd y308 ff7 fs3 fc1 sc0 ls0 ws0">roku do 5 lat<span class="_ _2"></span> </div></div><div class="c xf3 y4bd wd7 h1f"><div class="t m0 x2b hd y26c ff7 fs3 fc1 sc0 ls0 ws0">Wymagalne </div><div class="t m0 xd hd y308 ff6 fs3 fc1 sc0 ls0 ws0">powyżej 5 lat<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x6 y4be w89 h45"><div class="t m0 x12 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">Oprocentowan<span class="_ _2"></span>ie zmienne: </div></div><div class="c xb8 y4be w66 h45"><div class="t m0 x56 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c x9 y4be w7c h45"><div class="t m0 xa0 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf2 y4be wd4 h45"><div class="t m0 x0 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf1 y4be wd5 h45"><div class="t m0 x16 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">3 651  </div></div><div class="c x43 y4be wd6 h45"><div class="t m0 x55 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">20 902  </div></div><div class="c xf3 y4be wd7 h45"><div class="t m0 x0 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y4bf w89 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c xb8 y4bf w66 h44"><div class="t m0 x56 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c x9 y4bf w7c h44"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf2 y4bf wd4 h44"><div class="t m0 x0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf1 y4bf wd5 h44"><div class="t m0 x16 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">3 641  </div></div><div class="c x43 y4bf wd6 h44"><div class="t m0 x55 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">20 902  </div></div><div class="c xf3 y4bf wd7 h44"><div class="t m0 x0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y4c0 w89 h4c"><div class="t m0 x12 h11 y3ca ff8 fs3 fc1 sc0 ls0 ws0">Kredyty i po<span class="_ _2"></span>życzki zaciągnięte<span class="ff9"> </span></div></div><div class="c xb8 y4c0 w66 h4c"><div class="t m0 x19 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x9 y4c0 w7c h4c"><div class="t m0 xa0 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">  </div></div><div class="c xf2 y4c0 wd4 h4c"><div class="t m0 x0 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf1 y4c0 wd5 h4c"><div class="t m0 x2c h11 y3ca ff9 fs3 fc1 sc0 ls9 ws0">10 <span class="ls0"> </span></div></div><div class="c x43 y4c0 wd6 h4c"><div class="t m0 xb2 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf3 y4c0 wd7 h4c"><div class="t m0 x0 h11 y3ca ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y4c1 w89 h44"><div class="t m0 x12 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Oprocentowan<span class="_ _2"></span>ie Stałe<span class="ff7"> </span></div></div><div class="c xb8 y4c1 w66 h44"><div class="t m0 x19 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x9 y4c1 w7c h44"><div class="t m0 xa0 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf2 y4c1 wd4 h44"><div class="t m0 x0 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf1 y4c1 wd5 h44"><div class="t m0 xb2 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x43 y4c1 wd6 h44"><div class="t m0 xb2 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf3 y4c1 wd7 h44"><div class="t m0 x0 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x1 y1 w1f h2e"><div class="t m0 x0 h6 y4c2 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h3e y4c3 ffd fs2 fc1 sc0 ls34 ws0">c)<span class="ff14 ls0"> <span class="_ _20"> </span><span class="ffd"> Ryzyko walutowe<span class="_ _2"></span> </span></span></div><div class="t m0 x0 h6 y4c4 ff2 fs2 fc1 sc0 ls0 ws0">ALTA <span class="ls10">SA</span> <span class="ff3">nie jest narażona <span class="_ _2"></span>na ryzyko walut<span class="_ _2"></span>owe. Wszys<span class="_ _2"></span>tkie transakcje Spó<span class="_ _2"></span>łki zawieran<span class="_ _2"></span>e są w PLN.<span class="ff2"> </span></span></div><div class="t m0 xce h3f y4c5 ff11 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x74 h3e y4c6 ffd fs2 fc1 sc0 ls32 ws0">d)<span class="ff14 ls0"> <span class="_ _1a"> </span><span class="ffd">Ryzyko kredytowe<span class="_ _2"></span> </span></span></div><div class="t m0 x0 h6 y4c7 ff2 fs2 fc1 sc0 ls0 ws0">Ryzyko kredytowe A<span class="_ _2"></span>LTA <span class="ls10">SA</span> <span class="ff3">można podzielić<span class="_ _2"></span> na dwa rodz<span class="_ _2"></span>aje:<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y4c8 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">ryzyko kredytowe p<span class="_ _2"></span>owstające w prz<span class="_ _2"></span>ypadku transakcj<span class="_ _2"></span>i zwieranych ze Spó<span class="_ _2"></span>łkami –<span class="ff2"> </span>Inwestycja<span class="_ _2"></span>mi Spółki, kt<span class="_ _2"></span>óre stanowią pożyczki, <span class="_ _2"></span>opłaty za zarz<span class="_ _2"></span>ądzanie i inne<span class="ff2"> </span></span></div><div class="t m0 x0 h6 y4c9 ff2 fs2 fc1 sc0 ls0 ws0">- <span class="ff3">ryzyko kredytowe p<span class="_ _2"></span>owstające w prz<span class="_ _2"></span>ypadku transakcj<span class="_ _2"></span>i sprzedaży Inw<span class="_ _2"></span>estycji –<span class="ff2"> </span>obejmujące ter<span class="_ _2"></span>minową zapłatę należ<span class="_ _2"></span>ności. <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y4ca ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y338 w61 h77"><div class="t m0 x2a hd y4cb ff7 fs3 fc1 sc0 ls0 ws0">Instrumenty fina<span class="_ _2"></span>nsowe - ryzyko<span class="_ _2"></span> </div><div class="t m0 xd8 hd y4cc ff7 fs3 fc1 sc0 ls0 ws0">kredytowe </div></div><div class="c x8f y338 wd8 h77"><div class="t m0 xd8 hd y4cb ff6 fs3 fc1 sc0 ls0 ws0">Okres bieżący 31<span class="_ _2"></span>.12.2023<span class="ff7"> </span></div></div><div class="c xf4 y338 wd9 h77"><div class="t m0 xaa hd y4cb ff6 fs3 fc1 sc0 ls0 ws0">Okres porównywa<span class="_ _2"></span>ny 31.12.2022<span class="_ _2"></span><span class="ff7"> </span></div></div><div class="c x6 y12f w61 h54"><div class="t m0 x50 hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">Ekspozycje <span class="ff6">obcią<span class="_ _2"></span>żone ryzyk<span class="_ _2"></span>iem </span></div><div class="t m0 x3d hd y36c ff6 fs3 fc1 sc0 ls0 ws0">kredytowym, które<span class="_ _2"></span>  w ujęciu od <span class="_ _2"></span>jednego </div><div class="t m0 x32 hd y36d ff6 fs3 fc1 sc0 ls0 ws0">kontrahenta stanow<span class="_ _2"></span>ią więcej <span class="_ _2"></span>niż:<span class="ff7"> </span></div></div><div class="c x8f y12f wca h54"><div class="t m0 x42 hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">ekspozycje &lt;3%<span class="_ _2"></span> </div><div class="t m0 x73 hd y36c ff7 fs3 fc1 sc0 ls0 ws0">salda </div></div><div class="c x3c y12f wa2 h54"><div class="t m0 x42 hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">3%&lt; ekspozycje<span class="_ _2"></span> </div><div class="t m0 xd hd y36c ff7 fs3 fc1 sc0 ls0 ws0">&lt;20% salda<span class="_ _2"></span> </div></div><div class="c xd1 y12f wda h54"><div class="t m0 x61 hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">ekspozycje &gt; 20%<span class="_ _2"></span> </div><div class="t m0 x72 hd y36c ff7 fs3 fc1 sc0 ls0 ws0">salda </div></div><div class="c xf4 y12f wdb h54"><div class="t m0 x4d hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">ekspozycje &lt;3%<span class="_ _2"></span> </div><div class="t m0 xa3 hd y36c ff7 fs3 fc1 sc0 ls0 ws0">salda </div></div><div class="c x4 y12f wdc h54"><div class="t m0 x5a hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">3%&lt; ekspozycje<span class="_ _2"></span> &lt;20% </div><div class="t m0 x1e hd y36c ff7 fs3 fc1 sc0 ls0 ws0">salda </div></div><div class="c xf5 y12f wdd h54"><div class="t m0 x41 hd y2c4 ff7 fs3 fc1 sc0 ls0 ws0">ekspozycje &gt; 20%<span class="_ _2"></span> </div><div class="t m0 xb1 hd y36c ff7 fs3 fc1 sc0 ls0 ws0">salda </div></div><div class="c x6 y4cd w61 h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Należności własne<span class="_ _2"></span> <span class="ff9">niepodatkowe<span class="_ _2"></span> </span></div></div><div class="c x8f y4cd wca h44"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x3c y4cd wa2 h44"><div class="t m0 xc1 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">6 170  </div></div><div class="c xd1 y4cd wda h44"><div class="t m0 x0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf4 y4cd wdb h44"><div class="t m0 x82 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y4cd wdc h44"><div class="t m0 xc3 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">8 063  </div></div><div class="c xf5 y4cd wdd h44"><div class="t m0 xcd h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y4ce w61 h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Pożyczki udzielone<span class="_ _2"></span><span class="ff9"> </span></div></div><div class="c x8f y4ce wca h45"><div class="t m0 xa0 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x3c y4ce wa2 h45"><div class="t m0 xc1 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">2 442  </div></div><div class="c xd1 y4ce wda h45"><div class="t m0 x0 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf4 y4ce wdb h45"><div class="t m0 x82 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y4ce wdc h45"><div class="t m0 x75 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">24 543  </div></div><div class="c xf5 y4ce wdd h45"><div class="t m0 xcd h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x6 y485 w61 h78"><div class="t m0 x12 h11 y171 ff8 fs3 fc1 sc0 ls0 ws0">Aktywa wycenian<span class="_ _2"></span>e w wartoś<span class="_ _2"></span>ci godziwej </div><div class="t m0 x12 h11 y4cf ff9 fs3 fc1 sc0 ls0 ws0">przez SCD </div></div><div class="c x8f y485 wca h78"><div class="t m0 xa0 h11 y171 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x3c y485 wa2 h78"><div class="t m0 xa0 h11 y171 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xd1 y485 wda h78"><div class="t m0 x18 h11 y171 ff9 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c xf4 y485 wdb h78"><div class="t m0 x82 h11 y171 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c x4 y485 wdc h78"><div class="t m0 xf6 h11 y171 ff9 fs3 fc1 sc0 ls0 ws0">- </div></div><div class="c xf5 y485 wdd h78"><div class="t m0 xc6 h11 y171 ff9 fs3 fc1 sc0 ls0 ws0">164 616  </div></div><div class="c x1 y1 w1f h2e"><div class="t m0 x0 h24 y4d0 ff2 fs7 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y4d1 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w0 h0" ><div class="pc pc28 w0 h0"><img class="bi x0 y1a w54 h7" alt="" src="data:image/png;base64,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"/><div class="c x1 y1 w2 h0"><div class="t m0 x0 h8 y1b ff2 fs3 fc3 sc0 ls0 ws0">Sprawozdanie fi<span class="_ _2"></span>nansowe ALTA <span class="ls3">SA</span> za okre<span class="_ _2"></span>s od 01.01.2023 do 31.12.2023 <span class="ls4">r.</span> </div><div class="t m0 x0 h8 y1c ff3 fs3 fc3 sc0 ls0 ws0">Dane w tys. zł<span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 xf7 h6 y1d ff2 fs3 fc3 sc0 ls0 ws0">Strona <span class="ff1 ls6">40</span> <span class="ls5">z <span class="_ _2"></span><span class="ff1 ls6">40<span class="ff2 fs2 fc1 ls0"> </span></span></span></div><div class="t m0 x0 h6 y1e ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y2a ff2 fs2 fc1 sc0 ls0 ws0">Instrumenty finans<span class="_ _2"></span>owe </div><div class="t m0 x0 h6 y4d2 ff3 fs2 fc1 sc0 ls0 ws0">Wartości godziwe p<span class="_ _2"></span>oszczególnych <span class="_ _2"></span>klas instrumentó<span class="_ _2"></span>w <span class="ff2">finansowych </span></div></div><div class="c x6 ycd w5e h43"><div class="t m0 x17 hd y274 ff7 fs3 fc1 sc0 ls0 ws0"> <span class="ff6">Instrumenty f<span class="_ _2"></span>inansowe wed<span class="_ _2"></span>ług kategorii<span class="ff7"> </span></span></div></div><div class="c x89 y4d3 wde h44"><div class="t m0 x73 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xb y4d3 wdf h44"><div class="t m0 x21 hd y276 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c x89 ycd wde h45"><div class="t m0 x25 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xb ycd wdf h45"><div class="t m0 xe1 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y4d4 w5e h44"><div class="t m0 x12 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">Aktywa finansowe<span class="_ _2"></span> </div></div><div class="c x89 y4d4 wde h44"><div class="t m0 x1b hd y276 ff7 fs3 fc1 sc0 ls0 ws0">204 860  </div></div><div class="c xb y4d4 wdf h44"><div class="t m0 xc1 hd y276 ff7 fs3 fc1 sc0 ls0 ws0">197 222  </div></div><div class="c x6 y4d5 w5e h45"><div class="t m0 x12 h11 y87 ff8 fs3 fc1 sc0 ls0 ws0">Aktywa wycenian<span class="_ _2"></span>e w wartoś<span class="_ _2"></span>ci godziwej pr<span class="_ _2"></span>zez rachunek zy<span class="_ _2"></span>sków i strat<span class="ff9"> </span></div></div><div class="c x89 y4d5 wde h45"><div class="t m0 x1b h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">196 248  </div></div><div class="c xb y4d5 wdf h45"><div class="t m0 xc1 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">164 616  </div></div><div class="c x6 y4d6 w5e h44"><div class="t m0 x12 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">Aktywa wycenian<span class="_ _2"></span>e w zamorty<span class="_ _2"></span>zowanym ko<span class="_ _2"></span>szcie </div></div><div class="c x89 y4d6 wde h44"><div class="t m0 x62 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">8 612  </div></div><div class="c xb y4d6 wdf h44"><div class="t m0 xc h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">32 606  </div></div><div class="c x6 y4d7 w5e h45"><div class="t m0 x12 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Zobowiązania f<span class="_ _2"></span>inansowe<span class="ff7"> </span></div></div><div class="c x89 y4d7 wde h45"><div class="t m0 xd3 hd y87 ff7 fs3 fc1 sc0 ls9 ws0">661 <span class="ls0"> </span></div></div><div class="c xb y4d7 wdf h45"><div class="t m0 x37 hd y87 ff7 fs3 fc1 sc0 ls9 ws0">616 <span class="ls0"> </span></div></div><div class="c x6 y4d8 w5e h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Zobowiązania w<span class="_ _2"></span>yceniane w <span class="ff9">zamor<span class="_ _2"></span>tyzowanym <span class="_ _2"></span>koszcie </span></div></div><div class="c x89 y4d8 wde h44"><div class="t m0 xd3 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">661 <span class="ls0"> </span></div></div><div class="c xb y4d8 wdf h44"><div class="t m0 x37 h11 y276 ff9 fs3 fc1 sc0 ls9 ws0">616 <span class="ls0"> </span></div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y4d9 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y4da ff1 fs2 fc1 sc0 ls0 ws0">5.29.<span class="ff7"> <span class="_ _1f"> </span></span>Struktura zat<span class="_ _2"></span>rudnienia </div><div class="t m0 x0 h6 y4db ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x6 y4dc w5e h79"><div class="t m0 x1f hd y4dd ff6 fs3 fc1 sc0 ls0 ws0">Przeciętne zat<span class="_ _2"></span>rudnienie w etata<span class="_ _2"></span>ch w jedn<span class="_ _2"></span>ostce<span class="ff7"> </span></div></div><div class="c x89 y4de wde h45"><div class="t m0 x73 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c xb y4de wdf h45"><div class="t m0 x21 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Na dzień<span class="ff7"> </span></div></div><div class="c x89 y4dc wde h7a"><div class="t m0 x25 hd y4df ff7 fs3 fc1 sc0 ls0 ws0">31.12.2023 </div></div><div class="c xb y4dc wdf h7a"><div class="t m0 xe1 hd y4df ff7 fs3 fc1 sc0 ls0 ws0">31.12.2022 </div></div><div class="c x6 y4e0 w5e h45"><div class="t m0 x12 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">Pracownicy fiz<span class="_ _2"></span>yczni </div></div><div class="c x89 y4e0 wde h45"><div class="t m0 xf8 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c xb y4e0 wdf h45"><div class="t m0 x82 h11 y87 ff9 fs3 fc1 sc0 ls0 ws0">-  </div></div><div class="c x6 y4e1 w5e h44"><div class="t m0 x12 h11 y276 ff8 fs3 fc1 sc0 ls0 ws0">Pracownicy um<span class="_ _2"></span>ysłowi<span class="ff9"> </span></div></div><div class="c x89 y4e1 wde h44"><div class="t m0 xa0 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">3,00  </div></div><div class="c xb y4e1 wdf h44"><div class="t m0 xf9 h11 y276 ff9 fs3 fc1 sc0 ls0 ws0">3,00  </div></div><div class="c x6 y4e2 w5e h45"><div class="t m0 x12 hd y87 ff6 fs3 fc1 sc0 ls0 ws0">Razem przecięt<span class="_ _2"></span>na liczba etatów<span class="ff7"> </span></div></div><div class="c x89 y4e2 wde h45"><div class="t m0 xa0 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">3,00  </div></div><div class="c xb y4e2 wdf h45"><div class="t m0 xf9 hd y87 ff7 fs3 fc1 sc0 ls0 ws0">3,00  </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y433 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y434 ff3 fs2 fc1 sc0 ls0 ws0">Spółka <span class="_ _f"></span>konsekwentnie <span class="_ _f"></span>utrzymuj<span class="_ _2"></span>e <span class="_ _f"></span>niski<span class="_ _0"></span><span class="ff2"> <span class="_ _f"></span><span class="ff3">stan <span class="_ _2"></span>zatrudnien<span class="_ _2"></span>ia <span class="_ _f"></span>etatowych <span class="_ _f"></span>pracowników <span class="_ _f"></span>na <span class="_ _f"></span>rzecz <span class="_ _2"></span>zlecania<span class="_ _2"></span> <span class="_ _f"></span>usług </span></span></div><div class="t m0 x0 h6 y435 ff3 fs2 fc1 sc0 ls0 ws0">podmiotom zewn<span class="_ _2"></span>ętrznym, specjaliz<span class="_ _2"></span>ujących się w dane<span class="_ _2"></span>j dziedzinie. <span class="ff2"> </span></div><div class="t m0 x0 h5 y436 ff1 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y437 ff1 fs2 fc1 sc0 ls0 ws0">5.30.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Informacje o wspó<span class="_ _2"></span>lnych przedsię<span class="_ _2"></span>wzięciach<span class="ff1"> </span></span></span></div><div class="t m0 x0 h6 y438 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y439 ff2 fs2 fc1 sc0 ls0 ws0">W okresie 2023 <span class="ff3">r. Sp<span class="_ _2"></span>ółka nie realiz<span class="_ _2"></span>owała zadań z za<span class="_ _2"></span>kresu wspólnych przedsię<span class="_ _2"></span>wzięć. <span class="ff2"> </span></span></div><div class="t m0 x0 h6 y43a ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y4e3 ff1 fs2 fc1 sc0 ls0 ws0">5.31.<span class="ff7"> <span class="_ _1f"> </span><span class="ffb">Różnice <span class="_ _19"> </span>pomiędzy <span class="_ _19"> </span>danymi <span class="_ _19"> </span>ujawnionymi <span class="_ _19"> </span>w <span class="_ _19"> </span>sprawozdan<span class="_ _2"></span>iu <span class="_ _19"> </span>finansowym <span class="_ _19"> </span>a <span class="_ _19"> </span>uprzednio </span></span></div><div class="t m0 x76 h5 y43c ffb fs2 fc1 sc0 ls0 ws0">sporządzonymi <span class="_ _2"></span>i opubliko<span class="_ _2"></span>wanymi sprawozda<span class="_ _2"></span>niami fi<span class="_ _2"></span>nansowymi<span class="ff1"> </span></div><div class="t m0 x0 h6 y43d ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y43e ff3 fs2 fc1 sc0 ls0 ws0">Spółka nie publikuje pr<span class="_ _2"></span>ognoz wyników. <span class="_ _2"></span><span class="ff2"> </span></div><div class="t m0 x0 h6 y43f ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x7c h5 y440 ff1 fs2 fc1 sc0 ls0 ws0">5.32.<span class="ff7"> <span class="_ _1f"> </span></span>Zdarzenia po dn<span class="_ _2"></span>iu bilansowym </div><div class="t m0 x0 h6 y441 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y442 ff3 fs2 fc1 sc0 ls0 ws0">Po <span class="_ _d"> </span>dniu <span class="_ _e"> </span>bilansowym <span class="_ _e"> </span>kończącym <span class="_ _e"> </span>o<span class="_ _0"></span>kres <span class="_ _e"> </span>sprawozdawczy <span class="_ _e"> </span>zakończony <span class="_ _e"> </span>3<span class="ff2">1 <span class="_ _d"> </span>grudnia <span class="_ _e"> </span>2023 <span class="_ _d"> </span>r. <span class="_ _d"> </span>i <span class="_ _e"> </span>do <span class="_ _d"> </span>dnia </span></div><div class="t m0 x0 h6 y443 ff2 fs2 fc1 sc0 ls0 ws0">zatwierdzenia<span class="_ _2"></span> niniejszego sprawozdania nie <span class="ff3">wystąpiły zd<span class="_ _2"></span>arzenia, które będą mogły wpłynąć na<span class="_ _2"></span> przyszłe </span></div><div class="t m0 x0 h6 y22c ff3 fs2 fc1 sc0 ls0 ws0">wyniki <span class="_ _1f"> </span>finansowe <span class="_ _e"> </span>Spółki,  które <span class="_ _1f"> </span>zgodnie <span class="_ _e"> </span>z <span class="_ _1f"> </span>MSSF <span class="_ _e"> </span>nie  wymagają <span class="_ _e"> </span>korekt  w <span class="_ _e"> </span>niniejszym  sprawozdaniu </div><div class="t m0 x0 h6 y7c ff2 fs2 fc1 sc0 ls0 ws0">finansowym.  </div><div class="t m0 x0 h6 y12b ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y444 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y110 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y231 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y232 ff2 fs2 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y4e4 we0 h7b"><div class="t m0 x6a h24 y26f ff2 fs7 fc1 sc0 ls0 ws0">Robert Jacek Moritz<span class="_ _0"></span> </div></div><div class="c xfa y4e4 we1 h7b"><div class="t m0 x1d h24 y26f ff2 fs7 fc1 sc0 ls0 ws0">Agnieszka Smit </div></div><div class="c xfb y4e4 we2 h7b"><div class="t m0 xa h24 y26f ff2 fs7 fc1 sc0 ls0 ws0">Andrzej Patyna </div></div><div class="c x5b y4e4 we3 h7b"><div class="t m0 x73 h24 y26f ff2 fs7 fc1 sc0 ls0 ws0"> </div></div><div class="c x0 y4e5 we0 h74"><div class="t m0 x45 h24 y4e6 ff3 fs7 fc1 sc0 ls0 ws0">Prezes Zarządu <span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xfa y4e5 we1 h74"><div class="t m0 x55 h24 y4e6 ff3 fs7 fc1 sc0 ls0 ws0">Członkini Za<span class="_ _0"></span>rządu<span class="ff2"> </span></div></div><div class="c xfb y4e5 we2 h74"><div class="t m0 x41 h3a y168 ff3 fs6 fc1 sc0 ls0 ws0">Osoba, której powierzono prowadzenie<span class="ff2"> </span></div><div class="t m0 x15 h24 y169 ff2 fs6 fc1 sc0 ls0 ws0"> <span class="ff3">ksiąg rachunkowych</span><span class="fs7"> </span></div></div><div class="c x5b y4e5 we3 h74"><div class="t m0 x54 h24 y4e6 ff2 fs7 fc1 sc0 ls0 ws0"> </div></div><div class="c x1 y1 w2 h0"><div class="t m0 x0 h6 y376 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y377 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 y378 ff2 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x0 h6 yc7 ff2 fs2 fc1 sc0 ls0 ws0">Warszawa, 25<span class="ls7">.0</span>4.202<span class="_ _2"></span>4 <span class="ls2">r.</span>  </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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