<?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 v2.11.7.5--><head><title>Sprawozdanie_Zarzadu_nt_inf_niefinansowych_za_Y2024.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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class="c x0 y0 w2 h0"><div class="t m0 x0 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">S<span class="fs1">PRAWOZDANI<span class="_ _0"></span>E ZARZĄDU Z D<span class="_ _0"></span>ZIAŁALNOŚCI GRUP<span class="_ _0"></span>Y KAPITAŁ<span class="_ _0"></span>OWEJ MIRBUD W 202<span class="_ _0"></span>4 ROKU<span class="ff2"> </span></span></div><div class="t m0 x0 h2 y2 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x1 y3 w3 h3"><div class="t m0 x2 h4 y4 ff1 fs2 fc1 sc0 ls0 ws0">GRUPA KAPITAŁOWA<span class="ff2"> </span></div><div class="t m0 x2 h5 y5 ff3 fs2 fc1 sc0 ls0 ws0">MIRBUD </div><div class="t m0 x2 h5 y6 ff3 fs2 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 h6 y7 ff2 fs3 fc1 sc0 ls0 ws0">24 kwietnia 2025 r.<span class="_ _1"></span> </div></div><div class="c x3 y8 w4 h7"><div class="t m0 x2 h8 y9 ff2 fs4 fc1 sc0 ls0 ws0">SPRAWOZDANIE <span class="fs5"> </span></div><div class="t m0 x2 h9 ya ff2 fs6 fc1 sc0 ls0 ws0">NA TEMAT I<span class="_ _0"></span>NFORMACJI </div><div class="t m0 x2 h9 yb ff2 fs6 fc1 sc0 ls0 ws0">NIEFINANSOWYC<span class="_ _0"></span>H </div><div class="t m0 x2 ha yc ff2 fs5 fc1 sc0 ls0 ws0"> </div><div class="t m0 x2 hb yd ff2 fs7 fc1 sc0 ls1 ws0">za <span class="ls2">202<span class="ls0">4 rok </span></span></div></div></div><div class="pi" ></div></div><div id="pf2" class="pf w5 hc" ><div class="pc pc2 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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vRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3v3HmfLVRZ4/3metar23t19LrlfIIQAQUBhYBAEUREEXxkYvIAIXgniiwIDMygIghgRUcGRQXBARmYUQXmBURS5iNwkIDDACIS7XBIgCSe3c+3uvavWep73j9qdc9LnJN2n0wmQ/L6ffPJJTtK7a++u3rt+tarWmo+YuKUkoSbiZvmIMyixdvhh7q5qZppUTVXdVZIMz8OslJrzuNbhqotwn6WUXHqV3sRD1DyrisjqhucB9ViflVsbtyD5bgYncTREXcTda61hes1ZExvOCPsmPsm2dBpu3b/X63mv32y7bOW4aEs7/OENGzZSj3Gl01aOx9YfA21mhEGP/X31eD4y9Vh1Gkd+7ZbukNGNhgt8K1OS+oYv7CZqbRMXLceGBzR+XT/Uw2+sHhvvGNdxFHt9x0Tr3q9j45/G9TzIcRx+beJPjjhfENf5IOv/kx7vj+fw2rbX/Y02cxi77ss3HI7b1O/vUV9y01zzt+XP7iOfY2xiezd18k03/qYbDqZt/hzE5i8nHr7keC+NXvdbOWz8cb8f3kRHV7rhEKvHhr9hcVPtthu9hd5Uo3w4Wi19yikiIswj5ZTMpFYR1aQioe1oNF3pR+Nm2KFSakMi5gcPaeg9dzd3lZSyDgPMObUuUr3W8EZVJLo6bdJIqrlXMzONkcU5tznlmb/+xB9+0A98+lP/dsc73v7e33O3ftZL9JqTlF5TikgxHzEUFUnWSMh0dXk8GbnXnEd9DU0mIl0fSTS0HvlWHyKWotYS0rt4XyWrDzcTRoiZqqXSh5mkJJbS2lwqIq7iKqqlSk4yRJ2EhdT5mgwuNURN1N0lapWUJVSqmklYhMRQuZpMvYaphoukPCzc3ve9WqouISohtXpI2BFTfuqQuG6hm32Hv2X+RpB8x/hk9rX3SDMLjfmFncNBV2xuMOdG2Jf02sdful2XBW735g4XDxzrxpUb8mibTT69jquwVA8/19jw012ve5Rv7Wyxbs8TPGoIxY7/UTZzCdzGJyF0K3u1bvpB1n6MmxnwWf8tNxcM6y5j25YBui2MMFzXl2zyQO26LsaLze4LelzH7hte2LmFJ7K1+12P2pJjnFQ5ujuu6+kf+dt6A5mIhG/PW+MGr1use5rHeqU33Kv9iJddj3cfvp4LO9f912/riUyP9S70rXJv9vX/gmzm0gPceCyZR5lNvevFrCnLvZq6h6qrmUpdXGqbkXh4X+3yqw587ZLL+tInSyfs3n3ySbtP2r3YmKgUTSER7slDp53sueLqg4eW9+8/oBonnnjiGWeevrTQlmpZkzU5ykxyqqVoyo3F93z3d973Xt/VFc9ZsiSzqLVLyWadrE5LH/NBR1UzDa/9CbsX+jJLqdl7YPWLX77k0suu6marp56y+373vXvn5dpvkuFeh4PfmH9kNyudfO1rX//6Vy9dPrg6Ho/POO3kM04/48Tdk6bRWFspPSSr6IFDU7F2NqtNoxZDjw1rC+qOcXL3bBam4XJoZRqaXUO1aoRFWNROpbFQ96XFkYjr/AJR9ZDemz17rtxz+VXh3uR8ykm7Tz5lyVXVsktzxBwOvoVfqFvUmRGS7xhH+0mkiJi7RFEx1SpHXOu/qTvotuXzIzZ4WN2+p3wDd/r1H/+xrR+HR6w2s+EMOhFHT+ByeJOGUlM97gO4a06wrm1J2PEfTB79YV2PfqXi+F+3YwyfHj29hG/HHhubOPzUDb56EzGz/rBmS6uEbaHWboIpeW7AvXwbz9ux7tj9WFeubngdXaz7OR69VZsYL/a4zmJZ29Y4xtav35CNf8XqMfac46zk2OgntS3ng48+Uj96WGzt5JRu7+63lXMf1/Vbff3ziGzHRKBb+q3ccAaeOPz+fx2b6msTxN+QTd1EBscNfGW2cbZV0nFrr5pLevs73/uq//U6lVZkJGZdNxu16tGdfNLuP/3TF+Uk+/avvvwVr33Tm995+ZWHVme9qSwt5DNOO/EJv/TTj3rkQ3IaphSSMLv44r1//Cevev8FH73q6n2rs5JSWlhYuPOd7/TQh/27n3n0o0ZZWhXJevXV+993wb/+h4c9KGWtIbVIylZcktk/vuO933ufu+/avfvVr3nj2/7xg7PSS/aIkNpklYVFfeHvP/fU00645LLLn/LU37zwUxd1nbrX773vXe97v7unZizqR9zWoSKac6pewsZisucbq8/5nRd+6EMf3nv1/ja1XdcvLkx271p68hN/8TGPecioserVVEPl4Gp3/vP+8CtfvXy62uXcmLrIcPrJQtJvPOPx97n3XUPCo161d/mXfvkZ7iPXCOvNwyJZ2Krq0jju8h23fc4znzJqVcK73qzRL375ypf+9z//4Ac/vOeKK7uu27GwtGPH+Hu/798/4QmPu9N3nFVloUrjqqG9pNjMm8ERB3K3uF8Hku/oPaKGirnuWFpostV1O5C6bDy11zftRvZNXQK3/qNu/ZHHFh7kJruGxzY63R6isfFpG78xXvxv1mPeZG9VN9levfF+fnNb22LjV8A3up3s6JskxdIx/q+b4hB8Ww6Ot/IgW9hpt7Alm7njf8OrHDdzu+mGT2drr8CGX2XfvKOfLb3JbLzn3DTn8m+xx5G3oMNDEZF05VV7P/axz5qNq7S1uiVR7d37s886M1RWO3nmb/zBO/7pgmlpLS/0NTXZDix3Kxddfv5v/9fPf/5LT3/GLy9OGhV9x7s+/BvPfsGll+0TW5BoXBt33X+ofOgjn/rYx9+7Z8/qs55x3kpXJ61Wt5e//LV/86YP/NCDvu/e97lrzlarffHLX33/+z7wlr9747988J9c5BuXH/jghy50E0+diEiMGpGFRe1lXEJ+74Uv+/BHPx2xI6SxCNVJdamRDt+OESYq1aNpW6/edyYhz//d//a2d3ywlJpsx3LvbZ6sTOvydP/5z3/RxV+/+KlPedzOxVZMRLyGfPIzX7jw0xeNR0vT6cxE1ELFItRSu7wy9fnVrbmEfvSjn64ycrVQt4jkJmK9pSSHxm0borX2llvPetFX9/2/T3rGl7/yjb7zIqa2uDJLXSlv+rv3vO/9H3vUTz7mhBNu1ZUYTXItM9W64SqCt/BRcpLvWL/ULsl019LCzsWJma3tQ9ecud7MwpTbcUHRUXf3qOhN9aZ2ww9at+Fx4xjDShtfoBgbj4X6djzDG+fF39T9jev3lG34qW5qLlTfxIvCIc4357dSb6zvG8e/q8R2bF18q/xO3pAZfjd4Nrr+rWsL26Ky/T+O+BbaJTdxgGbHW/XfSr2Kb6/3YXORGrnIyGTBpfWsNYp4apsFlx3/+vFLX/LiP3/fBR+psdiHpsiStI8Qz6LN/uXZ617/nnZ80pOe+JjXv/Ef//glr9h7oHfbFZFjuBBdh7vjois7/uLVf3ebW9/2kT95/5nXyJPV6eTd7/7Uu9/7sd0npYWFdtrF3r2r/WoZj/K0t1zFmh0lFkN8PllRjKYlxjpyaf6/v/nnt7zjg71PVCcSTWip0oZIRBNa136XVUST5eXl6dLiuOvyi170d2972794LKrqrKsp5a5Kk63rVsP6P/vz1y9PV3/rN/9LSpItrGk1TWosHJpasp0lisZwgahZjOTwdRsWYS6ty9ijcQkPcVENLdGquqZx8WhHeXlW/uwv3vC61//Dl750ZdfnUbNoNiu9axrPVstofMI39iy/7E9efZuz72jN2CXCvMosyYS9lOQ7rgP7+fu2yTX3wdZr/87Xm2xT1n1uxQ19jGN/HG44qfp23KS2peg96mx6+KZW0drgY3grK2gcdei7HffQxyaa71gXUG1wSHSMuVE3rty0lZ/QukHX2Hg+OtcNDulYnf6YP9NvnWNJ27gXdMNu3HiZwbip3mVkS+8GG23IZpYAWX9T8aYu6o7teA2+mdOQHP+rTYzhW4iJqJpKG5Kr5AiptbbtpJSyshpP/JXnXXTxFc1oadbPmnHq+lXVSClXkZCkacf+ZXnV//z7b1y++pZ/eNtqF2qLw/rjriHiotXERWrEeGWanvf8PzzzVrvuf/+7unvxtsaChF65/1DsnfW95DxJebHUg6k1S1JCQpoIn9+ALG1uU/V06Z7py1/xmtksWZpUb+xa8+vZ/G6Yw+t5SpPblZXZa//69ZdcfPHCuK21iuamGaXUzPr+4Gq3tLDY9YdSzq9+zd+ddfYdH/fYhyZ1tVSq5GaxK1pCLUwsRCxUQ5ojPsI8REIsIru2ESLirqIiLhaSRExTU0M++JGP/N4f/klfRmI7J5NxmXUhtri0Y+Vg144WprND48liSvmLX7pILaXUqGmNmthBSb7jPYtzzfolRx+rhMpmxoi+WR8wW7lSaBMHNFuawnMb7vQ41roOacPno7JRQ/hmV7W+9kur138Uu6XXe+M5YDa8lGszpwI2MTS9mRGGjZ7OJibM0I0e9hZ4aLa1Sxa/GeedNnsa6ahK/FZZE+yGrCx/xNOx431Njr5zTzZxgeiGW3sjXdh5Mwuk67pt8lth78K32Xv1cHHisDL5fKHmSNlK6Uc5X7Hnyslo0kxyrWU8avp+OmqSe/XSJ1WzqKWY5pXZ7G/+9h/6UnPTzro+pSTzeQp8mN1TRUW0Fp0VedEL//j+3/8/Q6qlCC1VuqiuMk4pDSsWNI32tbjklHxY8zzEJdRcZ2VlYWHnb5//gq9/7QqvTUoppIq4RZ+iTy7JY23hkPnpWncXjZRkz+WXLywudtPVnKtLb9pOZ8spte3Ipv2sSW1f+ojxy1/+l7WMn/KEH/AuWhv1syLSpGQhRaSqWIiq9snVYnj5wobCFdfwYdB0uOQzq5gW9yoeEfpnf/aGrptYWirFik5NZrXabGUlWRKZNakPn63OcIh21wAAIABJREFUyni0sxQND5WUbMwuSvId97FGiITP53hc9+GuIrGJ8ZBtm0vzemPgRnsBtuOjTrZjnGI7lvI71moK35y6PnaffmscCm/5+B830bmb+Lb54WzTLrqZ+Vvsxti2o97NQo97pdJjft/jnoZkUwP4x1goZd2XHP2w6Xjfz79Zu8F2nfu4ad42CbxbQPK5STKpJiXEq/Qp5+l0ddI209XlnZNd3cpMl9xLv7JaFidLZdo3TSMqvZdaZy7VbSiyPF4YHTp0cDJZ8HAvMV8VT5JKUhFPJTqrIl/9ymX79u7PeUmtl7Ra6rJKTbKjuqesSdRSbZtqorWuqlQVj6giZhE7dixcffVV+/fvm4zGJuHVVUK1M+mSzEwkSRVRCZsf74bkNk2n0/FkdHD/vsWFhcnCeMdO2X9g+cCBKxeWdvW1kyrjdjydduLepNG+q6cveuHLfu6R36np5PAYNW1fVMNFi0lRDVVVDRsuWVVXEZMwqSHVpRdx0aJSVSSiN+1GjanoZz9z2Qc/cOFkdMpK58l8trp/16KUOomofT/Nye5577t0/fKXvvSVgweWTZf6addORu4qUthLSb7j4C5mojbsoFs+WtmOD6otTN747X2Qt/HDbuFl3UI2xmb+MLb2jLb/1MC3e6txanxTYzVxnPsWtvPdLG6MH7HeJIOfqt9e55WIKHwLvzmEyDB0FSLhGla72cK4jaij3PSzWUrNrC5/113vsrS4+5P/90JtGi8hGk1KffTJQsyT2mw2la6MJ82pp560b9+BlboqYTrMeCKiYZo6S2lk4/37LvUaYsW99+ibRl3V+7CUvEx7kWzFvahYY8MdHK7iEqYi+w/sW1pcrH1dWVlpm7HXokmuWT7Bhjs+rn1R02w2HY3b6Wy6a9euM04/9WX/7QV3u+tJr/wff/+iP3pJaC2ljic7pquzpmlqrzm3q8sri4uLn/vsZ+957wdYSFbrpQ7jn6IuGuoqUi3WTuKpq4SGm7jqMMRXVHy4PkujmonX+v4LPth30WkRySLRZvM69dqOx2PTeMyjf+LXn3neeEHe9rYPP+uZL5itpDwZzbpZ0+RK8pF8xyXZBofJm/kI2p55Vviw246XZCvjgjfVT4efMEd1m30F9Bb4u643my3Z3D5u27G1JgButObzkKop8kLnFiYmVjtVGalGzbMTTll8+i8+5kd//JGR5K3/9L5nP+d/zEpy8xKNSiNxSDx7XWpiZTGX85/zuAfc/15XXLH/+b//yn+98CsHV1K1ZKlKrGod1zzrXUajXbNVX2qjZImkUnPji8XcpdMcbjOPUdsvjkRCfJoiaWrKiSLWpVUbNct9jPJEa9W0orVbbJZSUjP3NJ2pTHVBI6muhDYSIxFPSfqpjiz9wH3O+a3f/E/nnrM7i/zSz//Q1Vd98S/+8h01ndh3s5SruGbL1Vfzgsxi9WMX7rvLvbqwmM36ZuR9TN0blZGESjTqfc0eaVidt6nSu+Ya2SWLmESSMA1Ri1mXZ7U9UPxNb72gxFjTgSQmkaXNXezwdMLB/orv+54zz3/WY3aMw6X78f9wz//zLw/8y7/6J9FsjVfXI+41D9EImd/aeMQ9J3HEdDWHT8od8XfZ4tQGJB8AAABw82NmfV+anCPckt3nPvf5mZ99TDNakCQPetAPPe93Xt337uJHru/lXpuU7nnPu/3sz/6ERj3zzLMe/eif+sSn/yCl5KKllPEo1247+rSWpDmFS4ooKw/7kQc/8AEPPu20E7r+YDPynES8X/cltdQmjzXKAx/4wDvc4Rx1lyKT8fi8837hHe/8xBe/fDCsDjc/HflVn/vs51UermoiGkf8x2NdnOJHhdZ88TMVMwtV3bPniksuuVRFI4Z5vnQ4k+VRR21+yEN+ZMfiWFxSTh525zvfWe1d1UNV1IZ57m2tJFXFbK0Ch5Xjr+MU3i3llCrJBwAAABwf92HBcTGzWuuuXbuG7nD38Lpz1+L+A1df60A7LCX16H7wAd/vHm22UK+1uM8XVzCzvu9tOwaasqjUKnW1Td1jz3vM03/tl5fGpiJiUqrnkNFRS9zmJvddP2mt1lprJBVJIlZPOeWEnTt35LzSX6sS5/O+XPaNPTWkeIjasObC4etF45g5FaK+NuA23EMV7pE01xp79ly+f/9+0QWZ95uKiIRmjdJP73C7syNEJWopkvN0tqqqKadSex3WWA8dAlIka1xrYS+dX2Ov15l7cTMPQC4CAQAAAI6Pquac3X3454io3ptJShLqqtK2ed2YWCldSN80SVRFqqqIxng8cq9N0xxzdt8tblvxJNFmyVZ/9qcf3iaPGiYSpW9zRBUvs3VfUkvNOUeEu4uoR3ipIj5q7eyzb9N1nSU9vELvWtftP7Dcd1XU1NJaug5PS1Rcj/F04tr/EKKhambm7vv27vdh7tJ5oQwBqaaiKrc683RLIuEpJxPTpKnJfSlmqVQPiWti08KOyrdyfWs7x5HPieQDAAAAIBIR627GbtscwzQqGl03m83WZ1U7as10OltJSVanK+Fea991Xc651iqbWL5lk1JqwmM2W11cGJ1169MWJjk3qklSDpVISeyoVVZzzsNmNE2Tk5iZNWlYQnTX7p1NY8fcNlWrIsmyiA2tqNceW9tkPKsmszydTVXXFlg+osBq7duUJuNJ6aomFZGQcPfhReu9Ws6ydtHpsAF65Lc/PK54XVtw899dST4AAADg+Lj7cG1nRISHiNRaYli1TyLnfEQjzWOjlD6ktm1yr+PxSE2bponwCO/7PqU0jBnecL2LWtZkt7/D7ceT3PUrIsWjV9OQYTRufeXUWvu+zzmXUtwlwiV8yK9aq6h2XSey/i696jUihr+bZRUbMjgk1OPI1yrkyDHMIydNiVrn8Tabza5riuNaa84pN0lCw11EUkqllJTS2lhrFV37axjTC4nahxcRDwkXr7WGhKh7lJAaUWM+i+l2Tb1I8gEAAAA3m2PoI0a91ob7hnG/iBjGAGVd8sn8xr9yzTwo7m5JRSQlWzdsqLr1Oa1Dk6uJpHY8do3cZFExSyISYmES2hydVWtXdYoN10Xq/G66nHPp+6Zphoc+8quapkkpefWIEPEhCFVVQlyHh03zF0aSSKQ0fF+99reWlFJElFLkWEudNU1TSjG10lcRUbNSi6nVWoevatt2Po6n8/Zz94iiWWv1rise5pFqmIf21dWseo2hEiVE/CZcOYvkAwAAAL59j6tDjpgZUq/jePu6Vn/ZtuoIsVANtbVJUIapLzVEXWy+9vv65pOIGEYaPURFooqqRUjflZRar3707W6LC+MkkbINg50REToM54WqhaqqeRVV60tRTX3fH/Egek3b9v3MvaSUVId5VmJtODFEoi9VUjq0spJyEpVwzynXWsajUa01q3npj3iRXcTVQlS9iqXG8rgr6d++/PVPfOozl11+VVguVUNSiMXhRRzi2nOK3twwYycAAACwHcl3OPaOGXU6Xwh9fQdeM5eJb0v3hfrhxw+Refut28Jrf0mEqrrXYfQyJEykuJQqX/jCFyMkjlxIVn14hNvc5tbtqInSm7glrSrh8ws6QzVEw9VdUqNJc6392gYMG1OHBzHTUGmaZjIZ1VqSaZ1P5umiIhLh1ozGX7/ksjvd9lYSqpY83GtIiHholtoXy+nwpC8irlI8TFJf9N3v/dBf/tVfX3Hl1SYaUh7+8Ic++lGP2LVr5KLp+u/xI/kAAAAArI+6w1m1YRneeHyeTCLDlCpHlugxE0dVRTUi+r43FRUTkaR5Ou0PHTrk1fM4Vy/X/hZ2wq5d4lVVzKzGMNvL8BRVRV2i67qcRcRKqXv2XBoRoutG+aTWmpOZSdu2tdaUrnn8+T+FpVL8iquudp9XXdImp6aU0jSNe2mapkYZVuSbP35oTjlCPvqxTz33/N971GN++qce9WMnnTT6xMcv+sP/+vsf+MAH/vvL/mjHjnFcE+cs0gAAAABgA7FuiO/otFs3+ndjFYZJDGskqPj8WP/waFZoyDG6b+0PLrzwwquu3i8RolJKefOb37JnzxWWcq1x9Ojlne9yh5CqJu61lF7XJgJV1RBx9ze84X9/8pNfmM36yy/f88pX/nk++l6+MFVx91LKmWeeuWPHDg9fWw1ifpddLR4hb33L22ddDY/w6Ev//ve/31RzSqoa7hJp/rzXNnLW10OHur/+6//94he//JJLrvrPTzv/SU9+wRv/5h+e+9zfuf8PPvi1f/WG4QLSuGXsmyQfAAAAsEHOzcfvqjfRSlnwmFTNYUWst7CmTDRaFdf5XXS9Sm81qxSxZdEq2qmVqNJoyhFaZincvCTRYYUDC82hnnorO5oySVGrda7elpz7JfFJsV5ErDa5jEbdUuPu1hURK+NJN2pK9rRc87LVna5t1Sq59/kEmEmkiPYibmGmYnKwiUOTlCx6TVPXotbU2kfIO9/1f9/+jgunbrMsX7j48he/5DUHDnQiVSOrt5akxiGLmNg4Fbvf/c6yGiJTsYNiFr7g0rrkcJXoLfKb/vnjj3r8cx//X17xkz//R29+++dnpQkprR5qdCV5bzU0QlIfsq/VuP3ptz1pKeU8dR9r2l29rVObhI3i0MTG73znJ172v/52b9U9y81LX/HW911wYe1rRPVarCmmU5Er8ugqcTHfLVFGTXrL319wxzvd7vTbzj7z+Y+effat/9OTnvzxj33uPRe8/nGP+/EvfPbyAweXVafDnJ2h3c17/+XCTgAAAOD6i28YEAqRIupqNVSGmUKG6yddPdRFrpmp00TMdbh5z0JNxULs8JiSmoiEXjP6oiLqKq6uOn/YYQjKNebfRV3CQ8XFLNzVQyVEXF3EQyOGwbHhRr6w9UM7MUzCKSLiYhGpLxGawlXFSikLCwt9t7o6nT37N88fT56/+8Tmla98zSWXXZ7ykntNTe56b03McqjPupV73OMeZ5x2dl9S24xELFnjoaLDGN38Cs+uq/sOHPzHt7/De5WQhclkNptWH647tTCV0FpjlLNZXtoxvud33+Orb/3nkLbrpm1uRu3ibOWgNXl1Om3H+UUvfPE/vv2dK8vdxRdd2nXWjCZ9P2vaputWU2oihio3CVNNLvJP73rXwx/xkJSalJrFpcVzztl5yikn79yxO0R27tx58ODBE3btGm4bvLmv0UDyAQAAANeffBJVxDWquUs/zHspWl3c1EMjxF0i1F3EVVyH6DGfp0SKSMN9dK7mahpJxKpYFYu1L1GxkBpaXN3VQ4arM0u14lFVq0gNFRd3F7daNaqIm1erYeHDmuPaS5iuzdcyXMU5v4Xumos6I7m2IRoRtcZ4Mp7NZl03K6UbNW1X+qf92vPUdNb17fiEQ8vTyXiheKQ8cq8RNaV6x7vc5rm//VTxlJOcevKtkl3ad25NUgkNF6nDrJtZF7qp52xhNadcxa1pSrEIUR0mzNSwpkqZdl1q5PGPP+9d7//wgRWNiL70uW3DUhelXRh1fdekEz75ya9JZImJWCo1cjPqyjTlJrwJKS5ZVF2lih081PclFheXam2q53e9672fu/BzTZ78x4c+zKuIxMqhQyG7hys7Q1iXDwAAALhFS8OibxESa7NRzoeqxELNTULDNUKGsT4PHcYGLSS7NC451MJchhjS7MPCdzrcA7i2BrkOXxuhFpJdk+uwvILO/+ehDy1CNKQJEZfk8y8ZriqNFKpx+L67UBHV+V/zu/bMrREbRbSmTek9abivNo1a04aODq3k1ZUdKZ1cajNaWFrtZx5uojk1GrI4SS/9k9+9291Oy0lKJ/f67nt4nY0a9drr4YlQVERLn5NN+r60I9XUPfqnf6oZNWqN6ii0ibCq4WLFPZJaknv8+7N+6AH36/sD40aaRqfTaVh2y6u9h4y7Mg5ZEhtLajXpaJz7WtpmUnobXmGX7KpuLmILS80Zt7711fv2HzpURu3S93/fD5x++qkrywcWF3fmJBFl1+5dKjaf7SVYlw8AAAC4BYv5cgEmIeamQ+eFWqh6Mk/mWdbqTSQsqkpRKRZVpbeoJq5RNHrR4iohaW14qZh0Kr1JEXFzGy4AVTeNZHWkYTL/Kw89pSESGpEkTEQ00tBXGqZhKqLhKlWjqpT55q9fdM5C+75bTRrZonaHfvGxj3jOs550ysmj2i/XUttmQTR3fXUPcc9J2uwp9bU/eMLO9PRffcKd73CqSV9rNx7LD//wvc+9w2khyykVDdcwjSTRiLdtaqKWJtXwg4877xF3u+vtxKfiVSVUXawz61VqTtokkYh+5k998i98x+1Oj7I/6vJopKLVtNVoVHNEqPYeB8L2nfeLP2ZpOm6tWy2jtEvFVapJUSki01DvOnnyE3/+fe+5YDJakKhLC+Nf+9VfOXTo6te99vUf/T8XqpQTTzxBZViTQo5obpIPAAAAuOWZ3yUWkcRNuxyl8b7xmj1y1CQ1SdFIJpZETNykZJmlmJkuJ11JsmK6knQl68ykVxEZhuG0JOmTTBtZSTJLOktS5n+FaJiFpahJuhwlh+coOcrw7ZLUYazRQpKUFCWFp/AUfdKpycy0F+1VRdRjfnPgNVzlUEqrSVe0Hti95A9+4L/7lSc87Pd+9+mLC3Vh7CadpWXV1dIvS52Nkkd/IPq9p52c/+D3n/nYn/tRqT5OjaVp8UO3PeekV7zyhff67nOTribpVaqFJDcLyzIbpdLa6nk/92P/+ck/rXW/+SGL5aSdxrLGcpKVFLMknfcrJjEZ27nnnP6617z8P/4/3z9JszLbm6xL4Y2JetfmorJ/1O5/6EPu+UuPf7iXK6LsW2hTv7qSZJpkajJLspxsxaJMWrnVrXacdeuTX/2qV/3Ws3/9UY98+Fm3mrzspS+64vIrfu1pz/iJR/zIKOdh4NTDVc1vziuxcy8fAAAAcL2G9eQai907G9EmIqXU9H2fUjaVWvs296aNipTSqdeFkZ2wa6F6Fiuuw2oAOalJjNosUSUn8xCTsnOpVS2qSURSsiqhxZLkZCKlS1p27Wx2LGjOI9HqXlxFNVlYTq13JWtOVk4/bXFlOs3tJFyiphDNlmotiwttKTLKsTb9jIuaF2mS7N6RvUgObfLYZPqdd7qt1PojD77vX73mFW98w9vf/Ob37jt0VZPyuLHSddLXHQv5jNNP/tWnPfFHH/a9EmJi4RLiTco1/Nzbn/qnf/qS33jW7/7zBR85sP/gqF0axhWTdGeccepjz3vcz/zcj7atJpstjGPSjkJTSBtmokVlLKU0uZpW8ariZ99q9x//0fnnP/+lf/umtx5cnmY1dw/xrHKHc2/9lKec94MPuF+ts5NOaLupasjCqM2tF229SpJ0wq42SVWXcHncL/zU057x7F992pPOe+xjL/7K6e9597s+/el/fepTn3q377qjrk2mMwz0ra0HeDM9Z3Gzv3QVAAAAuEHJJy4Se/ce3Lt3WTSVKinlWj2Z1FJTkp07d5+0Y6zJLXt1+/KXvpFS42KhLuqhImEWXsvszDNOnUzanM1dlg91l37j8pxHJcJUIsQa8V5SaC2zc253uph//dK9pSZR81oj3LLVWrOZRb3NWafmJl1xxcF9B6cukZK4hw2DkVoj+oVxe8YZJ6n0OkwdoxaeTO3Kq/ZdeWDZ1JKYia6uHLjznc9WKx4aMp5N5aKLv/GpL3xiz2VXeR+meffu3Xf8jrPOPuuME09cbBv1KkmbcJHU1Votj7oqZnb1vtUvfelrl1xy+d69V0f4jsWlc8+5/Wmn7z7t1J3tSKuX5eXZVVcciMguSeZTjIZGDu8WF5rTT92ZU0io12QpH1otX71kz2c++29XXn11Tjmn9uyzbnXuuWedftpuNSmlfO1rl4Qkiaw2Ei9hxT1UTGL1nLPPzJKHaXVWlusXL7r4Uxd+bu/Ve88993Z3v/tdTzrhRMtiqYiYiqlUEZFIN+MpXEg+AAAA4PqTr1OpfS0qOaemVlG1UjznNMxOWWrf2kJEaC6lLzlPapGUrrm/L0RUXFSl9NWymom7qJqKdF00jYZIrRLNikUbnTRt9nrQsoZkl/F8M3zmISk1Ei5eIkrOTUS4mGgWEYmiYsWziCQVMym1z0nda7IUoarmrhFhSect6zUlFSnunYiqtX0XyZqVsjwZL5Zek0hO4i4hRbQzFdNWIs9vD0xS3S1ZreGitYomsfkiFDVLEpVuNhuNzMNNk0i+ZpJMGeY1rVKLtyOrtUtJvVRLrYiVPlzUsqh5X2qbGhUpnTStlCKqriZ97XLSGtV8LKkma/pO2rZIqFTp+uVm1LhPinvOKqLuoaJmohYhvUhWMZVexMTTzfiON5IPAAAAuP7kq9Vn2VKpNaXkVVTNNNfap6yl9qphsRjqolPVFDWbpggRc5EiEiJZXFUlQsLmR+C6tn6CR4gm0RCdiqvJSGrV5KF9qJZoJHIyjbpqKZUqTTIJV1GJiHlVqohKhIiLN6Jilny+Ap6LqKpKSESYakSE1BARDbPUlz6npGriEeHzCURzEy7DV4lUtRThw+p+ESrDnxfVLC5V1SOGq1+TqkbUkGLqLqNaS05ZIlQ1wlVtGG8UEQkNFfWqptWHpQ5VQ8xMaohZRBXVYXtVJVxUkxdVHTZWLNUSq9lE6thlpjqJULVOatZImnv3vvpEskj0jeWIKtGES2hvqUiMVC2G5IukN99RPu7lAwAAAK43+SIlWwgZhtFysvlaB6qtiOSUQ0pfJduwOnq14c4wF5Uq6vOZPFXERMU8REwlwlREPNxFw8xEzKVVNRUTNQlRSxGRtBEVCbE0EokmZRXxvmpOw8aZhg9zdapIhKQyDKLZsLyDpgiJKpZERWstKWf1YYCuF9GUxyEiLhGSTESKSO+9WRLRIlpFJNzV2nDxEDUR9dBqqZHwkM5sWAAii6uE6LAQvJlISXlYFH7486RaRauIh5ho0hBNPp/NxhqZv64SJqbhXlJK4o2KlH6WW5HwZBbaDJeqek0pT4Z1K1Iyd1FVUxNLpZPcJLFQmy+0XurMLEybrpdmVNe+1bBw/M18Sktm7AQAAACuz3BtZrjklKerZbhIrp+J2TACqCqNmRSvLuJSRaQU13mEra2Jp+K1uvswxFcjilcRUdNkVkrn4qWKiklcc5CeYxgtjGGliBShItJ3YTlJiNR5Sg4JNB+Hq71EDHPOREStEiFeJVxEJc0nKtFailkuw8WVLqFiJuEi7hLV5tOZDAs8FDUtpejw/8xLKSREoqaktXa1diIRERIqamKthPY+ExGPGAbQ1EQkDS+Fqs5XCnQXkWSphvv83yQiRCUli6hRRURy04h4RC9Z1CRchglSvZpL8uF/GhouwiNyI16GthYPUZGczFREZDSajzLe3BdgP2IH5sJOAAAAALi5YpQPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfLwEAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAACTPzz/AAAgAElEQVQAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAD8/+zd23baSBqA0fpLAjvJmln9/o85nRgMUtVcyCYyR4ExPu190SvtCElgu5e+LqkKAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+HwEAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfD4CAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPl8BAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDy+QgAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAA8I21PgIA4KOptb7FbiPCZwt8N0b5AAAAviyjfADArQ2DeLtjbm80uAcg+QAAvm98jrn5E5B8AACvyioRCCD5AACBB8Brmb4FAADgyzLKBwBc7rIxvVprRAz/vMoOJ7rsFs2tU3KfJ/C5GOUDAACQfAAAAHw2buwEAM5gdhZTegKSDwDgc1SifgO+PDd2AgAAfFlG+QCAPd56aG7Y/9aQWill+OK1jr61//FBDx3CuB/wxRjlAwAA+LKM8gEA1/Shnty7ypJ6ewckj79lA4OA5AMAuHJbXhBaJ3NuvKWQAyQfAPDdu+uynWyerzv0IN+UA10cgXIOkHwAAN+0SJUhIPkAABF1RmUN7TQM6I0javhzRAxTd76FzUEjou/78QBjOjBZ6PgM957w7ks2X5GIgOQDAL5C6V3rKE/RFekaN4ym+BIfC8BrWKQBADjo9oNUQ0TdvqSmx1utVekBn4hRPgDgCiF0xWPVWq9y5Nj849RxN2V7Vvi9VxUDSD4A4AMl37kdFRG1phSf5iNSfYDkAwA+vUNTlXycztx5oRYDkHwA8G2cTKmtQtpaJe/5KbtTM3aOZgp43jj2nUzKkXO8OG5NMWxca40Ux09+t+d2DlPLy1lgItWcYrddx29td7eX3cNp9A+QfADAp6/Ey154JIeml9LFC6+/xaek7gDJBwCoxN0t41AyXVCbOy+pKdUrpuChYUDVB0g+AODjptfb7e3Qq8brnr8opVpTiqs/Lnhkh1OONX3UUfUBkg8A+PJh+SazvEy5jXN7m6hx809D9QGSDwC4TXq9NqJOPo932Zls5kqpO0sx1J05Y171lmuq6cQto7v3ap78yvHZXCa+fWUI3Ez2EQAANyvPvdN+7qbmddYDTHVrh9NDa/cEbrkqPYDkAwA+XNpN7L3X1+PVmvDl+hNX71uAj8CNnQDwrTvtlTu5eDTs3Fs3d+/2PPfpviEUh202ezs4kcy+ocit80ke3gMkHwDwrQJy9/G8va8aPbD38pG5wy+/4Om+muqQY+O7OmuqOY4d4vULBgJIPgDgE3ddunRw7/SdnztlNb73cjNAd5W3sHfnZ+3WQB8g+QCAm5bYBRsfmR7zaSwu5T0bxO6KCHuOdXDPKdLTX23dS/l0+2VNEWn/FC/nvPd4OYqYSp/aNjYzbqaU6+ZDGG328og10okyPDSH55GbRY9P+wlwRaZvAYDvXo/HZ0P51JOUXPHBwilbmtAF+ICM8gHAFy+6V7/89PDa7kp3p87hxMp7NV1tFfWTy+ht3Z85ntAlpbT7ouO3dLrPE5B8AMCNEu7kkNTep+am7+rinqx1T9G9frDxeGsdv3916wN5+cX9u9o7z6fqAyQfAPD+vTfe5shMlbXWmibN1DLxKb5JNRiRato97sVv+WSAjQPv0AN4cdE8nwDvzrN8AMBbZecN9vN27+usFQg9xQd8WEb5AOBT2ppp8+o3fO69zXLi2gwTYilFSqWUmpoYvaPRxnHyQNMH1nYH4iL+zg66NRfo9KUgjszPefzOz73vyzghIPkAgKnZNuWFZz1ydq2bOQ8V3fZmqaaTi/iduo1zYm55Hg/42tzYCQDfN/+mvPbQrCpTem/rtWcsmVCv82lsom763DDbm33R5SuA78MoHwB8o9jbWgr8yDDXaLM4I5DOCcJDifj64bVDZ/j8ftPxI2xubU0pxdFVGQwGApIPAHj/0tvNvL2Rc+4RJ3bdngDbF04vNptwY+ch02/sPPIJ/M081Qd8cm7sBAAuycgLeu+93sje+WN2z8uNmsCXZJQPAD5ofe2OJr1ywpUyPCEXO9tESilFjp0oipTi/BDKL08gdv+11lpraZpm/LIXA301Tk7xUk59EsOR0vZcoCmlMgzdpVS2TiDtGbWLmiIi6vM25elDK3/n9qx7PvNzh/6s7wdIPgD4LrF3/OtvsTLeWWN05z6nt+/Gziucf67X+RCOPMe4e4+okUDg03FjJwB89N47t/SOz065tcG5uz33fs4LGqm+csrOSz/2a33+AB+KUT4A+NClN3HjSYukx/bXt+btfM0RR/96rKCGsbKSSjwtxvB39swX04fWdI3qq/H8lqdMTrO5s3R3TO/Q3C0Akg8AODv/3qorah6OMT7e3+NGnth7Fy/AsBWfr6zfa33gez/tgxN4qj5A8gEA5zbexA6ZuIdrTZ55Qe/VWlM6dj7bz/LFns1qraWmiBTDDCypppoiYjPuN/xNPO91d56b3RMYf6Sxd1xxcm9v5d/WXahbO9/dm2laPtevp+8Ukg8AuGbvXXGOkK2V7s564fSXjzc7tP2hXUXE1nye48vrvpThKznn3ORSSkRumibnnHOOiFne3eGwq1RKSimt1+tS+uHoWyew9zr+yMW9635A8gEAr+296+72BjdJXn6ImnYb7Okxv1IiIiK3bTuMsQx+/PgRkfKBW1PH/9zU2Xw+y3lWa+q6vuu6ruvGo3O7N2oeGX8z2vNtf0N965F8AMB79t6Ux+pGX9weQtzcmnh8ks/pR9l7Y+f+jfdN/rmJrrZtc45hSK/WVGtZrVbDBqWU4Q9d1+2ezHB1PgwDRqpNRNu2bdvOZu39/bzW2Drc3mHVvY/tufT/tr99vvVIPgDgg/bemUG4/xD11PbTxxXHW+5eQTdNM5/Pc85Nk2ukUtPj43q1WgwDdDnnUsomySKiH/3r8Iec87BOet91KaUmUklpaMXhBtF//vlnePXQe8P2m9Qcloa3GINft8t2KwuRfADAW12AXtBy6dIV887qyYP7SdujfJs/r9fr5bJ/7Pq+7zdfzDmn0c2f4y/uPYfnYbpSxlPClLJer3Oex/M2bdvmJvq+77pua9DvrAld+A6/YlPm9RGBSD4AcPU5taZ2LxbHq8bt2SD+jlA97yoOncORFfNGVZbG92iOBuhezLa5ddfo7lGGwbS+74dxtpRSKaVP5W4+b9s2Ui2l5sg1pVLq//73b4noS91/qRxx1rV8jVRzpJqjPs38WWuNSKX2OTURsVx0s/s8n7ftLK9Wq1L6iPy0mN/Letzz1uowWnjBee2p07PSgttk3qEfgMt+qUUg7yj7CADgU1/Unjtfy7WWcJh+lL7v27ZtmqbWOrTfz58/Z7NZ0zTp5cDdbT/PVGv998+fx9Vjznk+nw9neLOWALgNo3wA8Pmqb2uSyYlBOGX9uq0JS/b94bxCGwb3+r5PKeWcf/y4a9t2Xftu3aUod/PZ03N9Nwy/iIgUpdRSymrV9d3Dat3fz+9m7V1Kdb3uSimRntfcMyzz7X/pDM0h+QCAY61140PsfUDu5Q2f6ayxrK3XXtBXpZS2be/v5zmnvq+LxeOiW5auv5/N57N2vDrfjZJvdMtrzm3X9+s/i/Wq+/Xzx2w2m81mfd93/aqWknOWfN/89/e6vTdlfUiQfADAq5LyrPHAy6Z4GV8uR8Td3d1s1uSc1uv68PDQdd26rp8efxvu63yneycjou9K5Jxz6vuyWDyuVnTWwFIAACAASURBVKtfv341TVNq7kqXSsk5VN/H+SG/oJHcmguSDwA+UI+dTKm968jtPe4FaydsffWyt7OZ5bJpmqZphhXyHh9Xy+XjMAlnjGferLXUmtNNs6qmGn/jIVKNWmtJta7X0UVKD79+/ZzNZluz4PAZf2uudWKG45B8AMCVL1t3lwc4OHVkei6XM+dx2dpys/+nqjx6S+ex1Rpy5Jxns9lslmtNj4/rP3/+jM9zGNR7+QYj4u9Xai0R+S3G/iKi1LL5IGutEfnpb1KpKdVUl8tl163/+9//3N/fr1arWp5ie7Nq3xWv/oXExb9fex86fYt0HL7jhx5zfeV389Cp+sFA8gHAl7qE3ay+kK5xu+bbTbw5PuHxOW9WNh9G9ubzJiLXWheL1Xq9Xq1WH/n6dXsgr6aac1fKw8Pi16+fbTPvaldrGb9HP7Qf9vfIWYHkA4A3v8J7u+0PzJ95utCmtGV9uTD60VONvbPCNE0zm83aNvcprdfdw8PDEHtt2568H/U9xaj8nt5dqiktFo8Rzf39fds2XZdKKR4J++C/d1s/4df6XZ7ebIfGw1Ufkg8A9N4ZF7UH/za2Nx4v3X68FS972G98nZ1zns9nTZPX6/734qGUMszSOUzX+bEveUtKqUb6u5p6TSlFTWm5fIzIP3/eNU2qtZZS9i7cx81+ZU7u5JVLU77d21R9SD4A+Na9d9kzeIcW2Zu+Ut/F72s8ANI0zZB2KdXF4nGxWPSp7j6IuNn+oyXTi6clhwQsJedcU1r3JS0fmybPZk3O+eRAKO8YWm+aVa/fuerjfWUfAQB85GvZQ0e51oDGxQWYc27bdj5v2zaXUv799/fv3783f9U0zXCNm3M+lFgfS4zPMNcas9m81PSwWNZa27bNObu98+P/GvoGwS6jfABw09I7axn0rVJ6uqh9uXT5012d9cSxjh/3eVyubuZnSakM92T2qdb6vKRCRKpleEJvNmtrrct1t1qtuq4rpeS2KSkNd0Uee1MRqeaIUnPUYWH0SGmYIzQi1as1YY2oUfPzieSUIqWoJVLUKDXlGi8Trm4+jT4i9f06pbTu08Nq/fNH07RtKWlzfjWV9HeliRffo80Ej7tLHW6GCr/wmM8Vo+vQxJjHh7ivdQJH5uwZf33it/LLf9+RfADAe15eT+m9gy+MF5faOWI+n+ecuq4sFovVajWO0k9n98bO3dHU1WrVNs3dfOZ6/bO04g3OZ7S05BkTvWzt008Ut+HGTgC43RXkDVZQ2D3Wkck5J972OR6hms9nTZP6vg5zcg5/m3P+pBevU26X7bputVoNt3f6MVahao1Px3+5AOCdrx1fubenP++ruCk3dm7+eegMh9s727Zt2yYiSqkPD4uu6/q+393bMM3JZ/3W1P1X9n3pHx8f7+fz+7tZ6eMt1oj3S/HpjjLlDm1ZiOQDAG50OXvxjZ3DZetsNhuW1+v6slwsNkNew9IFt7+Iv7rjU4kOHbt8fLybz3KTy8vW5UuW5Mk5Ni9YuA8kHwC4Bn2TA102Ycxmy6Zt5/M21fRnsVwslyml3DS11q7vIyKGCTkjhmrqS9maovNT9N7TOzjwWeUmp1r7ru/7ml3ec/7/NQDJBwBftuImLo63+69N0xx6VZ12oJOPIW3NKrl5Va1ps77C3d1dzWm97haLZdd144lDx2m32clZvTd6pDBFDNEVx26yfKdL+VJKk3PXdcvl8tfP++ErNdUYTZy6d6hn88XdP2w+gS/wDOTV38Lx+YT2Pjj6Frk1fHeGdRq3frCHu51f/FYemNjz0I/ExA1A8gHAV0jH21/kHbpIfVqfIXJKKefm/r5NKf1ePCyXq+HC93sOZTw96Bip67paP+Xzip/o/5J8qDOZ8v9N3jqAQfIBwCe7rt2dLfPcS+EDI4SRLnpm7/A4ZFmt+uVyuS59SjGMcowHN76Vvu+byOv1uuu7WdtGxPOkOdUl/vs2YX2Wnu+uPDmSNnG344lqd3e7eYp17+HGQXjWT4ifKCQfAHz9q9vTfxXHAvKs3e5dJWy46Oz78ufPn1JKzRGRv/NC0n+XVi9ltVrfzWe15lrCj+vV++2VO7nuUuzH62vchMdv6RxvMOX3yKLtSD4AeLfL3Le4CNu6Xjzy7N8VL7uPPH00+nodnpvq09O0nPE8R8s3+zFIkSM9f1Bd17kU/7CdectzOPRre93/Shj0Q/IBwHtebl62zZ6vDMN2T1OzxHPhpRdXehE1xfPfpv+z9zY7zjTLvld8ZGaV+3nfvXTEjAGCEZfBDCEmjJA4EwYMuAJu4AgxQ+J2uAYQSBwhIR0hITHjTNhrvU+3XZWZEWcQVeVy+aNtt+12d8dv7712P3a5XJWV5ZX/ioh/qLmbKOyE/N5TkvZxBd1aU6ogotQaYmRCM25BHL8fUbZ5o3jbVfjhqCPosTO666XGYVxhmyO7c1AIgKoAiLnWUgQJQWj4AP7EyX9allyUQnzp04pFmqUCqIJdncM9E69L7AS0mTAF1g+c5u6fCPju6eDefXRM0Xm9qOOSz3Ecx3EeuuS91YP2g3seldh8G5xsM6cNx/9dLjbh0EsHQxBq3QjU/kRErLUSSoyhbRsRGb9iKzcVwNxcdLv2vcFKdKqFO7HJA007B92mduK6OA4EhdFKFFU1F2nbMCW72mAuRv7dCXNsg68V0hn9fvBdEXhP7GkIzOxej98YF57aKNTo0ATWuWPracl3kWD+ijPBccnnOI7jOM65UvDjj/ZPpaKpDgG8cUsiSimFQH2fRbVtkl+LdymliPgK6ja+l9ft8JRIu2kgehaUuz6M+a548+xNxyWf4ziO4zzpQvbxBzYtas9s97cQk5axOb1lbfeYcb3uNptNCMEl35mSD75R6+2bCK3rdn5Dn5X77WGb2Yx79+NC2p2RZe3WLI5LPsdxHMf5iWLvVjVOx17cvqUVgGzFSUQxBiLMub5uOgBkYp8D51Br9Tqr6xxi73FTzLtlfLyGcKHTbrjD0zrZA32OSz7HcRzH+enL6JvIQgBAEEAKITAzIPz991spxar43CziIsk3awHnI3eNyPlEuXhpse49NN4Hh8hxXPI5juM4zo2XlQvDvflK8Uhj9Pe/cZZyeWpL85O8aElqG1vb9MURImJqWmbquv5tvcm1EtGo93Z9OPS+gz/vaYYIIkA0HDYzq8rDZsJ01mYqg2OHihMfyTk3J5NgrU7ye98sx3IURWRfvZzOg71IpO3N9neO52r33Z27Hg+cIxDOp9CxX4nzf1j2nTxdBzou+RzHcRzn2XXj1EZh199v9596wded44Y/SQ4RqbVaGqeqIoWmSarw+22d+1xEHiHvfvzzAudTns489DY/1BPl4K26KOpzHJd8juM4jvM91697q8MLzADPD1nYf06xJiKKbVtE1+t113WLMBQCoAu/yxgiqERfaeSeUGl83OJlPuHvZNp5sAHjwpcF4f3yPI/aOS75HMdxHOfLy7lz1NoJ/XZR8tu73hJTvZkV74nqZrPp+34uBZ1rlcAXM+287aHexL7l/KToTznx/WTLU5rwUHDvmOqDQzFAl4KOSz7HcRzH+aJLaj1/dXt+/tiZvp22PTMzMyK8vpneQ2KCWacH2yM9sHzuq1/o752Vd6dEyruaoNyws+Wl+5zdRwcq+o4d837hn6s+xyWf4ziO43yfVfJyFXvrpep8Bdk0DTNtNt1ms+mqWlGfiCIiEdZaAQBd7F3FF1qg31WjPolWebaWdwuPoicfPccln+M4juP8REl20AZz/tY5SZhqVXKw58u57ZWngAdzPutgZolnnQhjEBEVocAAUGsFwBATMG1yfev6XCozD0cEAKCioAAKIEgIUGfVfLaJzBoQjB9aVjR9QEmQNQlcjJyNxsPWwfvGkgAgu+Y6kyUkAYCCaGVmVRUtAErACsuIzeCX8zRC6Fa3xsEw8uLWGNg/9f1aOMFjWxw5KqxVAgLv3YnzNno30be2Q7O93T/4KoBI89mPiHIgcDf8c/Z7sNWluNe9/aDTqf96Oy75HMdxHOcLaMuForv5Mk5VSy1EhIRm0cnMKQUB6Lq8Xq9rNb3n3FglIv4g68VFp4T7qZGrm6fDhfWxF+zwkH3Lmd9yPLcTADzE57jkcxzHcZxnXevfZEV7k6DE4MwZWEQsKBFjDIGseG+z2ZgC3MYrnI9BRDP9/FOG9AHK9jq19lmllSe68L2rh0+bvjiOSz7HcRzH+VIr4Nl27zq4fCT7dNJ7q1UDADmXt/WmSJ1Wk76mvKHksxxCVSWkL1eLdcNUzw8avZz49KX3wlyAPVgBns4A947qjks+x3Ecx/lUPXbnL9JZw/XbllTtf0REmDmliIhvXb/ZbCyZ0+qRYKwu87lxE8lHRFbG+Ll9Gva/+jG64qxTVoL3FZ7e/P69ojkEPMEDEdeEjks+x3Ecx/l6wvLRoQZCigEYN33puk5EYoy1Vmu5rqqe2HlDvlZHvk/Qe1/tgK8QgVf4cCoouupzXPI5juM4zhOuEQ/a6J3ZGe+cDRauGNOXLDYTkelITL9NEbwYY5OiiG42/WazsXeHBgzjoR5cTdpOVASJnme5+VQLX0QgpEEwqyLir1+/piGdFPX8sE8f/13PbjFXrygWPX9in9hSVRX0olvsoiNZ3IDzy3HkVnp3zOWduxIPvHW6qfp88LduojBL9QQ82L0dPA3bccnnOI7jOF9FK97pI/PPWpJhjKGvmnNer9eqSr5evOU1BVMvqgqqY197FLl972+4JNRzj0aOl+quO90j72xzxnHeoyH7PS6i47jkcxzHcZxHrM/u+9nxjXOCJOcfgAUNEDGlREQ559dNN6/ZUxEi8vlwUyUGAMDMRCiiIjI2XLzx+v7djMHH3DIXKcCbfMW5/pwwb5KB84LAD9xTeuxGu/Q037Vv2XnRby3HJZ/jOI7jPEyzfa2DF5EQQtMkVei6brPZVB2zNM1JkhncrOV2ICIggGoIYbpYRKRyl3jO4Uqwh1zQKzKWT2jUq/Of391mnsZ5Q3X6wCcILvccl3yO4ziO803V2n4l0hXLU2Y27dF1Xd/3IiJE3mr9vqoPAACI0K7VGF9SxLtYoZ5ZFHpD5XCFcLooDXVe4XbTG+rARz5d77moc1zyOY7jOM4XEGwL/4Z9iwUAUMB9b4ednSy2P5R4djCeM//I1FjP/iaiEBiQXt82fe5VFZFQQVAJcMffZbnfpY3F8EW24aMXyXroKxF2h/Px02F5QGiWGwCgU1N7VR0GD+CgT8m9JcddY246+//vFtXp4lkGgILK7J39yX/V4OCRv7evLNrjHb2i9qZut0JAs9I8dI/jOC2HP+3EBLb+NHQyp3vHvgUBt7mcuDvUOPyh4K38HJd8juM4jvNoHXhy7YV6WjEMsgFPx2TOMf03FRdjJKIistlscs6qgEgKQLt7O7hDHJeWemg1/fDVpR4brUPH+FAQD4goFY0hBiYrwdKpLx/A3C9n7tt5vyX7mXs+Z14d2ABnLx75HlElQBiV8OK6yoGufKdk57yR+vzsjhjY4t5QvNdQ4bBI3FbaBqTBZnR82mKlsGbSo3s3jF43QXU+t+aiVKenLvjFE9Qdl3yO4ziO89TS7vSL53/8gFo4FN+4NOjBzObPmXPedH0eezAMrRo8IHDPSWJXKISARFrr087eg1Jw/rjhHG8YPX9YphDxje6s4/mZepHWXT5C0ANPT+aqq0qd9jz5Hu08qcF37vHznhAdNnRxHJd8juM4jvNQvXerHd7W2xARmyaWIuv1OucsCnNDTos1OXdiCj3FGD83/Pgpt8Mx8bZvQXndjfb4JNhFLHGu7qYon3VAMRfcocsgnlJ6Z77lOC75HMdxHOdJF7g32eGxEN85thaIIDKYtQAAIsls+3Py95yPKD4EIED+gj6oHyyluyYv9OwN7jRp393tZGw7vVKn9NQxHdeSdYkJAIBJD8X5ToTszhGErgwdl3yO4ziO8ywi8IrPnhnWmBs8nKZWWa83OWf7p6gAEnjZz0NmxaQFQiCR+nMm/1ly7qoWgp/bVmHSe2aGxMyBhhxpmlVgiiqandC1Tedd0Tku+RzHcRzncWrtilDDsaiI7nDBB/dftBVhKcXq9MwKcm77MV+bllKGnntEoNeXNs3ZsRjx1emRCULEUmtqE6I5gSyv4H6y57v1cldcuDPn8Ok9f7BByGLjyUV2/kopBYluneS83Nv8LrP0S4OI9iPn87O2npZEFGNkHhRrURDRWqUvudY6L8FV1ZQStxEG101k4ralvs+2N9j9IZjMk0SEiA4G9A5GBYfjH3t+7I+t47jkcxzHcZzHcSKR8oqypRCCiJRScEREgBlu2nXNufpqm9Ie1u7PJ43PFFQX6AedAsi4v5dxVOQ5H/2Y/Js/PZkez9iDlRBCShERLIK32eScc1eybTN24NgqLnt91cSpK4OC5lzaJgFAqVL7XEdHn0nsMXOMsdbq94/jks9xHMdxnmVBfHO9d2ksZQq41VqZmZl3lumewPlp8h5qrQjARE8owM/Xe3C2vdDB7pH7r+hMFl6Xw3msivWKVuzz3hhDU8qpYA+RmAIzB7ZmG33JOZfc5yp1YVI63YaTYrRmjEQ43YO11re3t/UamblpmqZJqiqipRQTnBZpzDnPPZYcxyWf4ziO43wNvbe3c/z4d00rVNsJM6eUmBG8VO85RJ9dFA78bFfjnOnxrqA6tBO81R10Orf5TtN7ctoMIYQQOBAQ1Kq51Jxz3/dd141CjqYbcKGKF7mgJnAnq88py3q9XicOq9WqaZoYOefa971lXzOz37+OSz7HcRzH+bba8qIQn60jp0VqjKGUqqLMbCELjxV8puBDUNUQAjPVqqD6sMzOSwXDsdTNYy5BH7FX0W3c+bIM53dbsV961ojLPQBA2zbMBIC11vWm63IupUxpljElERFVqXVocDL60CwH0EKFRw7YNs4511rX63WMsW3bl5dVzqWU4veO45LPcRzHcZ5uxXzJKhPP/6JzrGWGOBIzM6vCZrNBkD/++MO7LzwJzEyIRQS+pqPGx/XeY27Jq7968t60nOhaoev6ruuKPT6xjgvjoxOrmzVvlWMN5aeAnm0JCFObhqnGb5wJKiNd15nqCyHUWieLXcdxyec4juM4ly0Z8dD67FKHwI/otBPvzuuI4HjgxTabbx9CoMilyNvbWkRXKVkbBlunoiIAKYCgAtLkJDHtevpD93XplEd3yJsTBzP6nVjHcqMTS+39wTn3YtLsEwggAAQg0wHgNfu8A1LbwG0MKgIgSKCjc8niyl4kBW/YEWR+AGYcsthSFA9cKLxABx4wrQWylFe7OPNzlwoIiIcn0LHoNx4eQzHnHCBCAKm1IiJzHLZUAFEAoEiIGFNERFX4+6arfc45W+o1Itn3bl0xiWDXDnduwyoIAEC2sXnkipKq3dMKABQAUAGH/RHbCRQFEambTpBeXlqOLAK11tGMF5hJVRYjsN8R3p/yOC75HMdxnJ+u957ti/Zt62EvzWwh9rbr5nGzlCIi5Vw3m87WtX65n2bWATFNbjqAz9vM4nTg7nRo+nyx9+C7FRFHdbrTv0RkeGbAjBGDqm42/WbTiUhRQdGdU8YHjb+p7vV6XWsNIbw0KQTKucLo6XLiijiOSz7HcRzHeUadeXqhfNCQcHrRXieilBIAdF23yaWUEkLwx/xPRYyRmRfxmaeajfeIGX6kfd+tvlRqRSZrVScigoBVQggAQBa6Uyil/uP371JKFbXUThWl0WzTbFcedoEm092+783A829/rIhC1xURsc4QjuOSz3Ecx3HeWSPe7+n4x9e4Z2bKTX3emNma8nVdl3MWQHf5ezaIMMaICLUqWis3/ORb4KIpOsWSz2y9cO59cdNW8kcVFJPFzVRVCQNzEyMhKoBUJQQEUFXzZWGiau34CEGnpyoPFFljOrcF9MwwpuT8a/USI5eCqrLoKe+BPscln+M4juNcv1j83IM8sZKbFoUxxnka2LRS9IXgU4FIMUYAsDI5kfrMM/DYzHl8YuetzmhwNkqRGREx5xxw8mExxTf2T0cyB5eig8sOIo41i/qw6bIYpfVmU0X+6dcfMYZa4Znnj/ONcdNnx3Ecx7Xf7Y9wWl7rHvYus3lAoiWA2ca2cp3bbzhPIPnMO+QdJf/p98I9bo37t7U8IPDmMHOMsW1TikSEfd//4x//WG82AECESENvTOu/Zw9QBvm3u8NHSm5zQrJ7HABSSrXWt25TwbM6nU/Do3yO4zjOV5J5p9fcV1Q6nchtmwIjB4MnU9rY6VK96cUpfDfqPe77bHpv8nWYCoEeLy08rriYAHZRRCS1K5Hh6ojIiazOxTw56C47l/3XKa4zm5vrrG+46rbV+H7bj+sSPu00VHV+HiICOHQ+OBZX25pkzh6LwK6LpgXrQiBmFtGuz13OteZaq6qKeeECgCoyYa2m9JCYCPXzMm93BhmgioCq9dW05u9//loxsIX0PZjvuORzHMdxnLsoxoftZKH3iGhK3YwxINJQvCfiF+hpp40tyol4T6rpU03jq2f4bW6NDzxcMHVnSmkKcYcQYmQAqFX/+utVRPpaxDpk2Ge/jlDCWXv3rusY8c8/XmLk9bqbklMdxyWf4ziO4wrtQ5/6lETQRaTFjBxgNH4E0K7r+r43vedP+p95KhJRCAyz1hoPnufnB/rgeDj64H/e7E65pG3DFNybFPXsUUhkRiJWlb7vuy73fa+q1iXPqvL0K8m9UQ+r2uQRkc1mE5jatokxWsTSb3/HJZ/jOI7jfP6i/4NrsknXpZSsI7PF97ZlP+7P+WTML4ql4H7WNboisfPEND7/schZTp6XT939lpWqGmM0XU0Etcp6vck5d10HACEEJcRRMimqJUw+LYKAe1mlQwIqIhGJ1NfXVxH59etlXnPoOC75HMdxHOeWK+Z7y7/9qiorTLKARs7Z9N60jT/pf07VZxAREWrd1mEC6rNN5s9N7PzIkxFmTikygwis1/1ms7F4+FTX1+dsta9EJAAiQ26nINBTyiXdmyBTzaKqIqCI9H3fNM2iM7vjuORzHMdxXKQd2Ow6K5ftBoN7O9rWO6/v7AdUD1jt2SHsC7yFluMQmJkIS5Vu09VazUwe1PpI266HVaK5Uuxlr9mbH5KF7+7iwHDph75r/nXb6zX7AwFwvg08S52WKhAhqDBCCgQqO1mdOh4knoq24Z5Z/7sC6V1RpwfHxzyEdufldKQKIEdSOk8G/fCcy6xHjsjeFRAEa5w3HNW8BwmbjIshl/q2KX3fl5InRTfsVCVwsNu01qrbvE7FC2bnA/uw6/B9ePAILJFVQEt923S/fr2gitjvC4xTYmh5iA9oQ+q45HMcx3Gc59V7Zy6DTqy5d1doh1eFUxPnfYPBcUmKB/dtBWAwqwQToC6XoXgPESw5DbeySLcHgHp0xXjusg/3z2jUWmd8+AaLS90TRLbWt8X/ED4DVdVd0bQY3k8JgOD2DBRi4DaGaRW+r2TfnYEXhXH23T4PHR7uf2x3Y333E2cc9hnRbBA8dOQTHLjWan6VjKiqOfcxhKZJliurqv/8j79KMWsWICIgWkbIbNaYCcooH4drMM0R1N1ps3eB8KGz58TIKqIiCkBfSiNqBqNQZZot+LEp5Dgu+RzHcZxvovce8NXDK7M3zj+8qR8DEYUQAKnk0nVdrXUyJ/wJFxQPrVznynlP4eCzncBQyPfcN8JFD0rO+citrsXky8Iw3BFN0zBziAEU+r7fbDZ9LvNWKD/gV264BSzHm5sIrugcl3yO4ziOc93a9yxHirvFkabGYgDQdV2fi8U6YObm8o0vxH6Rla3+53o4MqeUrH32kNWmzzWXEGDs7q33nq7nbnnyM6OoPnI6J1NJz3wSsbPNe1MYZWtQxMwxBiLKufz1+lpKKaVIFeIw7xb47ZMYp4pQc+9MkXEK+zuOSz7HcRznh0i1b3A8qhpCCCEA6Hq96foMRObVCT+1JcPcwQIAiOjXr5cYo1rH7idb6I81hThIvloA6XMn4VjLh1fMWD2jlu+K5uzvLzFDsCcdTdMAaFfK5u0t5zwZtFDgUmXeMv4n3AuTa0vOOefSto3Kl+s94bjkcxzHcZznU2tnuh2e43R/zko3BK61bjabWisS6s9IWjt9YaaSs5RS2zYpcilVRGIM9JRrfavDtK4A+ARz+IYbn3E74Pu7wvdvBJNyfd+vuy6XLCIKCoQ2qkUqIt/qUcsXwlxqRCTnvFo1gOjZnY5LPsdxHOfHKbTrdnXF3hYfWaS3iSoT1VqJsNYaQlg4hYoIEqmqtdgKIcQYEaHr+lKKtVpWBaCdIMb+cc4q3MY/VN498ouiIuNu9f0Npt3ibS4uAtgCl5mbplmtmkhYq9Raa60phnHYp0NQ+OQsTwTQ1CQALMWKzd65Csfm3rF0yhOX75ocy7mcg+XOcTAh0neP+cxiv+kgRQUAYmDTMEPrOYW2bYEQFXKu6/Xbuu+m6C6MhkU69jP4UXFvxG2fCSLquq7Wl8gkZbxSOvq4jNfI7Todl3yO4ziO673rv+j9mN57y3FTMla2N/6BXZcnE8IzO0fP1us3UVufjGWxqiqNpVxW3Ni27UvTgOrbW9804YlbUU9OMw+VntOE04MHNHvj4+N2k5E3CTc1MZxUDQDUUn+/rUWklGJSEBDnvS7Uhcz42AiIXNc5Lvkcx3Ec5/ql6rHGaHNhdVHl0iJ+ggAWv0opIULfD+ac05b7rbv3l3ffLKWt1opg6XtDpCLG2LbNKiVV7XvTw2g1XU85xwBg6LRxpvy+Ysl+yE/o4jl/3cw5P5n55DmDxbet4cZWwyi+vr525sU5RsWHRwC0LYl0xxKjlBKJfRwcl3yO4ziOK7dbSqN3nSr2l/L7S+R5CJCZQwhE2Pd5vV4PMY0d/XC+YMALPvbEVxfHzoSImFL69etXIBSBrutrOGQvPwAAIABJREFUravVyha7zAyTdccTnbHaNVWFoZXiJ90gi5bcc1149FkGnprz80TBj7diB6t4ZN6Zxqpd11VRYRqdcBBlXzA6AAB937cxEVGt1WN9jks+x3Ec50eLPbiRrcVt4huzjxNRjEFE1+su5zyJvVlt4QUxve+R2Dk12iaiGONq1TJh7ocObJN56dCo8FlPgQmtkzieYdd5sD7zhs8jTuu9cxw7393+0tsBEVOMiEiEi8KzQSdb9M8OHEEBPJi1T85ZRAKRD4Xjks9xHMdxoagP+IrlMv3Qqn3eSRwRUxO7Lm82m0UgZXvAP+/BvSk6Zn55eYkxIEK/7q3W0QYnRp7KHQHPdYl8IMjMSChZRIQDf/tb44qdtG3DhDmXbtM1TbKWDNN9oWNBJNj/WKhPlXYb+3l253QXOI5LPsdxHMf13mVbKuBiGXVIV5yy6wQAAUBVUSUkyzsc5ByAAnBgAu4rdKUWBSJGxGoenjtK5qhohFn+3vTm0ZNFQVRA62OnY+jp4sjMzfXz/BQG2VxLjPFl1cbAKlJrZTYTQlUV61C/KRU4VFBVsCYNqKJK1pbdTnIuufGKs71C6oECAJM2gaUIAITYSK14MBiplrwKAAf69okqAU5WlrqdVKrHci+FjkxaOFZ3ejqCN1wOJYBFYiXtfWTne2WbX6w0ekjyeJIxRmYqCK9vm74Wrbn99aIABGgTWBAKKsvyRluct+u97c+O7jj6zp8r+RA5Lvkcx3Ec13v33MleTdPoPwnWSqsvpevz5Lr+M5doe/0AYLVaxRhjjCIy5kZu21owMyKYw82TnhGg6dLzO3/cJEn4xCs3tOg8v5vJKFWHrg8CGkOIgUU05/yPzaaUrIQ86FlXcI7jks9xHMdxnlvvHSrzO9Y5DRSg1tp3fRWx+jRzL/yBqs9q9ojI7PhfXl5emgQAtdacs707T3a1ckez63zOsSIeum4MM+Hag7xaLp6j9+7XsR0AApKqSpVJ+zFzjIEI1+tuvV7XWguAqhCFMcDryYmO45LPcRzHcT5V793E6X7YElEFrBpt3pEMfmoillnwmzlnkyIi1Cqm92x8pkDf+E995h7TTIx46/LR86TjmcG9q/XemcNuzy9MrocQmDlGLEX/eluv12sAQCYacm9xqtrzOJ/juORzHMdxXLY9Wu/d66tVrWZJQefVdz9T71kQDwBWq9Vq1ahq1/VTQG/RZsAiouZSyM/qUhhCMB1rB//By3q+neYJO9kLtB+e8+wD39XwNg4xBkAUkH+85q7rcilEBKq1ViRW1Vl0zzWf47jkcxzHcZynFJyXtukbS/lGPTMTexYboR/mty4iKaW2bVNiEci5EoB1YphaNQwWJuPf81b1Twjz0FRwSu+8bu7he8pKn7X7YgiBiEJgRHjddG9vb1NAu9bKzCHGOkv79J8ax3HJ5ziO47jiutmnToTUlt0RZiac11VVKajJFmZmmvWbVtXJ22PXA3Ou9/YtQM9h6md9+F3AwdPy88QCqcAo6hAxNaltW2auudZaaeZ6Minh+VVQ1a7rAKDWGkKEQ9mGc4vLB8zSuVliCIE5lFJhMtCfXcU9h9XpgI/ueZgS268AER0vpXmTXv8YYr9Xe62z4KRut7H02ikkO531oue79ZnkwCK67rr1ZjO0CJ+ebhBV0CqVAMdPueQ7f7Itp0oIwTPDHZd8juM4jnOxXNxXYucv/RcfsUImIhIp5uJ4V238VVqxT44sq9VqtWoBoJRq9i0Hx9y2t8Iws/EEfMZYKCLaEnznLA49XDiwlj/3YiNYl4ZB28+n3zti71ZRwdF4VucKkIiapmEGEXjbdKWUruvsVpp7rjofG3lY6G0LqPrIOHf/0fYhcBzHcZ5HsJ1f+PSRbQ5orSNCJYTBvLHv+2fuK/BgXWTFeE3TNE2jqrVKrfVYBAxmoaSPpEo+RspaD4l3R2DBFRNyPtsvikV/fNrLzGZ2ujQxWg0jvL6+vb69rTcbBSBmGO1Vp4cRpEBetXft3bP/UImI1MsgnTvjUT7HcRznWfTexzfYLr73kvEuFX5EhEQimnPJOUstdxVRsxX1cChPe6VEpG3blFJKSVVzLlP64rEo35Q0SARDouCTzb2p1DDGqAo30aUnrF8WeZWnp/qZz0FG8Xbu4dmFCCEwD9HXv/5a26ONSgCEokMCZ2wSiGuS2886JopxcLgdfgd8mB2XfI7jOI4Lwht+8MRbFu2pqjkP6W1M5LltRtM0f/zxBxHUekErwikalnN+2qUtEcVItWzbx9+jmcQxmbcvmO+U2Gl1mMxsecuI0Pf59fV1MiktImbfAgq1VhBlL9i7HbOszhgC45hYC9cWADuOSz7HcRznSUXaxd3wZn/vu+ergpofxtA678B6+tj3Lt6yxuKqUnKRqmPzMbhfhd3ZtXw620T33rrB4YkqzaNPKqBKSApqdUeBw6+XVkRq1fm12ElTtFK1nQNEAERmUSgiigQqeyd630E+MfyAZkUCgQkVtMp8clw9dRHAlNUwQY/XBJ6d2Hm6qhABQEEVZmahOs5/AEQUu2QAzJxSIKKuz+v1ptQiosOnEQMxqEqpw5UD3J9eg5uLAo5tGnT++kMvIO4emE7njceHTmD8TVBQeJimVURSFUIk0MiEIsPYPnGnSscln+M4juM8D2aBiDDYIb4nb0QWjeMsz40Ia5Wu63MRJkaksdk0HtJgJw/ovWf2e/s8mdh5ysZyuSbHc47v8BAOH0MAQkAiqQKqKcaXl5cYg4iqyuK8pjYMW5k0y11EJAAgpiJQFaYCOHv93or6vVM2FaRIkEKwg5gcNRRNEp6+asfEmMIhRWsDfI5u3Heg3S8G2z+QxVSQWgkREEvOwJRSihRipM0m//79jwqD2lTcngXp+5dDcbjZhv+0scKtFPy0h004e+6wL/2m6So63WVM9LBUagtx27xPgcc+iQgKqoqELvwcl3yO4ziOc4c14hihMr2nCjnnWusPdJ9fNJmw/xSpzNy2bYwBEazh3qXLXNvbFZ992Bwwa1bV95M5b3sK55TzHXz93GAjmsBRIgoptU0Cga6r6/Wmr2V+db7fE6DxcYhO/SrslVrr9LhHVWut/EDbTPteJlqYAO8nLziOSz7HcRznm8uwB8gba1ZmhTRGzqWUknOGMQb1MwffUltVtZTSNO1qtQqBRUTkgvq93R0OhXzwfC3ITfEzMzPtNxWE84LGFz1f0N39w5FavkO3w8XdR4aOfMxN2wpon3O3zl3XVR2STr9Z8RjqNgIJQ6wPFgNORDjGP5uYiGjTdw+ZaTBEjlWZw9Qkw2We45LPcRzHcbF3n6UhoqkXZrb4VdflUsrUsVpUf1qcb7EANYePtnkJgXMuHwlBTN4tzygSEBEwcCDCrss78xBnQaLdc7nhPD9Ry7f/4uKDB/rC723fti0H7kp5fX3tS5aiMUYUNNPOSXh8E8kHO7m4lreLdo5jqWqtNXFomzbGmFKqtT5G8o2XDAAhpWQ+Ov6b77jkcxzHcVwB3ivTyfZswb1SqjXf2y2d+rmjbYE+a8YASrXKPP3PIlXnX5fpo6WUqQn4s507McHYumA7De45904843g33He+SEsplip/vb5u+q6OzzisyeTwaEPkm831Xb03m7HWHBLpj9VLDCGEEBhKkd+vb496uDDUDI7tQNSjfI5LPsdxHOeptcFiTX/dB99992C22wG9gTg3WTm2jJ5LGlVMKTBjztL3RUQAaL5XndwO8fAJIiKcXLhfPbB4XDjdfG1outcSXKfTRETm0DLXWnU3ELEYip0EyPFiDW4gIyLCHP/+1+tUM3kwuDHavjw04lRrjTGCaAih78tCi+rlc3i2mcBe4HR/DKdBOz+x8507TgHJ6jBBBGqVv/76K5sJjw4GrDbWlzXye1ZkGkYRmfI2Ee10GVBAAIAQY4xtTE3TEJFKLaUPIZWaS+3hIVncls9ZS26aJsZQS57fce8+HXAcl3yO4ziOc2pFvh8eGZsgQ61yupLqe4+VqS9bJe/2vVDR22SdLRTOU42AXffAjICi8qVX2IhIe88EcimlVmtiooREBPINp7GqErHF8XLOMQQkQgFVBQUO3DTNKjXMjIgWzydEVSilPvCK4/g8hY89SHIcl3yO4ziOc0rmzbvD7W8wNRKwuFYIkLP0ff7h5TQH3EqGv8WMDW+w2gjBfBFt/0814MwsIqldTbWdNxvVI+rRWj2eKNK71JZzCl+PWgKtqbrN9lqrqCihjgofgbb64xuA0xOK0XqXWVW1ChMG5qZpYkrMbKef83DLx1VbRNddJ3hFP5PrNDnUWgkxpugd1x2XfI7jOI5zzSL7XW99E3vMzIw5a87FFsfw7XwLz8RGY1oET9HOoW3ejaIQRFRrtaHWJ8tVM2mUUlI48LxgbCyOB7XZB2X26bfO/xarjRxciKBOvQe2icfWpwHMkgho1qeddF89gX6xG384xcmHptZqSq9pUoqRCEuVvu+3ZrNMRERMXZ9zLRQY6oOmm6qEGEMILvkcl3yO4ziOcy/tZ2GrWtV0zk4P8Z/H1HzPWhTMR++GiWeIQ2EbjEapT5XSZqevpkg/Yybs1/KdXS6oMBqrMjMz5L5aoG/c53hHDL6kaK3AJwSXqu8LzuFhUlkYGRED88vLyyqlwJa6WcyJ11o1KA6TvKhu+s7++aiQpyJiCGG4C/zH2nHJ5ziO4zgXrZpPr5VNYxARM+Vcuq6DMb1Nf/Dz9qlNxWq1Ckz7LiO3GpxtweSTDbiIhBCIMJdbSr6FgY3q1q1xX7Mt/r7oGJg5pQiApZTX105qZwoQRo+ibc7zt35yYYI2pRRDaNtExCDS92XSgVuLVFFAIKac83qzAaYiEoAfc6jM3DSNzYWf/LDJccnnOI7jfI011ruLlTM9Uc5JcjtnjY0gZlEBAAAEsP3qWZkT9H3OOSPiu/tGhAqiCAFBVK2fM4xNvwRJgaZV/H6oRHArNc8/lyHL9FBRmW5bxZ03InsHw0AAgGg5jApaSYFRf61eUmIAse7z46GiheaQdrvG6TvVfawgo9mpqlJgZFjnDIg6rc6H/tjTaco4sJaOSHrIOQaPn+DhwVREU16oADY/EDAAAqgiKGgNig0FBuir7Deps8uqV6U6ijXdthk5TAaYJdAy7PplZpXJvXH4/7Lr9ik6zAJzYQGgGFIKpcp6ve66rq/lhRmJBSohqiohAxAqoxKoIKuqngjrPVh/4HszVlQs2ExD9iaBKimjbpNTSVRLTSH8+eefpnVrrbXvs1QbPUKU2UjWWkNqCOn3X3+hElQIGG5y6qzDYevsjHDU/4iIKn+2zSqaQa6IuoOL45LPcRzH+dmcNmI557Nz+3tbyudccs5W+/SjHq+Tgg7SRXWoaAJmjhxSE1JMIgIgzLePdQzqehbCeqplrogw8zQZHpB0eqzxOh5/BDD9gxBFFRCIiGNA1M2mf1uv7SlGCAG+y7QmBRmMZLe2TDjr8bhdy4bwt7/9jZkQqZRiF3Fbtjd7RDWY0zLFyLnUef3qba7s6ec4qkxkt5i343Nc8jmO4zjOxTpwuV5EVBgMGEMIzFSr1Fqn+r2fMFYLG0IEUBUigiHHFdrUNG0kIhUVEavlu4nGw9miFhFL1WdugxFjFNH7atGrisUWIWIRqQBhSFzETa7r9brre1W16FZfMjB/mwlMANZkAeezpsqsLhRg1tZ8epqz0HtTKaPd+8zMhL833c2vuCIclPFDk0CAGGOM8fTv2FRee0DzO45LPsdxHOdJ5Nb9vuuCA0BUGZwtmEkVbDloK8JxVz9uLWXtqgEgBAohpBSH9bHc8coiYBnbM8DzVU7aDLGKrxNNPp7hviOiEIKZf6z7stls+r4fdFCtiMjE3+83B0cNNFweKQANjOWRtk2tdWsJe6D7xU4CLROLgsUDYQwA3vC3YPp6s8aZ+SENxi1ev+e45HMcx3GcA2u+S6WCiiASM5uk6ftc61DYM1tGf3/JdyDQBxpCWDVNisG6hIECDSN8F5GJCENwdWzx91SBixgH7xO4f1an6kmPFjwl9kyaEmEV+ftf6/VmM9wXAJa0PFZ6ftVZfXD2MSACWi0lWTuN2KY0BcpQFUTGjE2iofHgbnQUZ78kRISIm01fap36kYgIE9375yvGmGKEhyQPO45LPsdxHOdLCr9LlQaHQAQ5177vp+CeWAKfKjP/kAbsu0tLSSm+NG2MLAJVqqWcTSvmuxwAovnj01PGN6ZEOzvOhX3Lk8DMKYUq8o/Xt67rzGUUAEQVVKfHGV9OSOh5976qEiIzp8i/Vi80c5YdG0/gIplz9sQBpyA2EZnk67rOfgRKKbed9vMQ3/weFNVIHJgHSyRE136OSz7HcRzny8uzYx4Vp9fT+64GRzK1dF9XzP05OTCA5iyllKkOar4KnKJ88+86tttLa36u+9T5K0o86Pd/5DDGeAeoapPiql0xY62iIISoCvudCRemF8f2vBi0/X4DVmMmomYucnBRfnQa3CcKq6qIoKBksR3mpmmmhMAbrv5VzdgVdgd21DD7YhyGJMD5HoQwxhgCIeJb16/X60HdEdXZE4v5YZsT6zKX8Qv+guA0gRFjDG3bphCGWJyaDMbxFtuJ7M0m2DAJcRRXiJhS7HKeJqQp/Ftdd93/Y9w5I61Wq+HS7Fa67h2247jkcxzHcX6MaLxqNY+W/QZIOQ/9lyc7h4PS5TuPYxUeY1bMzMwvv9Kg1lBRDsmOm8kqnC5HX/JTTa0ppXecLWh1fCeeUzyGxWMLAGhXLTOKwOvr23q9lpuK0ue88QmRmM1yExFTCimlVdMwDQ5MqsqEzOH8+9eSKksp1oCx7/q7nwjuqHFVTTGGcLj1iOO45HMcx3G+mO76XCxxCwBqKWbnAO81Z/+ukAKStf9Si2WFEAhURREAAYHumGY5uSMSgTxZBu0QfrNGhczWK++6ktFzpO/520+PJ+yStW2qAJtN7rqu6zoAYCL9Mb88ZlTzT79ezEi21m3EnuZWnGeN8BByD4FFtsYtj3zMEENAtNaQP+L3x3HJ5ziO4zi3V562SmZmVS2l5Fx0aBZwwR6+5dDFGJvRrGWhbe636Bz1Hqk+fIV9liQdl0EhqA7DcmIhvnjxnKliiZ2XeQ6pWpEeMxFRrfX3etP3vSVzfsv43iJ7d+50slq1KQZUsOAeTCnZUqcPnTm8iGghPgDYbDalFgC63xnN3T+nGHtKSSu4U6fjks9xHMdxrmcy6yul1Fr1jIK0b6z3rI+ZqqaUVqtVIFAFqYAkY4ewu3cbH+1SVeoTRfmseAphkBZEVHc78p1ZO3qXNVkIRBRjQITNpn97e8syiD2L/lVVILTr+z0iRIq7PfcAUkpN07RNRIRSFWpdPEogXFxNfNcFBhEVNATu+7zZbOCBZr12fCmllLhmxe+cluu45HMcx3G+1jrs8gXusZDR+bva2XLrTrL4/BiKmS3ZpuhMrSK11iqqgEhwdiDr5gv6j+xw38Bme5pKAAoKo/mHTqc/twUhIhu21aqNMTKBWjgFdWqTDrsh0EsP+F0PnsEVg6mKFpFn09MKOk2hnIsN+Thb8KCLz7s73F6LcUaq4s5EncVXFUCgEhKOU5yQQmRA7HLX96XrepEKRJYWaG33EPH540QzCbc41mm+DZNQFXiwmzGPltS2TUoJEaSKiMI4OpMOHy7E8csx1ZFOd4X9iIQQieiv17dcqo5HtuhfcoN5JQqE00kqiAKkGNs2qYqZdPp/vzgu+RzHcZzvxmk/zCOfgW0vrd3Gcjo3wtvdm4iWYi4cCHsmeFe3Px7X2Xpig0fVCiIAjUtGHHPi5oMjo1t9ZaRfLy/WfmA8GPs/OnhgN28PTYhVBAmlaj2g+PDdYdf7ixsrOKxVRplneu/g4b0n+XD6+CytTwkQQHEsHRza6Nn/EpOIgEDgwMwxhF6l23TWg0HNSnUmb56zjyTujs78D4TZWCjOppkJIgJQqAUBQggvLy8xxsHsRFRFhsHaa7pgfRkuE+QKIcRaay5VYHgeBLsZmDeZbtYwYhCrAKSKiG2bUgxaCzHV+s5DqMn3yCv9HJd8juM4zheWf5dWN53zuoJOZi0/cWDn6hQAEVOMTRM/dzymzmNPNVbLmXOjOk8TqDhbqut+fBqX+1RVJk4pMaOIrtfrnHMdUxm/+qJfD3WWnzqCTBHpGGPbtm3bAECtorOnOR95EjE+qxmuCxFsNvXeffC2gg0AFESVmWOMBFB0UISnHw99v4pixyWf4ziO8yO4PGkQ9huavf+pH+GMoPvniuPrCKBVmGi1ekkpWmM21XkHMHjYelJEOARRzTnf1SfmqnU56Di7zPT/Vmvu8xOJBQEVYowpRVTourxer7taptaF3yHIs6P5hlsaEVTExF5gfml/NU0iwmqZnLNM4w/qvfmlNF/Wru+3lxiHkkjFG9+fupuJ2qQUOIjKth3jnp73gJ7jks9xHMf5WXrvTJh5Z80ESEiI8t2fkQ8VSvvhE1RQkZRS27ZxMOdcLiiPjc3NV5xjW3PMpT6jXefsOEXktvmSexnHB7YgImJq2xYAci6vr2+1z4iIhJbZePM820/BatemthIIgARaBVWZedW2q9XKxF6tMneRnau+jx8GEXGgnCXXMlz0MeEU4cYPiqZg79iUMrRNQwBFBACnGKO3X3dc8jmO4zjfiqt7nZ3+CBHt++b/oJyoodJN56VTMaWmaWIMqjCF+D5RStl/3juV7haPJPB2u9pK6wNnLaqISMQAnKJ1E3l7W/d9DwC814Ph2aKjH9eAAMhEMcYYY9vEwFiqTi0o5gmfNznxbVEc4lu3PtilkxQEbznzt488ECMzM4uKiDDxk98Ljks+x3Ec55tztVhaVN3sZ8ed2PNFZp7z5+KEtCMmh8KZ2+ubua/j01yjybN0XBnXYsV7q5eWCAF0cHVUy6PD8yXEpYVt71ZallJEBC5f5qrqA+xKTriVXjpQ88Odj898Q5urQ889qa9vb1Wk5Lotb/twQuNT/YzsdJJQVdDEoWlS26ShpUqttar10jQ5dOzc50N6wMz2pLsSEUmVvu+Pzf+bt7c3Cx8iWrUtAYpUe3UR4nMcl3yO4zjOF9B7d2Wx+NMhQEK2Liy5xBgXuZ3zz+4/UD9RrPXBOq7h43ceRhz6kQ3SYhAJtTJRSmnVNkTLgOqxEVi8eHONYU0aTPLdMGhzy8GEwdvj2IF9JMJ2uFsJqDUEVNGu7ze5n/IM530NvnSJ1yRpEFEVcLwTVSSl8Kv9FUIIgQmh1qoihDTNvanR/MHZOE/7POcYpvieNYfsuv7EfXH7Xy0z6oypTUlEUYEAp5viotvTcVzyOY7jOJ+m98751NXJnIv4zsxzj4io1ppz1irMzMw/7FothzSGsFq1MTCA6qx675DkANhre32/Aw0hWFbn113LztvofVwITf0G+r5/e3urqPAdl/gm9oY/pKpCQEov7Uu7ijGAgqqMTTtQ9P1B2I/EnjmdVBUJQ+Bapeu6Wivc4enGwdNHxMC8WrVwh3JBx3HJ5ziO43xD8WkrPPNrERHLFcSlntGfMD5ICmJty1BV25jaNsVAqqqyHQMEWPSWO9xq7p4LX2bun8+r85GICBER4faqjK8LWuNBABgKyUi/1UQVEUAIBMz88vLSNq0qqOjUsYOIgfS6p0JneqKOrqeYc845T4+R7hp2tlpEIkoxhYBSdSFTn7O5ouOSz3Ecx/lxEuujsuQGayk8qPpE5GDzvZ/RnmEy7ldVRQRmTikFJhGw3uvzYfvc2IK1QbP+B4hfWM585B4hIuatJ4slHluJotX4IaGM1+n7CT9EbGJsmqZJjYrUWq1+79L+E9dlP9pmlhRg2cXHEpjvIcCIKKaI6k32HJd8juM4ztdcy95pEbObuAUwuOfv5XNOT+jn24/+lT/hktni1fq5BSZ7jRd+Nk+w3AeAyYmx1PoDY30hhJQCwFSppzYwOOYcft9nE9A0TbtqW0ZErLWYsBIRxKEWV8bsT7i4aaeer/qIqOu6vu/1iIzEO9ykiBhCaCLXaj4uiHDj7n+O45LPcRzH+TSheH6Nzf4H5/7sAKQCoDQCXZdFBod7Wzwj7vito+k+nBWz4YNSqKYjxzPO+qgh4dAe3Hw4lVQAAEFwSAQjAECtIBoQVquVWdeoDuers0RBmC1nZ+PzoajfRaWbqqqBC0BRGRvfnT2YMHNhvcXVUwDFbfSMFGgWKlUEOSPVTlAA7Cxo3A/NThxQgVARQQFVVdn6EPDbet33/R8vLaU0hGgBFAmRARDUAqBf4mnFgSFiFGDQWoG4APA49xDgX/z5AqqiVtc3t6kcepUvko6naXzgRcH92w0AdwKGuNPHTwlFNKSgAJsu5yJz35QdD9vTZ7g/CGqlinbhUFWISERECxEpANfKzP/00iBokUxEZuv0rsicOxJ7bNBxyec4juN8Q8xdc2FtT0TMBAB9X35Wz73jmNILISzWhc8WQyOiWkVEbHX+5BGOEw6uwz8VFPGEKFBUJjKDkBgjp4AIr6/rbugFt8Ih0/brxnoOHLz1mkOiQ+8TgNxDvZzux6DDLwUiIhNtNjnn/IDJMzUVBICUEpwRjXR/Tscln+M4jvOzmGckDpYLFt0DqFVKKQfqefQnjlLTNPOO1U/V5mvuts+EXV8ssXMbfvxC+mZXV+gQuzohh6DWyiE0zYoZ1n1Zr9c551orEeA3MexYXsZAbKaszAyiwIuJeGByflABHu8DufOuqsYYAbHrOjPRuaX4xAOybfojhLBarSwR/diNebo60Z9tOS75HMdxnC++ZjxvNYOIxAQAOZdFe72f7AA5uV8MjogXaukHM3lmDEvyr33VliG+sXH69jkFhxhjJIKuyHq97rpubCNpji3fRvhtMb1HRIGZ7l+aeDK+d+BmKaWYZ4zdOHd9zDEdXozxh3WOcVzyOY7jOM7Zem9nqQ5fAAAgAElEQVRbdYaIhKpaSh0tHw9klNGP1H1DY+spHHq2j8VdVd+8f91QlgkwxWZF5Ms3oNP9+rNt8RgHZqIQYinye/06BPeYpzaJ30ns4e51f2lXKaUYwv4V1jPu+lv9esDYHWGQ2YSqul6vLdQ2D4nfaDrsHNVQVasQY2jbFjxS57jkcxzHcZxj6zlTC0QESDmXnDMzW4rU/Dn9j11OzZetlzrdP/4gLTwrYt22v4HmMScdXUxaZk4pBA5/vXWbzaaUQkRIbKdf7Z+jYcyXGgecq5vd4x6k7J+/Vr9+/ULAKvU6nXanxyJIJCI5ZwtC3lr+H/pGRSRMMaWUpnzmM4/Wf/8dl3yO4zjOXcTVbT91otfWmZG9IVoyNlvPuVcFZt5/PD/7W59nSD++tEVEFdkXdbXWEALsOtzMQ2qfNIVwX4FPKbiI0HU9WHkbs3WNPyfQh4hVKgIyU6lyq5OzsZ2eGoQQprgjghmKvqcK1Lwah0mnqpWUmFJKgbnrNv+8+Ucpw5eJAoBdGrUpfdfe34/Q8DClTgqoMlHbtDHG1AQRAQUihN2pO7Vg+ODvj022xYsioky7+d5DANwEXorhH3/9HqffHQefEKsIqCJCCOGPP36pHDCt2S/5O633XAc6Lvkcx3Gcb4g1rTaRUGtVUUD6meMwacgQQkrJ1qxD8POJI5xTkaEp1amD4ucfmNXhjSLZNBjiZcvrsSBx+2ijaZsQgqr89fv3ZrNBRB1043xvCF/fZch6YFpLC1BNIb68rJo2IaCKgM5Gefdzj30uo1M0L8ZYqnRdB/dIaR4vqXWOMOsaFQHQpmlw7wGQd1xwnui/X3wIHMdxnNOr+Xvv1pLfRKTWKiI/cIlkIbJJUViz9dM+EM8TCthf5tp1fKpgxSSkaYwPKajCZX29TfW1bZtiEJHfv1/7vj8jyRa/4l0/T7e2E4wc2rZtmoSAdQhr3vGX4ZJfnq1bLBH2fX/CMPPGTzoAVJWIYowgw7i5zHOeEI/yOY7jOA8Ve/u6BRFLKebxCD8yr8nyAM2aJYTw0qxC4IPj/7QlfNaTmplF1MqZ4Ehi3mcuekI4NMnxvbMbcm5TijFGVf3r9zrnnHMmIkQopRAzjJ3fAQDN7UW/qnXLaAyriMpERJBi+9KuYmSpVdSianq/35wLf3zUKn5D4JzLer2+n1et7o6Seee2bRuZSi6E+uS3quOSz3Ecx3EeLHKG+F6tdfL0x6Ea6mdBRFKLtVlv2yYF0m1J2HIh/oSX0ha+VpBZa5l7eNpZfNZBWxAGVG2mMdM0ogio54kWIiRGphhCqLW+vb2VoVYNa61E3KQ216yAOuQzoqKifvnb08oRm5RSCi9NqiJS69gwszJNAvcpjtY6er69vZlbrN6p3nWWrmszv23b1WqlMtzIHuJznvS/ZXwIHMdxnM9aqE0mJfOKNfh5ayaTTCGEpmlCIFUQ+TIGjwt/nUWS6qcf3MHjvHSRn1Jq2yQir69DGwZLHWRmFe1LhlH+DOjXXl9NzknM3LZN26Rah5Cl3a0hEAAAyhMovsG+xZolWB3pIrvyfjLMCkSZtuYxTzT5HWeGR/kcx3F+BO8uevbbCp+5w6kn9WTgAbNaoPmD9uEjyABgvZtzsX7OgMgKUG0BeVZSFo0NsnW5PlcEQFB5kpw6nWwPd8cZRezgEVGlNE3TtpEIrZ8bIdywvcHyEhxa3x+UOiAKqtMD4oNpkLbqHYO0UEoVxbH9+JDueGhUlhdUVQhZQUWE6DbxTFRAQFUBkCYEZiilWHrn1Dihgh7TrkQUQoiRi+jr73XXdSKCFOZXFsbAIenONR++/suYuMwNMDVh4cBt27Zta5anw0mOYsYmqd2CCkDLiSrvnvXw+zCfWjocxjTNLEp8+kdpqOKLgQO/vnVdFeYoCDRrqnGj+0iHAK4CA5CIVH1p4kuKUCtCBbV3dr5xFoG87OmJ47jkcxzHcZ5dQJ6QHIjIjADQ98vivQfkRE1C9IjwuOdSenYMiEiEk1XNr1+/YoxWDjfYAH6pUKcJpMl29dnmKhGJ1NhGIpIqO5JQD6sCEUkpNU0EgM2mX282w8OJYdp8v6X5dhwQ8WX1Yp6xFoR/cjVCTIGG/HAa/HnuePsQwZB3TZpSCiGIFBdsjks+x3Ec5yupuNuKjXlj7rHTOoqoiI4L6G0kcN5x7q6aZ/yiTxJIADgqD2aOMaaUppG/efPox0weu2rzy/pEh4YIACGEWgV2zEWHyTA3qLRL0DSJCLsu932fc5bxBL+L7f5OEwVVHcN0Gph/vbysUoBd384nl6uq0nVdzvmuh2rResu7BoCXl5e2bWGIS5NIJa+XclzyOY7jON9MHJ4prhYO/qJaSl0Ig0UX8nusMnd7Nx9eyD5mNT91igshxBhTiohDcMxiFF9LVOjg3wjWwk1EnicINkZzNYQQQiil301BxIWwsfFfrRoReHtbbzabqY/8PGP5q8dzhrzHMekUAURKE+Iff/xps1FFbEws4FxH15anVXx9n/u+l6kTOt7pxrUcAVGFEMKvX7/MrxWG6KgLPscln+M4jvMt5NylasQWYZOxgarWuqwcO7GAvmGQ4U5hzKtWjgqjWYslQ06Ol1902kx+FebtAc90IkQEKjFGIlSVobxQD7ihWsTV+kys15vNZjN4cizDgN8qfw8BACFxbFdNagIByKj3pvjnk89MVS2liAihVQLfK7Fz/jgmpYQ4PFOYlzE7jks+x3Ec5wuLvYPbnPPKJAms2XoVOJEgd289dmkt37CS09scGILC1pwzxcjDkhq2Y3Js7fhIpXrwGPY18/SHSSNE7Pv+2SY2EYmopc7WKoRbvxAdQpQsIjHGFIMC5NxtNr11DbFHFSoyD/R99ZW9qqKo6VgEJeYmhVXbxMAgUoe+GjxdWTij98ABl6aTs/fYP898LrN4V6p0XVdrBWSLwwLd8RohIpE2Taq1qsok+YjY/uk4Lvkcx3Gcb85+JueUrFhrFZFpNXlwjbhYT99c5+w+j38nsRPNcnFWYXhwh6ePc6oBQ6mgoGN8Lwa2PEgAwDFrbpHd+vhrd92naq0pJQC0lmjPNBuHQjWL3U3pxGNYUhFRRdu2jZH7vphyWBqWLJXel7RvmSQuDH6wQohN06YUmhCJh6RFxGHanzm9n+EXRmGMwdq1uXMfyHlMe/YiTxG/Y/fUiVvDI4SOSz7HcRzn62HRKhN7Jglmhoc/CwJAFRUVVSJKKaUUA3+fgMDc12RIgHym9auINCkSUenz3J/T/o4xcgoIsN70b29vlof8vZ/I2KBE4rZtVquWiQBkHvD2VuJn/r7Nx9WVm+OSz3Ecx/lxbP05AazM5gePBagMArht2xgjojlADN3nzwyhzIMbn575uZS1RERUSn424xl73BBjhCEmo4eCMPj69rbZbOwsvqXqQytyG4XKqglt2zapQURRAZmGhd7Ris8x3z5fMwNYs8dxxPDMQXMcl3yO4zjO91kPze0NzQ3iGxncX4aV6jFz0zQpRbDaMPgK3veXyHuYvFueD2Ic5+HOYYtqrfX3elNr/dyU2sdNRWu7166s556IwKGMZdcq5wwnAMxUn+s9xyWf4ziO88Ow4NVUFgU/NSYAAAgYAqeUYjSvSJhiTVd0tH9OY0ATfZO2fyaRA4hISJMc3e39KH3fl1LnriHfz3pxykKMMbR/tIE4EgBIrTYgtBAx8B07zd9pSHdfJcDqg+O45HMcx3Gece3ykW0mD8NhJQ0KgIpQahERFRwegeM1Xz1fiO+twi1QtvT9QwQFQZx3X9t31a+Xjg8ePYxtG4ltOVQtltFKCoiYUmiaNB8iBTxHVJxwizm9/aVK8vj2aOYy8/FDyw+cNAKqiLTpRRX6KsBBZOhCsS8kllp45x1zPpyO5zaiA1VIpAlhve5qrW3ThhAnUUNIIMtw60V67+ox/8AThMXFA905YCLMqMoUxrFX0EyQm9T8+ecfVl5rAc/9s75o0N/NND5zvn3kJ2joojE7JrjNhbCfNTMsVQBVyAqKOzV7NDtxM2E6ZUPloVTHJZ/jOI7z5UWjt6WaLbppGpYQAoewGKhvdr5j3OwZT42IiNgqSdu2jTHc1lzm009Z9yXgoQvUNM1qtbLY+1efgao6RSbv+pszd+BE/NBX+W+j45LPcRzHcT5TrN52jwTbuIfV7zEjPoc8uJ/kU932734qRLRtGyJNKTJj1/XMHEOYVuDXHfMnnqle/n7btogYY7RrdL5j0HPep6rK4yk8RkqND2vAhZvjks9xHMdxvp5Wue1SfpJ2RGTN1pkJZsG9b/mw3yTf6MuKT3ZskFIiwpxlvX7r+/7Xr18xfLPFzzt5sCmlqX/Gl+smv39LhhCYeSe/+G6TZ4pdX/1dX3HMHZd8juM4jrNcjeEITA/Cf6RRC6paDRszxxhDCEyoP6A7hdV0WetFIn6uY2NWwr//Xpec+806pWTS3FbzV6/CP8t7VvcyOVFN7Z06GGuRMt2ky/q3r0aMQVTp/ldhnthJRHibfXoCvOOSz3Ecx/myi3447Mrw1IubW60XSQUG6xoAgJRS20RbW1vEb/q66+wuvsTVf87WiyXnruteX19jjBSD9dwbTWIA0Q5erz7rm8+li+cwAur789z6DaoqM3+5xM7FsCNiKYUC3/9Wss6ZiAjM/JG0Tpd5jks+x3Ec50nVzv42UyGQLZ2tdTXMwghzj004aXF5+kj2d7W3wdF11WSMiXCDRbnZG/LMlGVh5DDoPR2arccYUwpzdXddZtfD1ognbVHHazHbzDq5wXaQgYhyn3PO9i7CE0WQkGi92RCzTdGhk5oAIRB9VKc9XjjZrMJdO9qtZ6wIIv7649fiwAb/2Nmjhyvm2/kne1Hw7fRtbnsjolIKM5dSUoqqkPs+xZd7R8xsmotI06TVajUd4v7tfKKpI+7+Xrj2c1zyOY7jOM/OfGUzxXZMAYaz66MWIcFr2xV8tlOiLhe4ls+ZUsTPUG6fOCUQUES2sl/0CU/aIs76xa8GEk7zbZvSiQCgCBoDvby8WEcQuLDH4NPG/eznhZlrrcxMxG9vbyr19HOKG83tQTCvVisrWHW55rjkcxzHcb4GN4ls2KN3W1NOzdYvlQqfvsq8wr5l8RFEFKlmhxhCiDEQfjTF8UuoxCHaCYiICjo0YSeyfz6V0lME65d2Tg7klxh5VSUFuwER1Grz/unXHymlEAhmKsgezXx1q9ip+DDGqCrr9Tql+JhfCJH6snpJMagKAniPescln+M4jvNT5OK0jrTYzu6D9vfr9+YL0BPZXKeV2E1k0a2WwiGElBIz7ZsIIlxW0PjFooK49W55Zl0hsE021X1R+IXGewg0oYKqCCKCwio1q7ZtmgZQpYrNoOkm/ep6zxJWLdBHhK+vneoQrL23D42lajdNKlVASgwRHMcln+M4jvNVNNtHll8ws+uotX6wUuWg78t5Qkg/dRi3fzdNE0IIgQBAZaeCEUERLzjQL5cFalE+W5FPJX/4hJ6t4xEdcLz8ghJoumWYsY2r1WoVA4mITb+pTfkVu33A85HrHqmoaoyxVum6zqLLsFcmd4+hXq3aEEIpJdzIsdNxXPI5juM4T6335pLPQnyjlwleVDU0bfbp9pU36csXY7TVoB7oc60/IhNs8rJHFFm65jh3uYVViTmE0LZNCCQyuAeB6Px+PPORypOfMjOrKhGUMqQVPEaLWlNHVQEAIlJP63Rc8n0rJAMWVS2ZCQIHVhTAoiiWUoHqg3ankQdi7LVHRNaIgpUgq3bdmkUJUqYQIfs43YOqHWBDGpiVGk0iKCwMoIVAO8W/FCP0PlD3WdGIAiMCQBVShJaU/hCsQH2kBBprB9w+iTKcQjqTVwcsmowPC34EJVA4Fu05vUpbvHuFIFSdCw8dD0MP/O6cPh4FAgIFQDL9ZhsSQq3aMKxiQwSmf2HWwmv8PL+7Gn2M3L3IQXGepmuhO1iacAoiA4AqEIYur+1Tood7HuBxpUjbbckuh5Xb4Y3ihLjd4XBcpDta/DxDF907FdvLTAWgTXecdkjDmMuw3dgHcHZqu/McRIEPXBAEUBBVJGRQkoKIqUmr1SqEgDj0fhyUHijN78fPnnjX3Lm7B0aIpZQYY9fVv36/FrslgYbhtDtdkYa7XBRtXtH8gulZ1xhHS1RgAFVtmmYVuVZBUa1AvByz02N44l337XRc8n0+XY6hiX0P/+pf/U//x7/+vzcbQkSlDCCCBBIJXXXchX/5X/1n/+1//V8kZWCAAiWAoMD/8r//f//d//jnP/9+/fMXdSjpzQfqHtBLTa/1L2xX//I//4/+m/9SX/4GQNQLAEGN//Pf3/6Hf/NvYb3ygboHJb5i+TPWRJAr9a38//+hdP/9f/of/wcBKAMHhc9bHJjAGyYJ0dTaax7fe+KhxT2homes6Y+9vtyAGRH5hDn7mSP8hR9WjKtzHYFvu5DFwy/icpsjKa1DcPyd8TzwYTVVo6qMiIAEaIWjpvemdinfSUss4pO5lKZpVPV1sy5ScXwIoeNo4/Y5BBzM/8Zzv3d8jDVq5rZpwZunOy75visYRQAh4f/1//y//9v/+W+q/KHEgBVAQANqVHLVcbPV5Pyf/8m//TuIAlFBCSogJLxerTd/+1//9Uv3++8r+ve75hWrj9s9yPr67wnSv2vvXpbbSJYzjn+ZVd0NUqMJeeFzIs7Cr+AH8PuvvPfCay+8ccTESLwA3ZXpRQNgEwAJ6AyhC/X/rSSRwqVQAOrryqrq+/V//LtsNc/PTDWrHjPb/03+n3/8JifyXWmA0zTd2HQrRfattM//c//lzyq1++JKK2GbouH7jun31ZvzLh0/+4YQX9sMu5H4dty+PJ7h1+22mfOFgOXeLfv53kv6x89+XMLRX7dP2tMWMeNwgjRPXUWwE//yVMC5naeK5qX0fXe7Gvq+lzRN0w9/2eUNlFq9lsf1erPZ7D+UcheS920di8Ccux9dPsW3HJnMKbrW2vclIvcvAUDke1d6b01h6kuN9JRbSFIza56hyLSkld5oGPWsJUMhM5WcZNWKJFdV1z+0GG77zU2736yjfqDdrvOd+nF99+ddjBlVdiPTlONYvCrN222WT9l/jkca6jqBO0p7LBHNYxOmbOPDnUzqpoiYclVs9d3epJnzYQzanb+3XLynX+L6974idDmRsht3LvYv/erE8C7abX8h4Oh52cVt+8/++EdJegd5zbXMe/lsK5WDJZ65zIXbYyR2q1tz+TZsmdl5+XB7u1oNbpq3TSql6HnJ7jvoVMeHoHRDF5Hr9ToWC2XTFCbfFZI/ZTLb12pvZ03t6+96znur1crNptZ0/X1iACLf9/h6H8OLdW4WNq033oWZzJppMrkplU4rXembNC0sNLgkNVdqUF2Npcv7cQjr/KZNzPJdxWfL6tZ3K02uMbUaS29jWDyad940TeN96Xsa6hom+xDWVRurjS39ttm/rD4VSc3dh9KG4kf1id9w+LXcnWUu8nxnQ8w3HJ7+gs/dTPOlgO/VIHHuDu2CQX9ctuvQqWsiT//ox7/zVKlpz/KenQi0c4A5vsvM5qlS6s3NzTAM7pYvbJv0nnrj8mKKSeM4Tm2an+/yac5nb+QrZdm7kxjzgkWbRRax7Qu11lVX575ti2s9AJHvHX2NRafiOamzoa+rlsXnj52QZ5hMQaNdawQRHmUKa0WpydSklWq14ZOmeFSV9U7ku4reistKa3UTigxra00rfXT7KEUrj4/dNCVTrFfyITwnydUU8tFjrUhl+U2RPkquv1jXuSy6O/tryz/MG+WdLOZcjr2+dq7v+JFc8i/HN3Pu8acuKEC9fPe/UsrBuqB3cMj1cSe5/KWcf3maxr/eCPshfkTuF1PpgsWBZx/r6UV4X3tOw9NGRLs+r9z9Zfe/I4+Of3gqzsxU6rVCw6di0PmF2CUUN1sNwzAMQ9+ZaT52b57fW26h9OOEtJc+Il5+u9krb2R3by3GcWwRZuVp4aIt/rvN7/Xct7T7duscu/wlljJivhV372up1cexLXpA7vbf0a9X3A4i3/tskklmoS5L86qpRZMswyxDbmHBcrK3z3rbD++SRcXT0ybVlGzS5qHl+ovaH7fx24N/7grNdQ3juLnNyFo3Q1FxV9fJJ1c/jFKUyFXrHgobF11Fyz89ah+TLDdurbZ1PGTK8l5eW9cX/3bvxP1QZrl9wnIHl/2fL9y25GQoOv4vxwevnx/IPi8xnR/es+mO9NRXHzV2cLJzZmSGu5dShlW3r/BcPLy4ZBL2G4/Lj5v9ePC9bOrjmdtXNvc3MzOfN+fcb/CTu6CyTESvN3Vx393a00YoNm8UpN1FirMD64t/vuyxhwsy4/Lh+y745eEesPMbZleZ6VJYaj7Kbe6Y81aeKbmZz6vRIuPZkrN0C5sP/Ei5rJRyO6yGVVe97Cb0zveus++vt+pUr9zy8jSXVy6ObHcwff6W3x/76e61li8PD+M4KnM+BXL+UcbcO7ZN7ItrFtlaK9uCLM+vKw9294hpGIbbm+1lNjfLbGa+7KV6odTzwn10qBEFke+HEJahyNrdr+83bUqTeZVC5pYudXIGvm9s9xVqClPNtbSSSqiUlMdtybGu/yztU7cqRuS7ipuh3tzpYVy30lSlqJ3XL7Ypfl+yWpa0nlWsVxud35k+KGszj2L39jgN1hVJU8QmapNqUfeNA8Mcn47n946z2T+Rdva58fIkdmJwZouRqJTK1trhLaefDXgHD2+5LG3+T/PYrnaleMkIPQt77+IT+CvnK7ZFvmnzDMw0TU9R+eVDwE92g3l8HpHKmHvdNLXW2j5PHiTwE1/ZFz94P8xFL+b8Sx5/RBxMHWWLbW4zSW3fncwyIpSKaPOzyt3J9T7f8XIdWoRyd8BjrX2pq5vezbWYWfpegeFsP1leVnipsuDsOYFzy8xXmkop09Q2m01rbbmctpTi7mYq9tR+RRa23VjYzHJRrWsXHtIQkxSZWUvJ1DhOZrZ/my/35HlP0/sg8v26mnUyj1TxVeddC28t56+xyGrZiaPhrpW2pUw11ZKKULHUqGnj43Q72cep9hv7RONfx6b7cqO2UrfxJj0qV9po1ZUSrugeTHddSrc01FV00eym5SBL2ZQ2Nvkmpam6pblaPsi+ReQ7WBS0P4zhlWHfiYJMPTuJ++VL++fHjucGVYe1Vfv8tn0iqXyeyo7vNrMdPM7jc7dqraX6fNj68sC6dxPnluPXl16ag8K8eWaulCJt9245mOU7VXZ74p61n+XbZcXda7ct7NzmqFee4OV7wOyG7xHbnLhfiJgR5xvyeWHnU47Yzxb67v5smxBSYZbmmi9KuG9PDXGzIou5kvD5t6CnpCzbnTlXXd/lbjbr6QiBH6ZrvT6pdVDk+dqHxqJ3zUk4ImqtXVfu7h7GzUYpc7NdbWW0li3mk9FtrpjNXW8pOS/by+W5fIsy3NffCBExDMOq77ePP2P/au7WY9qFbxyOdgCR74c3eZiK9HtfungcvHIu37f58ljVSDeLqZpkJjfX6q6U//rXT5/uHteffv/fz9PQsWnkVXy+fezv2mP97e+/f9D9H1r9Tem1ueJG3n3IP/7x8N+r/BsNdQ1jd2fTl751pjHW65u2+be4H+6lm9tMWUY9eT7z1zs7QWcLl5+8tzzF4eStnbi8E28wP3Y8QXc4xrI8O+LaP5J9cjiY8CnFh1VnsshI5cnI9yMP7C55bK9XoG0bJJ9V30Vrki13cD24Kb9kcWYpu3G2TLE/9bHWmpGSMuJsbcHZX4jdvh37GsKD51trLZvzkU92sHnbvjxle2tTTtsNPHdJsBR3d/OMaBGTm29jmzQfqdee51VPeXF3G1Z93/fu3lor21ZKlblc2Y4Pn/s2PfDgQswree+4ivjkL+9+assrNfsrTe4eoXEcty9xZFjMvWIYhjo3S277wDwlOE/4x1z/OU8A5u60xEsUmdkwDJJNU5O0vdAje6V+9Sc98h6/IOamjz7X22g+TdNkWrlXyWSRNskiZUozcvKbp73dN7NX3+TGzWtUySK1VhvXjzXNo2xKb8zyXeu7fJQ6j650ad3UyzR5VE352MsfQ/dWLFnFeq0PHanK0mxKk9SXrB8zp/BN731Gn+u/eCji5Z/zL634euWW98O13VkOc02eMp+GdEf3orP/cla09jStNw8Ijzb0OxgcH88Inf0F7TZsiAx/qiKL5y3wIxacX1gEeGL67tSlgf2qyPlvbkpZZrpbxNMd7Yvp/FxTS2qp1PZqhu3idEoR2yVrtju64LXHfzbVazvDY4s7LsVy95QimvnZVzCfPZWTd3TiFPA0pSLd57MDyvxw5wZLk9nh1KGeT+Vlprmn2vIZmPxn6WOXfIzks6KAeUbU9hv3RGxfrO1bez6DIaXIWrYbbJpM25WST2eqzH/1rxnhzgm8mGn/MbLfRmj+HHget5/2kiHXgcj3UwcQfI/gcTjUONhMgk/Vb+Z4HuaS5S54k6aeRxL0eeAnGirwVgXwI2PCCj9HAmTs+33jN75lUx/uPAkAAPBXBhtMagEAAADAe0WlFgAAAAAQ+YBv7ux28MB77fn0dgAA8FYo7AQAAACAd4tZPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAJprsY0AAABmSURBVIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAD4If0/MQKsOWSni7oAAAAASUVORK5CYII="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">2<span class="ff5 fs8"> </span></div><div class="t m0 x4 he y11 ff6 fs9 fc2 sc0 ls0 ws0">SPIS TREŚCI<span class="_ _0"></span><span class="ff3"> </span></div><div class="t m0 x4 hf y12 ff1 fsa fc3 sc0 ls3 ws0">I.<span class="ff2 ls0"> <span class="_ _2"> </span><span class="ff1">Informacje ogól<span class="_ _0"></span>ne<span class="ff2"> <span class="_ _3"></span><span class="ls3">...........................................................................................<span class="ls0"> <span class="ff1">2<span class="ff7"> </span></span></span></span></span></span></span></div><div class="t m0 x5 h10 y13 ff1 fsa fc0 sc0 ls0 ws0">ESRS 2 Ogólne ujaw<span class="_ _0"></span>nienie informacj<span class="_ _0"></span>i<span class="ff2"> <span class="_ _3"></span><span class="ls3">...............................................................................<span class="ls0"> <span class="_ _0"></span><span class="ff1">2<span class="ff2 fs8"> </span></span></span></span></span></div><div class="t m0 x4 hf y14 ff1 fsa fc3 sc0 ls0 ws0">II.<span class="ff2"> <span class="_ _4"> </span></span>Informacje o ś<span class="_ _0"></span>rodowisku<span class="ff2"> <span class="_ _5"></span><span class="ls3">............................................................................<span class="ff1 ls4">29<span class="ff7 ls0"> </span></span></span></span></div><div class="t m0 x5 h10 y15 ff1 fsa fc0 sc0 ls0 ws0">E1 Zmiana klima<span class="_ _0"></span>tu<span class="ff2"> <span class="_ _6"></span><span class="ls3">...........................................................................................................<span class="ff1 ls4">29</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x5 h10 y16 ff1 fsa fc0 sc0 ls0 ws0">E2 Zanieczyszczenia<span class="_ _0"></span><span class="ff2"> <span class="_ _6"></span><span class="ls3">................................................................<span class="_ _1"></span>.......................................<span class="ff1 ls4">39</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x5 h10 y17 ff1 fsa fc0 sc0 ls0 ws0">E3 Woda i zasoby<span class="_ _0"></span> morskie<span class="ff2"> <span class="_ _7"></span><span class="ls3">...............................................................................................<span class="ff1 ls4">40</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x5 h10 y18 ff1 fsa fc0 sc0 ls0 ws0">E4 Różnorodność<span class="_ _0"></span> biologiczna i ekos<span class="_ _0"></span>ystemy<span class="ff2"> <span class="_ _5"></span><span class="ls3">....................................................................<span class="ff1 ls4">42</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x5 h10 y19 ff1 fsa fc0 sc0 ls0 ws0">E5 Wykorzystani<span class="_ _0"></span>e zasobów oraz<span class="_ _0"></span> gospodarka o<span class="_ _0"></span> obiegu zamknięt<span class="_ _0"></span>ym<span class="ff2"> <span class="_ _8"></span><span class="ls3">................................<span class="ff1 ls4">44</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x5 h10 y1a ff1 fsa fc0 sc0 ls0 ws0">Taksonomia UE<span class="_ _0"></span><span class="ff2"> <span class="_ _5"></span><span class="ls3">...............................................................................................................<span class="ff1 ls4">49</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x4 hf y1b ff1 fsa fc3 sc0 ls0 ws0">III.<span class="ff2"> <span class="_ _9"> </span></span>Informacje dotyc<span class="_ _0"></span>zące kwestii społ<span class="_ _0"></span>ecznych<span class="ff2"> <span class="_ _a"></span><span class="ls3">.................................................<span class="ff1 ls4">65<span class="ff7 ls0"> </span></span></span></span></div><div class="t m0 x5 h10 y1c ff1 fsa fc0 sc0 ls0 ws0">S1 Osoby świadczące<span class="_ _0"></span> pracę na rzecz<span class="_ _0"></span> przedsięb<span class="_ _0"></span>iorstwa<span class="ff2"> <span class="_ _6"></span><span class="ls3">..................................................<span class="ff1 ls4">65</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x5 h10 y1d ff1 fsa fc0 sc0 ls0 ws0">S2 Pracownicy w<span class="_ _0"></span> łańcuchu warto<span class="_ _0"></span>ści<span class="ff2"> <span class="ls3">................................................................................</span></span><span class="ls4">75</span><span class="ff2 fs8"> </span></div><div class="t m0 x5 h10 y1e ff1 fsa fc0 sc0 ls0 ws0">S3 Społeczności dot<span class="_ _0"></span>knięte wpływem<span class="_ _0"></span><span class="ff2"> <span class="ls3">...............................................................................<span class="ff1 ls4">79</span></span><span class="fs8"> </span></span></div><div class="t m0 x5 h10 y1f ff1 fsa fc0 sc0 ls0 ws0">S4 Konsumenci i<span class="_ _0"></span> użytkowni<span class="_ _0"></span>cy końcowi<span class="ff2"> <span class="_ _6"></span><span class="ls3">............................................................................<span class="ff1 ls4">83</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x4 hf y20 ff1 fsa fc3 sc0 ls0 ws0">IV.<span class="ff2"> <span class="_ _b"> </span></span>Informacje zwi<span class="_ _0"></span>ązane z ładem za<span class="_ _0"></span>rządczym<span class="ff2"> <span class="_ _a"></span><span class="ls3">.................................................<span class="ff1 ls4">84<span class="ff7 ls0"> </span></span></span></span></div><div class="t m0 x5 h10 y21 ff1 fsa fc0 sc0 ls0 ws0">G1 Praktyki bizne<span class="_ _0"></span>sowe<span class="ff2"> <span class="_ _0"></span><span class="ls3">....................................................................................................<span class="ff1 ls4">84</span><span class="fs8 ls0"> </span></span></span></div><div class="t m0 x4 h10 y22 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 he y23 ff6 fs9 fc2 sc0 ls0 ws0">Informacje<span class="_ _0"></span> ogólne<span class="ff3"> </span></div><div class="t m0 x4 h11 y24 ff6 fsa fc0 sc0 ls0 ws0">ESRS 2 Ogólne u<span class="_ _0"></span>jawnienie <span class="_ _0"></span>informacji <span class="ff3"> </span></div><div class="t m0 x4 h12 y25 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y26 ff6 fsb fc0 sc0 ls5 ws0">BP<span class="ls0">-1 Ogólna podst<span class="_ _1"></span>awa sporządzenia o<span class="_ _1"></span>świadczeń dotyczących </span></div><div class="t m0 x4 h12 y27 ff6 fsb fc0 sc0 ls0 ws0">zrównoważonego r<span class="_ _1"></span>ozwoju<span class="ff3"> </span></div><div class="t m0 x4 h6 y28 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y29 ff1 fs3 fc0 sc0 ls0 ws0">Raport <span class="_ _c"></span>został <span class="_ _c"></span>opracowany<span class="_ _1"></span> <span class="_ _1"></span>zgodnie <span class="_ _c"></span>z<span class="_ _1"></span> <span class="_ _1"></span>art. <span class="_ _c"></span>49b <span class="_ _c"></span>Ustawy <span class="_ _d"></span>z <span class="_ _1"></span>dnia <span class="_ _d"></span>29 <span class="_ _1"></span>wr<span class="_ _1"></span>ześnia <span class="_ _1"></span>1994<span class="_ _1"></span> <span class="_ _1"></span>roku <span class="_ _c"></span>o <span class="_ _e"></span>rachunko<span class="_ _1"></span>wości </div><div class="t m0 x4 h6 y2a ff2 fs3 fc0 sc0 ls0 ws0">dla <span class="_ _f"> </span>MIRBUD <span class="_ _f"> </span>S.A. <span class="_ _f"> </span>oraz <span class="_ _f"> </span>zg<span class="_ _1"></span>odnie <span class="_ _f"> </span>z <span class="_ _f"> </span>art. <span class="_ _f"> </span>55 <span class="_ _f"> </span>ust. <span class="_ _f"> </span>2b<span class="_ _1"></span>-<span class="ff1">2c <span class="_ _f"> </span>dla <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>Kapitałowej <span class="_ _f"> </span>M<span class="_ _1"></span>IRBUD. <span class="_ _f"> </span>W <span class="_ _f"> </span>raporcie </span></div><div class="t m0 x4 h6 y2b ff1 fs3 fc0 sc0 ls0 ws0">dokonano <span class="_ _10"></span>również <span class="_ _10"></span>ujawnień <span class="_ _10"></span>zgodnie <span class="_ _10"></span>z <span class="_ _10"></span>zapisami <span class="_ _10"></span>Rozpor<span class="_ _1"></span>ządzenia <span class="_ _10"></span>Parlamentu <span class="_ _10"></span>Europejsk<span class="_ _1"></span>iego <span class="_ _5"></span>i <span class="_ _10"></span>Rady <span class="_ _10"></span>(UE) </div><div class="t m0 x4 h6 y2c ff2 fs3 fc0 sc0 ls0 ws0">2020/852 <span class="_ _11"> </span>z <span class="_ _11"> </span>dnia <span class="_ _11"> </span>18 <span class="_ _11"> </span>czerwca <span class="_ _11"> </span>2020 <span class="_ _11"> </span>roku <span class="_ _11"> </span>w <span class="_ _11"> </span>sprawie <span class="_ _11"> </span>ustanow<span class="_ _1"></span><span class="ff1">ienia <span class="_ _11"> </span>ram <span class="_ _11"> </span>ułatwiających <span class="_ _11"> </span>zrównoważone<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y2d ff1 fs3 fc0 sc0 ls0 ws0">inwestycje. <span class="_ _12"> </span>Niniejszy<span class="_ _1"></span> <span class="_ _12"> </span>raport <span class="_ _13"> </span>został <span class="_ _12"> </span>sporządzony <span class="_ _14"> </span>w <span class="_ _13"> </span>op<span class="_ _1"></span>arciu <span class="_ _13"> </span>o <span class="_ _12"> </span>standardy <span class="_ _12"> </span>ESR<span class="_ _1"></span>S <span class="_ _13"> </span>(wprowa<span class="_ _1"></span>dzone </div><div class="t m0 x4 h6 y2e ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzeniem De<span class="_ _1"></span>legowanym Komisji (UE) 202<span class="_ _1"></span>3/2772).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y2f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y30 ff1 fs3 fc0 sc0 ls0 ws0">Informacje, <span class="_ _10"></span>dane <span class="_ _0"></span>oraz <span class="_ _10"></span>wskaźniki <span class="_ _0"></span>i <span class="_ _10"></span>stwierdzenia <span class="_ _10"></span>zawarte<span class="_ _1"></span> <span class="_ _10"></span>w <span class="_ _10"></span>raporcie <span class="_ _10"></span>odnosz<span class="_ _1"></span>ą <span class="_ _5"></span>s<span class="_ _1"></span>ię <span class="_ _10"></span>do <span class="_ _10"></span>jednostki <span class="_ _10"></span>domi<span class="_ _1"></span>nującej </div><div class="t m0 x4 h6 y31 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A. oraz G<span class="_ _1"></span>rupy Kapitałowej MIRBUD, chy<span class="_ _1"></span>ba że wskazano inaczej. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y32 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y33 ff1 fs3 fc0 sc0 ls0 ws0">Na dzień 31 grudn<span class="_ _1"></span>ia 2024 roku w skład Grupy wcho<span class="_ _1"></span>dziło<span class="ff2"> </span>7 s<span class="_ _1"></span>półek:<span class="ff2"> </span></div><div class="t m0 x6 h13 y34 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">MIRBUD S.A.</span> <span class="ff1">–</span> <span class="ff1">sp<span class="_ _1"></span>ółka dominująca<span class="_ _1"></span></span> </span></div></div><a class="l" href="#pf2" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1418.260000px;width:407.650000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1379.160000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1340.080000px;width:407.650000px;height:19.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf1d" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1300.980000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf27" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1261.880000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf28" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1222.800000px;width:443.450000px;height:19.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2a" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1183.700000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf2c" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1144.620000px;width:443.450000px;height:19.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1105.520000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:1066.420000px;width:407.650000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf41" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:1027.340000px;width:443.450000px;height:19.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4b" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:988.240000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf4f" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:949.140000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf53" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:910.060000px;width:443.450000px;height:19.540000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf54" ><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:870.960000px;width:407.650000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf54" ><span class="d m1" style="border-style:none;position:absolute;left:165.600000px;bottom:831.860000px;width:443.450000px;height:19.550000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf3" class="pf w5 hc" ><div class="pc pc3 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">3<span class="ff5 fs8"> </span></div><div class="t m0 x6 h13 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">KOBYLARNIA S.A. <span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y36 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">JHM DEVELOPME<span class="_ _1"></span>NT S.A.  </span></span></div><div class="t m0 x6 h13 y37 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">MARYWILSKA 44 <span class="_ _1"></span>Sp. z o.o. </span></span></div><div class="t m0 x6 h13 y38 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">MIRBUD Ukraina<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y39 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">PDC IC 217 sp. z o.o.<span class="_ _1"></span> </span></span></div><div class="t m0 x6 h13 y3a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">PBS Transkol Sp. z<span class="_ _1"></span> o.o. </span></span></div><div class="t m0 x4 h10 y3b ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x7 h10 y3c ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y3d ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3e ff1 fs3 fc0 sc0 ls0 ws0">Raport <span class="_ _c"></span>obejmuje <span class="_ _d"></span>informacje <span class="_ _c"></span>na <span class="_ _c"></span>te<span class="_ _1"></span>mat <span class="_ _1"></span>zrówn<span class="_ _1"></span>oważonego <span class="_ _c"></span>rozwoju <span class="_ _c"></span>dotycz<span class="_ _1"></span>ące <span class="_ _1"></span>MIR<span class="_ _1"></span>BUD <span class="_ _1"></span>S.A. <span class="_ _d"></span>oraz <span class="_ _c"></span>Grupy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y3f ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowej MIRBUD z<span class="_ _1"></span>a okres od 1 stycznia 2024 roku do 31 grudnia 2024 roku. Zakres k<span class="_ _1"></span>onsoli<span class="_ _0"></span>dacji w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y40 ff2 fs3 fc0 sc0 ls0 ws0">niniejszym <span class="_ _d"></span>raporcie <span class="_ _d"></span>jes<span class="_ _1"></span>t <span class="_ _c"></span>tak<span class="_ _1"></span>i <span class="_ _c"></span>sam, <span class="_ _d"></span>jak <span class="_ _d"></span>w <span class="_ _d"></span>prz<span class="_ _1"></span>ypadku <span class="_ _c"></span>sk<span class="_ _1"></span>onsolidowane<span class="_ _1"></span>go <span class="_ _c"></span>s<span class="_ _1"></span>prawozdania <span class="_ _d"></span>finansowego <span class="_ _d"></span>z<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y41 ff1 fs3 fc0 sc0 ls0 ws0">rok <span class="_ _c"></span>2024 <span class="_ _c"></span>z <span class="_ _c"></span>wyłączeniem <span class="_ _c"></span>s<span class="_ _1"></span>półki <span class="_ _1"></span>P<span class="_ _1"></span>DC <span class="_ _1"></span>Indus<span class="_ _1"></span>trial <span class="_ _1"></span>Center,<span class="_ _1"></span> <span class="_ _1"></span>k<span class="_ _1"></span>tórej <span class="_ _1"></span>pozwolen<span class="_ _1"></span>ie <span class="_ _1"></span>na <span class="_ _c"></span>uży<span class="_ _1"></span>tkowanie <span class="_ _1"></span>uzy<span class="_ _1"></span>skano <span class="_ _1"></span>w </div><div class="t m0 x4 h6 y42 ff1 fs3 fc0 sc0 ls0 ws0">dn. <span class="_ _c"></span>6 <span class="_ _c"></span>c<span class="_ _1"></span>zerwca <span class="_ _c"></span>2024 <span class="_ _d"></span>roku. <span class="_ _d"></span>Konsolidacji <span class="_ _d"></span>nie <span class="_ _c"></span>podle<span class="_ _1"></span>ga <span class="_ _1"></span>r<span class="_ _1"></span>ównież <span class="_ _c"></span>PBS <span class="_ _d"></span>Transkol <span class="_ _c"></span>S<span class="_ _1"></span>p. <span class="_ _c"></span>z <span class="_ _c"></span>o.o., <span class="_ _d"></span>którego <span class="_ _d"></span>udziały<span class="_ _1"></span> </div><div class="t m0 x4 h6 y43 ff2 fs3 fc0 sc0 ls0 ws0">zakupiono w dn. 18 grudn<span class="_ _1"></span>ia 2024 roku.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y44 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y45 ff1 fs3 fc0 sc0 ls0 ws0">Niniejszy <span class="_ _d"></span>raport <span class="_ _d"></span>ma<span class="_ _1"></span> <span class="_ _c"></span>zastos<span class="_ _1"></span>owanie <span class="_ _d"></span>do <span class="_ _d"></span>łańcucha <span class="_ _d"></span>w<span class="_ _1"></span>artości <span class="_ _d"></span>na <span class="_ _d"></span>wyższy<span class="_ _1"></span>m <span class="_ _c"></span>i <span class="_ _d"></span>niższ<span class="_ _1"></span>ym <span class="_ _c"></span>sz<span class="_ _1"></span>czeblu <span class="_ _c"></span>(upstrea<span class="_ _1"></span>m <span class="_ _c"></span>i<span class="_ _1"></span> </div><div class="t m0 x4 h6 y46 ff1 fs3 fc0 sc0 ls0 ws0">downstream) w<span class="_ _1"></span> przypadku <span class="_ _1"></span>opisu ł<span class="_ _1"></span>ańcucha wartośc<span class="_ _1"></span>i Grupy K<span class="_ _1"></span>apitałowej MIRBUD<span class="_ _1"></span> oraz <span class="_ _1"></span>w odniesieniu <span class="_ _1"></span>do </div><div class="t m0 x4 h6 y47 ff1 fs3 fc0 sc0 ls0 ws0">kwestii związanych<span class="_ _1"></span> z ESRS S2 –<span class="ff2"> <span class="_ _1"></span></span>Pracownicy w łańcuchu w<span class="_ _1"></span>artości, ES<span class="ff2">RS <span class="_ _1"></span>S3 </span>–<span class="ff2"> </span>Społeczności dotkn<span class="_ _1"></span>ięte </div><div class="t m0 x4 h6 y48 ff1 fs3 fc0 sc0 ls0 ws0">wpływem oraz ESRS <span class="_ _1"></span>S4 –<span class="ff2"> </span>Konsumenc<span class="_ _1"></span>i i użytkownicy końcowi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y49 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4a ff1 fs3 fc0 sc0 ls0 ws0">GK  MIRBUD  nie  skorz<span class="_ _1"></span>ystała <span class="_ _f"> </span>z<span class="_ _1"></span>  możliwości  pominięc<span class="_ _1"></span>ia  konkretnej  informacji  dotycząc<span class="_ _1"></span>ej  własności </div><div class="t m0 x4 h6 y4b ff2 fs3 fc0 sc0 ls0 ws0">intelektualnej, know-<span class="ff1">h<span class="_ _1"></span>ow lub wyników innow<span class="_ _1"></span>acji.</span> </div><div class="t m0 x4 h12 y4c ff6 fsb fc0 sc0 ls5 ws0">BP<span class="ls0">-<span class="ls6">2 </span>Ujawnianie inf<span class="_ _1"></span>ormacji w odniesieniu do sz<span class="_ _1"></span>czególnych okoliczności<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y4d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4e ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _11"> </span>nie <span class="_ _e"> </span>odstą<span class="_ _1"></span>piła <span class="_ _16"> </span>od <span class="_ _16"> </span>k<span class="_ _1"></span>rótko<span class="ff2">-</span>, <span class="_ _16"> </span>ś<span class="_ _1"></span>rednio<span class="ff2">- <span class="_ _16"> </span></span>i <span class="_ _16"> </span>d<span class="_ _1"></span>ługoterminowych <span class="_ _16"> </span>pers<span class="_ _1"></span>pektyw <span class="_ _16"> </span>czasowy<span class="_ _1"></span>ch <span class="_ _16"> </span>określonych <span class="_ _16"> </span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y4f ff1 fs3 fc0 sc0 ls0 ws0">sekcji <span class="_ _1"></span>6.4 <span class="_ _1"></span>ESRS <span class="_ _1"></span>1. <span class="_ _1"></span>Wyjątek <span class="_ _1"></span>stanow<span class="_ _1"></span>i <span class="_ _1"></span>analiza <span class="_ _1"></span>scenariuszy <span class="_ _1"></span>ryzyk <span class="_ _1"></span>i <span class="_ _1"></span>szans <span class="_ _1"></span>związanyc<span class="_ _1"></span>h z<span class="_ _1"></span>e zm<span class="_ _1"></span>ianą <span class="_ _1"></span>klimatu, </div><div class="t m0 x4 h6 y50 ff1 fs3 fc0 sc0 ls0 ws0">dla której ramy czas<span class="_ _1"></span>owe zostały określone w ujawn<span class="_ _1"></span>ieniu ESRS E1<span class="_ _1"></span><span class="ff2"> IRO-<span class="ls7">1.</span> </span></div></div></div><div class="pi" ></div></div><div id="pf4" class="pf w5 hc" ><div class="pc pc4 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">4<span class="ff5 fs8"> </span></div><div class="t m0 x4 h6 y51 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">Mierniki <span class="_ _11"> </span>zawarte<span class="_ _1"></span> <span class="_ _11"> </span>w <span class="_ _11"> </span>raporcie <span class="_ _11"> </span>n<span class="_ _1"></span>ie <span class="_ _11"> </span>obejmują <span class="_ _11"> </span>dany<span class="_ _1"></span>ch <span class="_ _11"> </span>dotycząc<span class="_ _1"></span>ych <span class="_ _11"> </span>łańcucha <span class="_ _11"> </span>wartośc<span class="_ _1"></span>i <span class="_ _16"> </span>osz<span class="_ _1"></span>acowanych <span class="_ _11"> </span>z </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>taniem <span class="_ _c"></span>źróde<span class="_ _1"></span>ł <span class="_ _c"></span>poś<span class="_ _1"></span>rednich. <span class="_ _d"></span>Żadne <span class="_ _e"></span>z <span class="_ _d"></span>miernikó<span class="_ _1"></span>w <span class="_ _d"></span>ilościowych <span class="_ _e"></span>i <span class="_ _d"></span>kwot <span class="_ _d"></span>p<span class="_ _1"></span>ieniężnych <span class="_ _d"></span>nie <span class="_ _e"></span>podlegają </div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">wysokiemu poziomo<span class="_ _1"></span>wi niepewności pomiaru.<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 x4 h6 y55 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y56 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"> </span>z<span class="_ _1"></span>wiązku <span class="_ _e"> </span>z <span class="_ _16"> </span>ty<span class="_ _1"></span>m, <span class="_ _e"></span>że <span class="_ _16"> </span>j<span class="_ _1"></span>est <span class="_ _e"> </span>to <span class="_ _16"> </span>pierws<span class="_ _1"></span>zy <span class="_ _e"> </span>r<span class="_ _1"></span>aport <span class="_ _e"></span>w <span class="_ _16"> </span>pełne<span class="_ _1"></span>j <span class="_ _e"> </span>z<span class="_ _1"></span>godności <span class="_ _e"></span>ze <span class="_ _16"> </span>standard<span class="_ _1"></span>ami <span class="_ _16"> </span>ESRS, <span class="_ _16"> </span>Grupa <span class="_ _16"> </span>n<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">zgłasza żadnych zmia<span class="_ _1"></span>n w przygotowaniu i prezentacj<span class="_ _1"></span>i informacji na temat zr<span class="_ _1"></span>ównoważonego rozwoju.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y58 ff1 fs3 fc0 sc0 ls0 ws0">Niniejszy raport zos<span class="_ _1"></span>tał poddany weryfikacji zewnętrzn<span class="_ _1"></span>ej.<span class="ff2"> </span></div><div class="t m0 x4 h12 y59 ff6 fsb fc0 sc0 ls8 ws0">GOV<span class="ls0">-1 Rola organó<span class="_ _1"></span>w administrujących, zarząd<span class="_ _1"></span>zających i nadzorczych<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y5a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5b ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _11"> </span>ze <span class="_ _11"> </span>stanem <span class="_ _11"> </span>n<span class="_ _1"></span>a <span class="_ _11"> </span>dzień <span class="_ _11"> </span>31 <span class="_ _11"> </span>grudnia <span class="_ _11"> </span>2<span class="_ _1"></span>024 <span class="_ _16"> </span>r. <span class="_ _11"> </span>w <span class="_ _f"> </span>Radzie <span class="_ _11"> </span>Nadzorczej<span class="_ _1"></span> <span class="_ _16"> </span>z<span class="_ _1"></span>asiadało <span class="_ _16"> </span>p<span class="_ _1"></span>ięciu <span class="_ _11"> </span>członków: </div><div class="t m0 x4 h6 y5c ff1 fs3 fc0 sc0 ls0 ws0">czterech <span class="_ _10"></span>męż<span class="_ _1"></span>czyzn <span class="_ _10"></span>i <span class="_ _10"></span>j<span class="_ _1"></span>edna <span class="_ _10"></span>kobieta. 1 <span class="_ _5"></span>sty<span class="_ _1"></span>cznia <span class="_ _10"></span>2025 do<span class="_ _0"></span> <span class="_ _10"></span>Rady<span class="_ _1"></span> <span class="_ _10"></span>Nadzorczej<span class="_ _1"></span> <span class="_ _10"></span>powołano <span class="_ _10"></span>męż<span class="_ _1"></span>czyznę. <span class="_ _10"></span>W <span class="_ _0"></span>skład </div><div class="t m0 x4 h6 y5d ff1 fs3 fc0 sc0 ls0 ws0">Rady Nadzorcz<span class="_ _1"></span>ej wchodzą:<span class="ff2"> </span></div><div class="t m0 x6 h13 y5e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">Radosław Niewiadoms<span class="_ _1"></span>ki</span> <span class="ff1">–</span> <span class="ff1">Przewodn<span class="_ _1"></span>iczący Rady Nadzorczej<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y5f ff1 fs3 fc0 sc0 ls0 ws0">Pan <span class="_ _f"> </span>Radosław <span class="_ _f"> </span>Niewiadomski <span class="_ _f"> </span>posiada <span class="_ _f"> </span>wykształcenie<span class="_ _1"></span> <span class="_ _11"> </span>wyż<span class="_ _1"></span>sze <span class="_ _11"> </span>ek<span class="_ _1"></span>onomiczne  –<span class="ff2"> <span class="_ _11"> </span></span>u<span class="_ _1"></span>kończył <span class="_ _f"> </span>Uniwersytet </div><div class="t m0 x4 h6 y60 ff1 fs3 fc0 sc0 ls0 ws0">Łódzki <span class="_ _17"> </span>na <span class="_ _17"> </span>Wydziale <span class="_ _17"> </span>Ekon<span class="_ _1"></span>omiczno<span class="ff2">-</span>Socjolo<span class="_ _1"></span>gicznym, <span class="_ _17"> </span>kierunek <span class="_ _17"> </span>Ekonomia <span class="_ _18"> </span>i <span class="_ _17"> </span>Organizacja <span class="_ _17"> </span>Przemys<span class="_ _1"></span>łu, </div><div class="t m0 x4 h6 y61 ff1 fs3 fc0 sc0 ls0 ws0">uzyskując <span class="_ _18"> </span>ty<span class="_ _1"></span>tuł <span class="_ _17"> </span>magistra <span class="_ _18"> </span>ek<span class="_ _1"></span>onomii. <span class="_ _17"> </span>Ma <span class="_ _18"> </span>p<span class="_ _1"></span>onad <span class="_ _17"> </span>3<span class="_ _1"></span>0<span class="ff2">- <span class="_ _18"> </span></span>letnie <span class="_ _18"> </span>dośw<span class="_ _1"></span>iadczenie <span class="_ _18"> </span>w <span class="_ _18"> </span>zak<span class="_ _1"></span>resie <span class="_ _18"> </span>finansów <span class="_ _19"> </span>i </div><div class="t m0 x4 h6 y62 ff1 fs3 fc0 sc0 ls0 ws0">bankowości, ukończył również wiele kursów <span class="_ _0"></span>i szkoleń z teg<span class="_ _0"></span>o obszaru. Swoje doświadczenie zawodowe </div><div class="t m0 x4 h6 y63 ff1 fs3 fc0 sc0 ls0 ws0">zdobył <span class="_ _c"></span>i <span class="_ _c"></span>d<span class="_ _1"></span>oskonalił <span class="_ _c"></span>m.in. <span class="_ _d"></span>jak<span class="_ _1"></span>o <span class="_ _c"></span>dyrektor <span class="_ _d"></span>bądź <span class="_ _c"></span>zastępca <span class="_ _d"></span>dyrektora <span class="_ _d"></span>Oddziałów <span class="_ _d"></span>Banków: <span class="_ _d"></span>Pekao <span class="_ _d"></span>S.A. <span class="_ _c"></span>oraz<span class="_ _1"></span> </div><div class="t m0 x4 h6 y64 ff1 fs3 fc0 sc0 ls0 ws0">Kredyt Bank <span class="_ _1"></span>S.A., a także j<span class="_ _1"></span>ako Inspektor w Wyd<span class="_ _1"></span>ziale <span class="_ _1"></span>Finansowym Starostwa <span class="_ _1"></span>Powiatowego w Ło<span class="_ _1"></span>wiczu. </div><div class="t m0 x4 h6 y65 ff1 fs3 fc0 sc0 ls0 ws0">Obecnie <span class="_ _14"> </span>pan <span class="_ _14"> </span>Radosł<span class="_ _1"></span>aw <span class="_ _14"> </span>Niewiadomski <span class="_ _14"> </span>zas<span class="_ _1"></span>iada <span class="_ _12"> </span>w<span class="_ _1"></span> <span class="_ _12"> </span>Radzie <span class="_ _14"> </span>Na<span class="_ _1"></span>dzorczej <span class="_ _14"> </span>spółki <span class="_ _14"> </span>zależn<span class="_ _1"></span>ej <span class="_ _1a"> </span><span class="ff2">- <span class="_ _14"> </span>JHM </span></div><div class="t m0 x4 h6 y66 ff2 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT.<span class="_ _1"></span> </div><div class="t m0 x6 h13 y67 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">Agnieszka Maria Bujnows<span class="_ _1"></span>ka</span> <span class="ff1">–</span> Sekretarz<span class="_ _1"></span> Rady Nadzorczej </span></div><div class="t m0 x4 h13 y68 ff2 fs3 fc0 sc0 ls0 ws0">Pani <span class="ff3">Agnieszka <span class="_ _1b"> </span>Bujnowska<span class="_ _1"></span></span> <span class="ff1">ukończyła <span class="_ _1b"> </span>Uniwersytet <span class="_ _1b"> </span>Łódzki <span class="_ _1b"> </span>W<span class="_ _0"></span>ydział <span class="_ _1b"> </span>Zarządzania, <span class="_ _1b"> </span>specjalność: </span></div><div class="t m0 x4 h6 y69 ff1 fs3 fc0 sc0 ls0 ws0">rachunkowość, <span class="_ _d"></span>analiza <span class="_ _c"></span>fin<span class="_ _1"></span>ansowa <span class="_ _c"></span>przedsi<span class="_ _1"></span>ębiorstw; <span class="_ _c"></span>ponadto <span class="_ _c"></span>z<span class="_ _1"></span>łożyła <span class="_ _c"></span>z <span class="_ _c"></span>wyn<span class="_ _1"></span>ikiem <span class="_ _1"></span>p<span class="_ _1"></span>ozytywnym <span class="_ _c"></span>egzamin<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6a ff1 fs3 fc0 sc0 ls0 ws0">dla <span class="_ _16"> </span>członków <span class="_ _11"> </span>rad <span class="_ _11"> </span>nadzorcz<span class="_ _1"></span>ych <span class="_ _16"> </span>w <span class="_ _16"> </span>s<span class="_ _1"></span>półkach <span class="_ _16"> </span>Skarbu <span class="_ _11"> </span>Państwa <span class="_ _f"> </span>–<span class="ff2"> <span class="_ _16"> </span></span>Dyplom <span class="_ _11"> </span>Ministr<span class="_ _1"></span>a <span class="_ _e"> </span>Skarb<span class="_ _1"></span>u <span class="_ _16"> </span>Państw<span class="_ _1"></span>a <span class="_ _e"> </span>nr </div><div class="t m0 x4 h6 y6b ff2 fs3 fc0 sc0 ls0 ws0">2262/2<span class="ff1">007. <span class="_ _10"></span>Ponadto <span class="_ _10"></span>ukońc<span class="_ _1"></span>zyła <span class="_ _5"></span>certyfikowa<span class="_ _1"></span>ne <span class="_ _5"></span>szkol<span class="_ _1"></span>enia <span class="_ _5"></span>m<span class="_ _1"></span>iędzy <span class="_ _5"></span>innym<span class="_ _1"></span>i <span class="_ _5"></span>w <span class="_ _10"></span>zakresie: <span class="_ _10"></span>Implementacj<span class="_ _1"></span>a <span class="_ _5"></span>MAR;<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6c ff1 fs3 fc0 sc0 ls0 ws0">CSRD <span class="_ _1c"> </span>i <span class="_ _1c"> </span>ESRS: <span class="_ _1c"> </span>system <span class="_ _1c"> </span>Europejsk<span class="_ _1"></span>ich <span class="_ _1c"> </span>Standardów <span class="_ _1c"> </span>Raportowan<span class="_ _1"></span>ia <span class="_ _1c"> </span>Zrównoważonego <span class="_ _1c"> </span>Rozwoju,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6d ff1 fs3 fc0 sc0 ls0 ws0">Raportowanie <span class="_ _f"> </span>zag<span class="_ _1"></span>adnień <span class="_ _f"> </span>ESG <span class="_ _f"> </span>z<span class="_ _1"></span>godnie <span class="_ _f"> </span>z <span class="_ _f"> </span>nowym<span class="_ _1"></span>i <span class="_ _f"> </span>przepisami; <span class="_ _f"> </span>Fin<span class="_ _1"></span><span class="ff2">ansow<span class="_ _1"></span>a <span class="_ _f"> </span>informacja  po<span class="_ _0"></span>ufna. <span class="_ _f"> </span>Pan<span class="_ _1"></span>i </span></div><div class="t m0 x4 h6 y6e ff1 fs3 fc0 sc0 ls0 ws0">Agnieszka <span class="_ _f"> </span>Bujnowska <span class="_ _f"> </span>pra<span class="_ _1"></span>cowała <span class="_ _f"> </span>w <span class="_ _f"> </span>latach <span class="_ _f"> </span>1990<span class="_ _1"></span><span class="ff2">-2000 <span class="_ _f"> </span>w <span class="_ _f"> </span>SP <span class="_ _f"> </span>ZOZ <span class="_ _f"> </span>Szpi<span class="_ _1"></span>tal <span class="_ _f"> </span>Kliniczny <span class="_ _f"> </span>nr <span class="_ _f"> </span>4 <span class="_ _f"> </span>Akademi<span class="_ _1"></span>i </span></div><div class="t m0 x4 h6 y6f ff1 fs3 fc0 sc0 ls0 ws0">Medycznej <span class="_ _17"> </span>w <span class="_ _17"> </span>Łodzi. <span class="_ _1d"> </span>Następn<span class="_ _1"></span>ie <span class="_ _1d"> </span>od <span class="_ _1d"> </span>200<span class="_ _1"></span>6 <span class="_ _1d"> </span>roku <span class="_ _17"> </span>zasiadała <span class="_ _1d"> </span>w <span class="_ _17"> </span>licznych <span class="_ _17"> </span>radach <span class="_ _17"> </span>nadzorczych <span class="_ _17"> </span>spółek </div><div class="t m0 x4 h6 y70 ff1 fs3 fc0 sc0 ls0 ws0">komunalnych <span class="_ _17"> </span>i <span class="_ _18"> </span>publicznych, <span class="_ _17"> </span>w <span class="_ _18"> </span>tym <span class="_ _17"> </span>m.in.: <span class="_ _17"> </span>Oś<span class="_ _1"></span>rodka <span class="_ _17"> </span>Sp<span class="_ _1"></span>ortu <span class="_ _17"> </span>i <span class="_ _17"> </span>Rekreacji <span class="_ _17"> </span>sp. <span class="_ _18"> </span>z <span class="_ _17"> </span>o.o. <span class="_ _17"> </span>z <span class="_ _17"> </span>s<span class="_ _1"></span>iedzibą <span class="_ _17"> </span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y71 ff1 fs3 fc0 sc0 ls0 ws0">Skierniewicach, <span class="_ _d"></span>Miejs<span class="_ _1"></span>kiego <span class="_ _c"></span>Zakładu <span class="_ _d"></span>Komu<span class="_ _1"></span>nikacji <span class="_ _c"></span>w <span class="_ _d"></span>Skierniewicach<span class="_ _1"></span> <span class="_ _c"></span>sp. <span class="_ _c"></span>z<span class="_ _1"></span> <span class="_ _c"></span>o.o. <span class="_ _d"></span>Od <span class="_ _d"></span>2010<span class="_ _1"></span> <span class="_ _c"></span>roku <span class="_ _d"></span>do <span class="_ _d"></span>chwili </div><div class="t m0 x4 h6 y72 ff1 fs3 fc0 sc0 ls0 ws0">obecnej <span class="_ _c"></span>pani <span class="_ _d"></span>Agnieszka <span class="_ _c"></span>Buj<span class="_ _1"></span>nowska <span class="_ _1"></span>z<span class="_ _1"></span>asiada <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>rad<span class="_ _1"></span>ach <span class="_ _1"></span>na<span class="_ _1"></span>dzorczych <span class="_ _c"></span>spółek: <span class="_ _d"></span>KOBYLARN<span class="_ _1"></span>IA <span class="_ _1"></span>S.<span class="_ _1"></span>A., <span class="_ _1"></span>JH<span class="_ _1"></span>M </div><div class="t m0 x4 h6 y73 ff2 fs3 fc0 sc0 ls0 ws0">DEVELOPMENT <span class="_ _e"></span>S.A, <span class="_ _d"></span>M<span class="_ _1"></span>aryw<span class="ff1">ilska <span class="_ _d"></span>4<span class="_ _1"></span>4 <span class="_ _d"></span>Sp. <span class="_ _d"></span>z<span class="_ _1"></span> <span class="_ _d"></span>o.o. <span class="_ _e"></span>Funkcję <span class="_ _e"></span>Sekretarza <span class="_ _d"></span>R<span class="_ _1"></span>ady <span class="_ _d"></span>Nadz<span class="_ _1"></span>orczej <span class="_ _d"></span>MIRBUD <span class="_ _e"></span>S.A. </span></div><div class="t m0 x4 h6 y74 ff1 fs3 fc0 sc0 ls0 ws0">pani <span class="_ _c"></span>Agnieszka <span class="_ _d"></span>Bujnowska <span class="_ _c"></span>pełni <span class="_ _c"></span>n<span class="_ _1"></span>ieprzerwanie <span class="_ _c"></span>od <span class="_ _c"></span>2006 <span class="_ _c"></span>rok<span class="_ _1"></span>u. <span class="_ _1"></span>Od <span class="_ _c"></span>1 <span class="_ _c"></span>s<span class="_ _1"></span>tycznia <span class="_ _c"></span>2025 <span class="_ _c"></span>roku <span class="_ _c"></span>pe<span class="_ _1"></span>łni <span class="_ _1"></span>równ<span class="_ _1"></span>ież </div><div class="t m0 x4 h6 y75 ff1 fs3 fc0 sc0 ls0 ws0">funkcję Sekretarza Rady N<span class="_ _1"></span>adzorczej TRANSKOL <span class="_ _1"></span>Sp. z o.o.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 y76 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">Jacek Tucharz</span> <span class="ff1">–</span> <span class="ff1">c<span class="_ _1"></span>złonek Rady Nadzorc<span class="_ _1"></span>zej</span> </span></div><div class="t m0 x4 h6 y77 ff1 fs3 fc0 sc0 ls0 ws0">Pan <span class="_ _e"></span>Jacek <span class="_ _e"></span>Tucharz <span class="_ _e"></span>posiada <span class="_ _e"></span>wyks<span class="_ _1"></span>ztałcenie <span class="_ _d"></span>wy<span class="_ _1"></span>ższe. <span class="_ _e"></span>Jest <span class="_ _e"></span>absolwentem <span class="_ _e"> </span>Szkoły <span class="_ _e"></span>Główn<span class="_ _1"></span>ej <span class="_ _d"></span>Hand<span class="_ _1"></span>lowej <span class="_ _e"></span>w </div><div class="t m0 x4 h6 y78 ff1 fs3 fc0 sc0 ls0 ws0">Warszawie.  Posiada  licen<span class="_ _1"></span>cję  maklera  papierów  wartościowyc<span class="_ _1"></span>h  nr  1047.  W<span class="_ _0"></span>  latach  1993<span class="_ _1"></span><span class="ff2">-</span>199<span class="_ _1"></span>6  był </div><div class="t m0 x4 h6 y79 ff2 fs3 fc0 sc0 ls0 ws0">zatrudniony <span class="_ _d"></span>w <span class="_ _d"></span>Biurze <span class="_ _e"></span>Maklerskim <span class="_ _d"></span>Powszech<span class="_ _1"></span>nego <span class="_ _c"></span>Ba<span class="_ _1"></span>nku <span class="_ _d"></span>Kredytowego <span class="_ _d"></span>S.A. <span class="_ _d"></span>j<span class="_ _1"></span>ako <span class="_ _e"></span>specjalista, <span class="_ _d"></span>a <span class="_ _d"></span>potem<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7a ff1 fs3 fc0 sc0 ls0 ws0">makler <span class="_ _e"> </span>papierów <span class="_ _16"> </span>wart<span class="_ _1"></span>ościowych. <span class="_ _e"> </span>W <span class="_ _16"> </span>latach <span class="_ _e"> </span>199<span class="_ _1"></span>6 <span class="_ _e"> </span>–<span class="ff2"> <span class="_ _16"> </span>2002 <span class="_ _16"> </span>zatrudniony <span class="_ _16"> </span>w <span class="_ _16"> </span>Trinity <span class="_ _e"> </span>Manag<span class="_ _1"></span>ement <span class="_ _e"></span>sp. <span class="_ _e"> </span>o.<span class="_ _1"></span>o. </span></div><div class="t m0 x4 h6 y7b ff2 fs3 fc0 sc0 ls0 ws0">(Program <span class="_ _1"></span>NFI) <span class="_ _1"></span>jako <span class="_ _1"></span>Dyrektor <span class="_ _1"></span>Inwestycyj<span class="_ _1"></span>ny. W <span class="_ _1"></span>latach <span class="_ _1"></span>2002 <span class="_ _c"></span><span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">200<span class="_ _1"></span>5 j<span class="_ _1"></span>ako Dy<span class="_ _1"></span>rektor <span class="_ _1"></span>Departamentu <span class="_ _1"></span>Spółek </span></div><div class="t m0 x4 h6 y7c ff1 fs3 fc0 sc0 ls0 ws0">Wiodących <span class="_ _10"></span>w<span class="_ _1"></span> <span class="_ _10"></span>PZU <span class="_ _10"></span>NF<span class="_ _1"></span>I <span class="_ _10"></span>Managem<span class="_ _1"></span>ent <span class="_ _10"></span>sp. <span class="_ _10"></span>z<span class="_ _1"></span> <span class="_ _10"></span>o.o. <span class="_ _10"></span>Od<span class="_ _1"></span><span class="ff2"> <span class="_ _0"></span><span class="ff1">listopada <span class="_ _10"></span>20<span class="_ _1"></span>07 <span class="_ _10"></span>do <span class="_ _0"></span>grudnia <span class="_ _10"></span>2<span class="_ _1"></span>012 <span class="_ _10"></span>był <span class="_ _0"></span>Prezesem <span class="_ _0"></span>w <span class="_ _10"></span>Auto<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y7d ff1 fs3 fc0 sc0 ls0 ws0">–<span class="ff2"> <span class="_ _10"></span><span class="ff1">Ce<span class="_ _1"></span>ntrum <span class="_ _10"></span>P<span class="_ _1"></span>uławska <span class="_ _10"></span>s<span class="_ _1"></span>p. <span class="_ _10"></span>z o.o. <span class="_ _10"></span>W latach <span class="_ _10"></span>201<span class="_ _1"></span>3 <span class="_ _0"></span><span class="ff2">- <span class="_ _10"></span><span class="ff1">2<span class="_ _1"></span>014 <span class="_ _0"></span>Wiceprezes Zarządu <span class="_ _10"></span>Energ<span class="_ _1"></span>osynergia <span class="_ _10"></span>Tec<span class="_ _1"></span>hnologie </span></span></span></span></div><div class="t m0 x4 h6 y7e ff2 fs3 fc0 sc0 ls0 ws0">sp. <span class="_ _f"> </span>z <span class="_ _11"> </span>o.o.<span class="_ _1"></span> <span class="_ _11"> </span>W <span class="_ _f"> </span>latach <span class="_ _f"> </span>2019<span class="_ _1"></span>- <span class="_ _11"> </span><span class="ff1">2020 <span class="_ _f"> </span>Członek <span class="_ _f"> </span>zarządu <span class="_ _f"> </span>w <span class="_ _f"> </span>Herkules <span class="_ _f"> </span>S.A. <span class="_ _f"> </span>(spółka <span class="_ _f"> </span>notowana <span class="_ _f"> </span>na <span class="_ _f"> </span>GPW <span class="_ _11"> </span>w<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y7f ff2 fs3 fc0 sc0 ls0 ws0">Warszawie), <span class="_ _11"> </span>od <span class="_ _11"> </span>201<span class="ff1">9 <span class="_ _11"> </span>r. <span class="_ _16"> </span>c<span class="_ _1"></span>złonek <span class="_ _16"> </span>Z<span class="_ _1"></span>arządu <span class="_ _16"> </span>w <span class="_ _11"> </span>Grovert <span class="_ _11"> </span>Investments <span class="_ _11"> </span>sp. <span class="_ _11"> </span>z <span class="_ _11"> </span>o.o. <span class="_ _11"> </span>W <span class="_ _16"> </span>latach <span class="_ _11"> </span>2009 <span class="_ _f"> </span>–</span> <span class="_ _11"> </span>2022 </div><div class="t m0 x4 h6 y80 ff1 fs3 fc0 sc0 ls0 ws0">niezależny <span class="_ _d"></span>cz<span class="_ _1"></span>łonek <span class="_ _d"></span>Rad <span class="_ _d"></span>N<span class="_ _1"></span>adzorczych <span class="_ _e"></span>w <span class="_ _d"></span>spółkach <span class="_ _d"></span>pu<span class="_ _1"></span>blicznych <span class="_ _d"></span>m.in.: <span class="_ _d"></span>Fort<span class="_ _1"></span>e <span class="_ _d"></span>S.A., <span class="_ _e"></span>Seco<span class="_ _1"></span><span class="ff2">-Warwick <span class="_ _e"></span>S.A., </span></div><div class="t m0 x4 h6 y81 ff2 fs3 fc0 sc0 ls0 ws0">Compremum S.A., Herk<span class="_ _1"></span>ules S.A., MLP S.A., <span class="_ _1"></span>Pelion S.A.<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf5" class="pf w5 hc" ><div class="pc pc5 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">5<span class="ff5 fs8"> </span></div><div class="t m0 x8 h13 y82 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">Jerzy Łuczak <span class="ff1">– czł<span class="_ _1"></span>onek Rady Nadzorczej<span class="_ _1"></span></span></span> </span></div><div class="t m0 x4 h6 y83 ff2 fs3 fc0 sc0 ls0 ws0">Pan <span class="ff1">Jerzy Łuczak</span> <span class="ff1">pos<span class="_ _1"></span>iada wyksz<span class="_ _1"></span>tałceni<span class="_ _0"></span>e wyższe, uko<span class="_ _1"></span>ńczył studia na Wydziale Budownictwa Akad<span class="_ _1"></span>emii </span></div><div class="t m0 x4 h6 y84 ff2 fs3 fc0 sc0 ls0 ws0">Techniczno <span class="ff1">–</span> Rolniczej w Bydgoszczy. W l<span class="_ _0"></span>atach 1990 <span class="ff1">–</span> <span class="ff1">2005 pan <span class="_ _10"></span>J<span class="_ _1"></span>erzy Łuczak pracował a <span class="_ _0"></span>stanowisku </span></div><div class="t m0 x4 h6 y85 ff1 fs3 fc0 sc0 ls0 ws0">wiceprezesa i dyrektora nacz<span class="_ _1"></span>elnego <span class="_ _0"></span>w Polbet S.A. Pan Jerzy Łucz<span class="_ _1"></span>ak w ostatnich latach współpr<span class="_ _1"></span>acował </div><div class="t m0 x4 h6 y86 ff1 fs3 fc0 sc0 ls0 ws0">ze spółkami Grupy Kapitałowej MIRBUD. W latach <span class="_ _0"></span>2005 –<span class="ff2"> </span>2015 pełnił funkcję Prezesa Zarządu PBDiM </div><div class="t m0 x4 h6 y87 ff1 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA S.A.,<span class="_ _1"></span> natomiast do chwili obecn<span class="_ _1"></span>ej współpracuje z JHM D<span class="_ _1"></span>EVELOPMENT S.A.<span class="_ _1"></span><span class="ff2">  </span></div><div class="t m0 x6 h13 y88 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">Killion Munzele Muny<span class="_ _1"></span>ama</span> <span class="ff1">–</span> <span class="ff1">członek Rady <span class="_ _1"></span></span>Nadzorczej </span></div><div class="t m0 x4 h6 y89 ff1 fs3 fc0 sc0 ls0 ws0">Pan <span class="_ _10"></span>Killion <span class="_ _0"></span>Munzele <span class="_ _10"></span>M<span class="_ _1"></span>unyama <span class="_ _10"></span>jest <span class="_ _0"></span>doktorem <span class="_ _10"></span>h<span class="_ _1"></span>abilitowanym <span class="_ _10"></span>ekon<span class="_ _1"></span>omii, <span class="_ _10"></span>od <span class="_ _10"></span>2010 <span class="_ _0"></span>roku <span class="_ _10"></span>do <span class="_ _0"></span>dziś <span class="_ _10"></span>j<span class="_ _1"></span>est <span class="_ _10"></span>również </div><div class="t m0 x4 h6 y8a ff1 fs3 fc0 sc0 ls0 ws0">wykładowcą <span class="_ _f"> </span>i <span class="_ _f"> </span>profesorem <span class="_ _f"> </span>Wyższ<span class="_ _1"></span>ej <span class="_ _11"> </span>Szk<span class="_ _1"></span>oły <span class="_ _11"> </span>Gospodar<span class="_ _1"></span>ki <span class="_ _11"> </span>w <span class="_ _f"> </span>Bydg<span class="_ _1"></span>oszczy. <span class="_ _f"> </span>W <span class="_ _11"> </span>trakc<span class="_ _1"></span>ie <span class="_ _f"> </span>przebiegu <span class="_ _f"> </span>swojej </div><div class="t m0 x4 h6 y8b ff1 fs3 fc0 sc0 ls0 ws0">wieloletniej <span class="_ _1e"> </span>kariery <span class="_ _1e"> </span>zawodowej<span class="_ _1"></span> <span class="_ _1e"> </span>pan <span class="_ _1e"> </span>Killion <span class="_ _1e"> </span>Munzele <span class="_ _1e"> </span>Munyama <span class="_ _1e"> </span>wykła<span class="_ _1"></span>da<span class="_ _1"></span>ł <span class="_ _1e"> </span>na <span class="_ _1e"> </span>Uniwersytecie </div><div class="t m0 x4 h6 y8c ff2 fs3 fc0 sc0 ls0 ws0">Ekonomicznym <span class="_ _c"></span>w <span class="_ _d"></span>Poznaniu, <span class="_ _c"></span>Kujawsko <span class="_ _d"></span><span class="ff1">–</span> <span class="_ _d"></span><span class="ff1">Pomorskiej <span class="_ _c"></span>Szk<span class="_ _1"></span>ole <span class="_ _1"></span>Wyż<span class="_ _1"></span>szej <span class="_ _c"></span>w <span class="_ _c"></span>Bydgoszczy<span class="_ _1"></span>, <span class="_ _1"></span>Wyższej<span class="_ _1"></span> <span class="_ _1"></span>Szkole </span></div><div class="t m0 x4 h6 y8d ff1 fs3 fc0 sc0 ls0 ws0">Zarządzania <span class="_ _19"> </span>i <span class="_ _19"> </span>Ba<span class="_ _1"></span>nkowości <span class="_ _19"> </span>w <span class="_ _19"> </span>Pozna<span class="_ _1"></span>niu <span class="_ _18"> </span>i <span class="_ _13"> </span>in. <span class="_ _18"> </span>Jest<span class="_ _1"></span> <span class="_ _18"> </span>specj<span class="_ _1"></span>alistą <span class="_ _18"> </span>ds<span class="_ _1"></span>. <span class="_ _18"> </span>finansów<span class="_ _1"></span> <span class="_ _18"> </span>m<span class="_ _1"></span>iędzynarodowych, </div><div class="t m0 x4 h6 y8e ff1 fs3 fc0 sc0 ls0 ws0">bankowości, <span class="_ _e"></span>ekonomii <span class="_ _e"></span>międzynarodowej<span class="_ _1"></span> <span class="_ _d"></span>oraz <span class="_ _e"></span>stosunków <span class="_ _e"></span>mię<span class="_ _1"></span><span class="ff2">dzynarodowyc<span class="_ _1"></span>h. <span class="_ _d"></span>W <span class="_ _e"></span>latach <span class="_ _d"></span>202<span class="_ _1"></span>1 <span class="_ _e"></span></span>–<span class="ff2"> <span class="_ _d"></span>2024<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y8f ff1 fs3 fc0 sc0 ls0 ws0">pan Killion Munzele Munyama był doradcą ds. współprac<span class="_ _1"></span>y rozwojowej i migracji w Europejskiej Służbie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y90 ff1 fs3 fc0 sc0 ls0 ws0">Działań Zewnętrz<span class="_ _1"></span>nych przy Uni<span class="_ _1"></span>i Europejskiej. W <span class="_ _1"></span>latach 2011 <span class="_ _c"></span>–<span class="ff2"> </span>2021 <span class="_ _1"></span>pan Killion <span class="_ _1"></span>Munzele Munyama <span class="_ _1"></span>był </div><div class="t m0 x4 h6 y91 ff1 fs3 fc0 sc0 ls0 ws0">posłem na Sejm RP.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h13 y92 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">Tadeusz Gruchała<span class="_ _1"></span><span class="ff1"> – członek Rady Nadzorc<span class="_ _1"></span>zej</span></span> </span></div><div class="t m0 x4 h6 y93 ff2 fs3 fc0 sc0 ls0 ws0">Pan <span class="ff1">Tadeusz  Gruchała</span> <span class="ff1">posiada  wykształcenie  wyższe,  ukończył <span class="_ _f"> </span>studia  na  Wydziale <span class="_ _f"> </span>Budownictw<span class="_ _1"></span>a </span></div><div class="t m0 x4 h6 y94 ff1 fs3 fc0 sc0 ls0 ws0">Politechniki <span class="_ _0"></span>Warszawskiej, jest <span class="_ _10"></span>inżynierem budownictwa. <span class="_ _0"></span>Swoje <span class="_ _0"></span>doświadczenie <span class="_ _0"></span>zawodowe zdobywał <span class="_ _10"></span>od<span class="_ _1"></span> </div><div class="t m0 x4 h6 y95 ff1 fs3 fc0 sc0 ls0 ws0">1982 <span class="_ _e"> </span>r<span class="_ _1"></span>oku <span class="_ _e"> </span>prac<span class="_ _1"></span>ując <span class="_ _e"> </span>jak<span class="_ _1"></span>o <span class="_ _e"> </span>kierown<span class="_ _1"></span>ik <span class="_ _e"> </span>budowy<span class="_ _1"></span>, <span class="_ _e"> </span>Kierow<span class="_ _1"></span>nik <span class="_ _e"> </span>Dz<span class="_ _1"></span>iału <span class="_ _e"></span>Inwestycj<span class="_ _1"></span>i <span class="_ _16"> </span>oraz<span class="_ _1"></span> <span class="_ _e"> </span>kierown<span class="_ _1"></span>ik <span class="_ _e"> </span>inspekt<span class="_ _1"></span>orów </div><div class="t m0 x4 h6 y96 ff2 fs3 fc0 sc0 ls0 ws0">nadzoru <span class="_ _1"></span>inwestors<span class="_ _1"></span>kiego <span class="_ _1"></span>m.i<span class="_ _1"></span>n. <span class="_ _1"></span>w <span class="_ _1"></span>Skiern<span class="_ _1"></span>iewickim <span class="_ _1"></span>Kombinacie<span class="_ _1"></span> <span class="_ _1"></span>Budowlanym, <span class="_ _c"></span>Uniimak <span class="_ _c"></span>S.A. <span class="_ _1"></span>Skier<span class="_ _1"></span>niewice, </div><div class="t m0 x4 h6 y97 ff1 fs3 fc0 sc0 ls0 ws0">Wojewódzkim <span class="_ _c"></span>Z<span class="_ _1"></span>espole <span class="_ _d"></span>Realizacji <span class="_ _d"></span>Inwesty<span class="_ _1"></span>cji <span class="_ _c"></span>w <span class="_ _c"></span>Sk<span class="_ _1"></span>ierniewicach <span class="_ _d"></span>oraz <span class="_ _c"></span>M<span class="_ _1"></span>ostostalu <span class="_ _c"></span>E<span class="_ _1"></span>xport <span class="_ _c"></span>Warsz<span class="_ _1"></span>awa. <span class="_ _1"></span>O<span class="_ _1"></span>d </div><div class="t m0 x4 h6 y98 ff1 fs3 fc0 sc0 ls0 ws0">2000 <span class="_ _10"></span>roku <span class="_ _10"></span>pan <span class="_ _10"></span>Tadeusz <span class="_ _10"></span>G<span class="_ _1"></span>ruchała <span class="_ _5"></span>pr<span class="_ _1"></span>owadzi <span class="_ _10"></span>własną <span class="_ _10"></span>dzi<span class="_ _1"></span>ałalność <span class="_ _10"></span>gospodarczą <span class="_ _10"></span>związa<span class="_ _1"></span>ną <span class="_ _5"></span>z <span class="_ _10"></span>wy<span class="_ _1"></span>konywaniem </div><div class="t m0 x4 h6 y99 ff1 fs3 fc0 sc0 ls0 ws0">projektów budowla<span class="_ _1"></span>nych, nadzorami inwestorskim<span class="_ _1"></span>i oraz jako kierownik budowy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y9a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9b ff1 fs3 fc0 sc0 ls0 ws0">W trakcie roku 2024 w<span class="_ _1"></span> składzie Rady Nadzorc<span class="_ _1"></span>zej zaszły następujące zmiany:<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y9c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">11 lutego 2024 r. wygasł<span class="_ _1"></span>a kadencja pana Stan<span class="_ _1"></span>isława Lipca;<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y9d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">w dniu 18 marca 20<span class="_ _1"></span>24 r. powołano do Rady Na<span class="_ _1"></span>dzorczej pana Jerzego Ł<span class="_ _1"></span>uczaka;<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y9e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">z <span class="_ _0"></span>dniem <span class="_ _10"></span>31 lipca <span class="_ _10"></span>2024 r. <span class="_ _10"></span>z <span class="_ _0"></span>pełnienia <span class="_ _0"></span>funkcji członka <span class="_ _10"></span>Rady<span class="_ _1"></span> <span class="_ _10"></span>Nadzorczej<span class="_ _1"></span> <span class="_ _10"></span>zrezy<span class="_ _1"></span>gnował<span class="_ _0"></span> pa<span class="_ _0"></span>n <span class="_ _0"></span>Bartosz </span></span></div><div class="t m0 x9 h6 y9f ff2 fs3 fc0 sc0 ls0 ws0">Wilczak; </div><div class="t m0 x6 h6 ya0 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">1 sierpnia 2024 r. do R<span class="_ _1"></span>ady Nadzorczej powo<span class="_ _1"></span>łano Pana Killiona Munze<span class="_ _1"></span>le Munyama.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 ya1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ya2 ff1 fs3 fc0 sc0 ls0 ws0">Oprócz tego 1 styc<span class="_ _1"></span>znia 2025 r. do Rady Nadzorc<span class="_ _1"></span>zej powołano pana Tadeus<span class="_ _1"></span>za Gruchałę.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ya3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ya4 ff1 fs3 fc0 sc0 ls0 ws0">Wszyscy<span class="_ _1"></span> człon<span class="_ _0"></span>kowie Rady Nadzorc<span class="_ _1"></span>zej są niezależni. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ya5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ya6 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _10"></span>ze <span class="_ _0"></span>stanem na <span class="_ _10"></span>31 <span class="_ _10"></span>gr<span class="_ _1"></span>udnia <span class="_ _10"></span>2024<span class="_ _1"></span> <span class="_ _10"></span>r. <span class="_ _10"></span>w <span class="_ _0"></span>skład <span class="_ _10"></span>Zarz<span class="_ _1"></span>ądu <span class="_ _10"></span>MIR<span class="_ _1"></span>BUD <span class="_ _10"></span>S.A. <span class="_ _0"></span>wchodziło czterech <span class="_ _10"></span>mężczyzn.<span class="_ _1"></span> </div><div class="t m0 x4 h6 ya7 ff1 fs3 fc0 sc0 ls0 ws0">1 stycznia 2025 r. do sk<span class="_ _1"></span>ładu Zarządu powołana zost<span class="_ _1"></span>ała kobieta<span class="_ _1"></span><span class="ff2">: </span></div><div class="t m0 x6 h13 ya8 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">Jerzy Mirgos</span> <span class="ff1">–</span> <span class="_ _1"></span><span class="ff1">Prezes Zarządu<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 ya9 ff1 fs3 fc0 sc0 ls0 ws0">Doświadczenie <span class="_ _16"> </span>w <span class="_ _16"> </span>zarządz<span class="_ _1"></span>aniu <span class="_ _e"></span>firmami<span class="_ _1"></span> <span class="_ _e"></span>działający<span class="_ _1"></span>mi <span class="_ _e"></span>w <span class="_ _e"> </span>s<span class="_ _1"></span>ektorze <span class="_ _e"> </span>budown<span class="_ _1"></span>ictwa <span class="_ _e"> </span>zdobywa<span class="_ _1"></span>ł <span class="_ _e"></span>już <span class="_ _16"> </span>od <span class="_ _16"> </span>1985<span class="_ _1"></span> </div><div class="t m0 x4 h6 yaa ff1 fs3 fc0 sc0 ls0 ws0">roku, <span class="_ _14"> </span>pracując <span class="_ _14"> </span>m.in. <span class="_ _14"> </span>na <span class="_ _14"> </span>k<span class="_ _1"></span>ierowniczych <span class="_ _12"> </span>s<span class="_ _1"></span>tanowiskach <span class="_ _14"> </span>w <span class="_ _14"> </span>przedsiębiorstwac<span class="_ _1"></span>h <span class="_ _12"> </span>i <span class="_ _14"> </span>spółkach <span class="_ _14"> </span>prawa<span class="_ _1"></span> </div><div class="t m0 x4 h6 yab ff1 fs3 fc0 sc0 ls0 ws0">handlowego. <span class="_ _f"> </span>Od <span class="_ _11"> </span>2002 <span class="_ _11"> </span>rok<span class="_ _1"></span>u <span class="_ _11"> </span>jego <span class="_ _f"> </span>kariera <span class="_ _11"> </span>zawod<span class="_ _1"></span>owa <span class="_ _11"> </span>związana <span class="_ _11"> </span>j<span class="_ _1"></span>est <span class="_ _11"> </span>ze <span class="_ _f"> </span>spółką <span class="_ _11"> </span>Emi<span class="_ _1"></span>tenta, <span class="_ _f"> </span>w <span class="_ _11"> </span>której<span class="_ _1"></span> <span class="_ _11"> </span>w </div><div class="t m0 x4 h6 yac ff1 fs3 fc0 sc0 ls0 ws0">ostatnich <span class="_ _11"> </span>latac<span class="_ _1"></span>h <span class="_ _11"> </span>zajmował <span class="_ _f"> </span>stanowisko <span class="_ _f"> </span>Dyrektora <span class="_ _11"> </span>Generaln<span class="_ _1"></span>ego, <span class="_ _11"> </span>odpowiadaj<span class="_ _1"></span>ącego <span class="_ _11"> </span>m.in. <span class="_ _f"> </span>za <span class="_ _11"> </span>strategię </div><div class="t m0 x4 h6 yad ff1 fs3 fc0 sc0 ls0 ws0">działania  i  dalszy  rozwój.  W<span class="_ _0"></span>  2008  roku <span class="_ _f"> </span>z<span class="_ _1"></span>ałożył  spółkę <span class="_ _f"> </span>JHM<span class="_ _1"></span>  DEVELOPMENT  S.A.,  w <span class="_ _f"> </span>kt<span class="_ _1"></span>órej  jest </div><div class="t m0 x4 h6 yae ff1 fs3 fc0 sc0 ls0 ws0">Wiceprezesem <span class="_ _d"></span>Z<span class="_ _1"></span>arządu, <span class="_ _e"></span>oraz <span class="_ _d"></span>w <span class="_ _e"></span>sposób <span class="_ _e"></span>pośredni <span class="_ _d"></span>akc<span class="_ _1"></span>jonari<span class="_ _1"></span>uszem <span class="_ _d"></span>większ<span class="_ _1"></span>ościowym. <span class="_ _d"></span>Jako <span class="_ _d"></span>n<span class="_ _1"></span>ajwiększy </div><div class="t m0 x4 h6 yaf ff1 fs3 fc0 sc0 ls0 ws0">swój <span class="_ _17"> </span>sukces <span class="_ _17"> </span>zawodowy <span class="_ _17"> </span>u<span class="_ _1"></span>waża <span class="_ _1d"> </span>s<span class="_ _1"></span>tworzenie <span class="_ _17"> </span>prężnie <span class="_ _17"> </span>działającej <span class="_ _17"> </span>Gr<span class="_ _1"></span>upy <span class="_ _1d"> </span>Kapitało<span class="_ _1"></span>wej <span class="_ _1d"> </span>MIRBUD <span class="_ _17"> </span>or<span class="_ _1"></span>az </div><div class="t m0 x4 h6 yb0 ff1 fs3 fc0 sc0 ls0 ws0">wprowadzenie <span class="_ _11"> </span>dwóch<span class="_ _1"></span> <span class="_ _16"> </span>spół<span class="_ _1"></span>ek; <span class="_ _16"> </span>MI<span class="_ _1"></span>RBUD <span class="_ _11"> </span>S.A. <span class="_ _11"> </span>i <span class="_ _16"> </span>J<span class="_ _1"></span>HM <span class="_ _11"> </span>DEVELOPMENT <span class="_ _11"> </span>S.<span class="_ _1"></span>A. <span class="_ _16"> </span>na<span class="_ _1"></span> <span class="_ _11"> </span>parkiet <span class="_ _16"> </span>W<span class="_ _1"></span>arszawskiej </div><div class="t m0 x4 h6 yb1 ff1 fs3 fc0 sc0 ls0 ws0">Giełdy <span class="_ _10"></span>Papierów <span class="_ _10"></span>Wartoś<span class="_ _1"></span>ciowych. <span class="_ _10"></span>Z <span class="_ _10"></span>dniem <span class="_ _10"></span>23 <span class="_ _10"></span>c<span class="_ _1"></span>zerwca <span class="_ _10"></span>2012 <span class="_ _10"></span>roku <span class="_ _10"></span>pan <span class="_ _10"></span>J<span class="_ _1"></span>erzy <span class="_ _10"></span>Mirgos <span class="_ _10"></span>objął <span class="_ _10"></span>funkcję <span class="_ _10"></span>Prezesa<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf6" class="pf w5 hc" ><div class="pc pc6 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">6<span class="ff5 fs8"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">Zarządu <span class="_ _d"></span>MIR<span class="_ _1"></span>BUD <span class="_ _d"></span>S.A. <span class="_ _d"></span>J<span class="_ _1"></span>est <span class="_ _d"></span>również <span class="_ _e"></span>członkiem <span class="_ _d"></span>Zarzą<span class="_ _1"></span>du <span class="_ _d"></span>KOBYLARNIA <span class="_ _e"></span>S.A <span class="_ _e"></span>oraz <span class="_ _d"></span>od <span class="_ _e"></span>1 <span class="_ _d"></span>stycz<span class="_ _1"></span>nia <span class="_ _c"></span>2025<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">roku, członkiem Zarząd<span class="_ _1"></span>u TRANSKOL Sp. z o.o.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 yb2 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">Sławomir Nowak</span> <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">Wiceprezes Zarządu<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 yb3 ff1 fs3 fc0 sc0 ls0 ws0">Absolwent <span class="_ _f"> </span>Politechniki <span class="_ _f"> </span>Warszawsk<span class="_ _1"></span>iej, <span class="_ _11"> </span>Wydział <span class="_ _f"> </span>Elektrycz<span class="_ _1"></span>ny <span class="_ _f"> </span>–<span class="ff2"> <span class="_ _f"> </span></span>specjalność <span class="_ _f"> </span>Automatyzacja <span class="_ _f"> </span>Procesów </div><div class="t m0 x4 h6 yb4 ff1 fs3 fc0 sc0 ls0 ws0">Technologicznych. <span class="_ _18"> </span>W <span class="_ _18"> </span>1<span class="_ _1"></span>999 <span class="_ _17"> </span>roku <span class="_ _18"> </span>Ra<span class="_ _1"></span>da <span class="_ _17"> </span>Wydz<span class="_ _1"></span>iału <span class="_ _17"> </span>E<span class="_ _1"></span>lektrycznego <span class="_ _17"> </span>n<span class="_ _1"></span>adała <span class="_ _17"> </span>mu <span class="_ _18"> </span>t<span class="_ _1"></span>ytuł <span class="_ _17"> </span>Doktora <span class="_ _18"> </span>Na<span class="_ _1"></span>uk </div><div class="t m0 x4 h6 yb5 ff1 fs3 fc0 sc0 ls0 ws0">Technicznych. <span class="_ _16"> </span>W <span class="_ _16"> </span>swojej <span class="_ _16"> </span>k<span class="_ _1"></span>arierze <span class="_ _e"> </span>zawo<span class="_ _1"></span>dowej <span class="_ _e"> </span>praco<span class="_ _1"></span>wał <span class="_ _e"> </span>n<span class="_ _1"></span>a <span class="_ _e"> </span>stano<span class="_ _1"></span>wiskach <span class="_ _e"> </span>kiero<span class="_ _1"></span>wni<span class="_ _1"></span><span class="ff2">czych <span class="_ _16"> </span>w <span class="_ _16"> </span>sek<span class="_ _1"></span>torach </span></div><div class="t m0 x4 h6 yb6 ff1 fs3 fc0 sc0 ls0 ws0">edukacji <span class="_ _16"> </span>oraz <span class="_ _16"> </span>budow<span class="_ _1"></span>nictwa. <span class="_ _16"> </span>W <span class="_ _16"> </span>strukturze <span class="_ _16"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _e"> </span>S.<span class="_ _1"></span>A. <span class="_ _e"></span>zajmow<span class="_ _1"></span>ał <span class="_ _e"></span>dotychcz<span class="_ _1"></span>as <span class="_ _e"> </span>stanow<span class="_ _1"></span>isko <span class="_ _e"> </span>Zastępcy<span class="_ _1"></span> </div><div class="t m0 x4 h6 yb7 ff2 fs3 fc0 sc0 ls0 ws0">Dyrektora Generalnego <span class="_ _10"></span>MI<span class="_ _1"></span>RBUD <span class="_ _10"></span>S.A. oraz <span class="_ _10"></span>Dyrek<span class="_ _1"></span>tora <span class="_ _10"></span>Kontr<span class="_ _1"></span>aktu <span class="_ _10"></span>budowy hotelu <span class="_ _10"></span>Hilton <span class="_ _0"></span>w W<span class="_ _0"></span>arszawie. Od </div><div class="t m0 x4 h6 yb8 ff1 fs3 fc0 sc0 ls0 ws0">25 <span class="_ _11"> </span>maj<span class="_ _1"></span>a <span class="_ _11"> </span>2012 <span class="_ _f"> </span>r. <span class="_ _f"> </span>uchwałą <span class="_ _f"> </span>Rady <span class="_ _11"> </span>Nadzorc<span class="_ _1"></span>zej <span class="_ _11"> </span>z<span class="_ _1"></span>ostał <span class="_ _11"> </span>pow<span class="_ _1"></span>ołany <span class="_ _f"> </span>na <span class="_ _11"> </span>s<span class="_ _1"></span>tanowisko <span class="_ _f"> </span>Wiceprezesa <span class="_ _f"> </span>Zarządu </div><div class="t m0 x4 h6 yb9 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD S.A. Jest równ<span class="_ _1"></span>ież członkiem Zarządu<span class="_ _1"></span> KOBYLARNIA S.A.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 yba ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">Paweł Korzeniowski<span class="_ _1"></span></span> <span class="ff1">–</span> <span class="ff1">członek Zarządu<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 ybb ff1 fs3 fc0 sc0 ls0 ws0">Ukończył <span class="_ _1a"> </span>Uniwers<span class="_ _1"></span>ytet <span class="_ _1a"> </span>Łódzki <span class="_ _1c"> </span>–<span class="ff2"> <span class="_ _1a"> </span></span>Wydział <span class="_ _1a"> </span>Ekonomi<span class="_ _1"></span>czno–<span class="ff2">Socjologicz<span class="_ _1"></span>ny, <span class="_ _1a"> </span>na <span class="_ _1a"> </span>kierunku <span class="_ _1c"> </span>Ekonomia, </span></div><div class="t m0 x4 h6 ybc ff1 fs3 fc0 sc0 ls0 ws0">specjalność <span class="_ _10"></span>Eko<span class="_ _1"></span>nomia <span class="_ _10"></span>Prze<span class="_ _1"></span>mysłu, <span class="_ _10"></span>gdzie <span class="_ _10"></span>w <span class="_ _0"></span>latach <span class="_ _0"></span>2001<span class="_ _1"></span><span class="ff2">-</span>2005 <span class="_ _10"></span>odbywał <span class="_ _10"></span>s<span class="_ _1"></span>tudia <span class="_ _10"></span>doktor<span class="_ _1"></span>anckie. <span class="_ _10"></span>Przez <span class="_ _0"></span>ponad </div><div class="t m0 x4 h6 ybd ff1 fs3 fc0 sc0 ls0 ws0">10 <span class="_ _11"> </span>la<span class="_ _1"></span>t <span class="_ _11"> </span>pracowa<span class="_ _1"></span>ł <span class="_ _11"> </span>w <span class="_ _f"> </span>bankowości, <span class="_ _f"> </span>ukończył <span class="_ _f"> </span>liczne <span class="_ _f"> </span>kursy <span class="_ _f"> </span>i <span class="_ _11"> </span>sz<span class="_ _1"></span>koleni<span class="_ _0"></span>a <span class="_ _f"> </span>z <span class="_ _11"> </span>zak<span class="_ _1"></span>re<span class="_ _1"></span>su <span class="_ _11"> </span>finansów, <span class="_ _f"> </span>matematyk<span class="_ _1"></span>i </div><div class="t m0 x4 h6 ybe ff1 fs3 fc0 sc0 ls0 ws0">bankowej, analizy fi<span class="_ _0"></span>nansowej. Obecnie zasiada <span class="_ _10"></span>t<span class="_ _1"></span>akże w <span class="_ _10"></span>Radzi<span class="_ _1"></span>e <span class="_ _10"></span>N<span class="_ _1"></span>adzorczej MARYWILSKA 44 <span class="_ _10"></span>sp z o.o. </div><div class="t m0 x4 h6 ybf ff1 fs3 fc0 sc0 ls0 ws0">oraz KOBYLARNIA S.A. <span class="_ _0"></span>Od 1 <span class="_ _10"></span>sty<span class="_ _1"></span>cznia <span class="_ _10"></span>2<span class="_ _1"></span>025 <span class="_ _0"></span>roku jest Przewodniczącym Rady <span class="_ _0"></span>Nadzorc<span class="_ _1"></span>zej <span class="_ _0"></span>TRANSKOL </div><div class="t m0 x4 h6 yc0 ff2 fs3 fc0 sc0 ls0 ws0">Sp. z o.o. </div><div class="t m0 x6 h13 yc1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">Tomasz Sałata</span> <span class="ff1">–<span class="_ _1"></span></span> <span class="ff1">członek Zarządu<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 yc2 ff1 fs3 fc0 sc0 ls0 ws0">W  firmie <span class="_ _1d"> </span>pracuje <span class="_ _1d"> </span>od  201<span class="_ _1"></span>0  r. <span class="_ _1d"> </span>jako  dy<span class="_ _1"></span>rektor  technic<span class="_ _1"></span>zny.  Pracował <span class="_ _1d"> </span>też  j<span class="_ _1"></span>ako  dyrektor <span class="_ _1d"> </span>ds.  produk<span class="_ _1"></span>cji </div><div class="t m0 x4 h6 yc3 ff2 fs3 fc0 sc0 ls0 ws0">budowlanej  w <span class="_ _f"> </span>Rex-Bu<span class="_ _1"></span>dzie <span class="_ _f"> </span>(2009-20<span class="_ _1"></span>10), <span class="_ _f"> </span>dyrektor  ds.  produkcji <span class="_ _f"> </span>w  Variteksie <span class="_ _f"> </span>(2001<span class="_ _1"></span>-2009),  dyrektor </div><div class="t m0 x4 h6 yc4 ff1 fs3 fc0 sc0 ls0 ws0">łódzkiego oddziału Energo<span class="_ _1"></span>exportu oraz dyrektor ds. produkcj<span class="_ _1"></span>i i członek z<span class="_ _1"></span>arządu spółki Budmatpol. Jest<span class="_ _1"></span> </div><div class="t m0 x4 h6 y1f ff1 fs3 fc0 sc0 ls0 ws0">absolwentem Wydzia<span class="_ _1"></span>łu Budownictwa i Architektury <span class="_ _1"></span>Politechniki Łódzkiej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 yc5 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">Anna Więzowska</span> <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">członek Zarz<span class="_ _1"></span>ądu</span> </span></div><div class="t m0 x4 h6 yc6 ff1 fs3 fc0 sc0 ls0 ws0">Powołana <span class="_ _1"></span>do <span class="_ _1"></span>składu <span class="_ _1"></span>Zarządu <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>S.<span class="_ _1"></span>A. z <span class="_ _1"></span>dniem <span class="_ _1"></span>1 <span class="_ _1"></span>stycz<span class="_ _1"></span>nia 2025 <span class="_ _1"></span>roku.<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>Pani <span class="_ _1"></span>Anna W<span class="_ _1"></span>ięzowska <span class="_ _1"></span>jest </div><div class="t m0 x4 h6 yc7 ff1 fs3 fc0 sc0 ls0 ws0">radcą prawnym, pełni funkcję Dyr<span class="_ _1"></span>ektora <span class="_ _0"></span>Działu Prawnego i Roszczeń MIRBUD S.A., od 2021 do końca </div><div class="t m0 x4 h6 yc8 ff1 fs3 fc0 sc0 ls0 ws0">2024 roku pełniła <span class="_ _0"></span>również funkcję Prokurenta tej spółki. Odbyła <span class="_ _0"></span>aplikację radcowsk<span class="_ _1"></span>ą <span class="_ _0"></span>w Okręgowej Izbie </div><div class="t m0 x4 h6 yc9 ff1 fs3 fc0 sc0 ls0 ws0">Radców Pra<span class="_ _1"></span>wnych w <span class="_ _1"></span>Łodzi. Ukończy<span class="_ _1"></span>ła Akademię <span class="_ _1"></span>Spółek w<span class="_ _1"></span> Szkole G<span class="_ _1"></span>łównej H<span class="_ _1"></span>andlowej, Pody<span class="_ _1"></span>plom<span class="_ _1"></span><span class="ff2">owe<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 yca ff1 fs3 fc0 sc0 ls0 ws0">Studium <span class="_ _1"></span>Prawa <span class="_ _1"></span>Podatkowego <span class="_ _1"></span>na <span class="_ _1"></span>Uniwersyteci<span class="_ _1"></span>e Łódzki<span class="_ _1"></span>m, Praw<span class="_ _1"></span>o res<span class="_ _1"></span>trukturyzacyjne <span class="_ _1"></span>i upa<span class="_ _1"></span>dłościowe <span class="_ _1"></span>na </div><div class="t m0 x4 h6 ycb ff1 fs3 fc0 sc0 ls0 ws0">Uczelni <span class="_ _e"> </span>Łazars<span class="_ _1"></span>kiego <span class="_ _e"> </span>w <span class="_ _16"> </span>Wars<span class="_ _1"></span>zawie, <span class="_ _e"></span>jest <span class="_ _e"> </span>wpisa<span class="_ _1"></span>na <span class="_ _e"></span>na <span class="_ _e"> </span>li<span class="_ _1"></span>stę <span class="_ _e"></span>kandydatów <span class="_ _16"> </span>na <span class="_ _e"> </span>c<span class="_ _1"></span>złonków <span class="_ _e"> </span>rad <span class="_ _16"> </span>nadzorcz<span class="_ _1"></span>ych </div><div class="t m0 x4 h6 ycc ff1 fs3 fc0 sc0 ls0 ws0">spółek <span class="_ _16"> </span>z <span class="_ _16"> </span>udziałem <span class="_ _16"> </span>Skarb<span class="_ _1"></span>u <span class="_ _e"> </span>Państwa. <span class="_ _16"> </span>Obecn<span class="_ _1"></span>ie <span class="_ _e"> </span>zasiada<span class="_ _1"></span> <span class="_ _e"> </span>także <span class="_ _16"> </span>w <span class="_ _16"> </span>r<span class="_ _1"></span>adach <span class="_ _16"> </span>na<span class="_ _1"></span>dzorczych <span class="_ _16"> </span>spółek <span class="_ _16"> </span>z <span class="_ _16"> </span>Gr<span class="_ _1"></span>upy </div><div class="t m0 x4 h6 ycd ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowej <span class="_ _0"></span>MIRBUD, <span class="_ _10"></span>tj<span class="_ _1"></span>.: <span class="_ _10"></span>MARYWILS<span class="_ _1"></span>KA <span class="_ _10"></span>44 <span class="_ _0"></span>Sp. <span class="_ _0"></span><span class="ff2"> z <span class="_ _0"></span>o.o., <span class="_ _10"></span>KOBYLARN<span class="_ _1"></span>IA <span class="_ _10"></span>S.A., <span class="_ _0"></span>JHM <span class="_ _0"></span>DEVELOPMENT oraz </span></div><div class="t m0 x4 h6 yce ff1 fs3 fc0 sc0 ls0 ws0">Przedsiębiorstwa <span class="_ _1"></span>Budownic<span class="_ _1"></span>twa <span class="_ _1"></span>Specjalistycznego <span class="_ _1"></span>TRANSKO<span class="_ _1"></span>L S<span class="_ _1"></span>p. z<span class="_ _1"></span> o.<span class="_ _1"></span>o.. <span class="_ _1"></span>Specjalizuje <span class="_ _1"></span>się <span class="_ _1"></span>w <span class="_ _1"></span>obsłudze </div><div class="t m0 x4 h6 ycf ff1 fs3 fc0 sc0 ls0 ws0">prawnej spółek z bra<span class="_ _1"></span>nży budowlanej oraz d<span class="_ _1"></span><span class="ff2">eweloperskiej.<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 yd0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yd1 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>odniesieniu <span class="_ _1"></span>do k<span class="_ _1"></span>westii z<span class="_ _1"></span>wiązanych z<span class="_ _1"></span>e zrównoważ<span class="_ _1"></span>onym rozwoj<span class="_ _1"></span>em <span class="_ _1"></span>i ESG<span class="_ _1"></span> Rada <span class="_ _1"></span>Nadzorcza <span class="_ _1"></span>pełni <span class="_ _1"></span>rolę </div><div class="t m0 x4 h6 yd2 ff1 fs3 fc0 sc0 ls0 ws0">konsultacyjną i doradczą. Tematy<span class="_ _1"></span> <span class="_ _0"></span>te są omawiane na posiedze<span class="_ _1"></span>niach Rady Nadzorczej w zależności od </div><div class="t m0 x4 h6 yd3 ff1 fs3 fc0 sc0 ls0 ws0">zgłaszanych potrzeb. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 yd4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yd5 ff1 fs3 fc0 sc0 ls0 ws0">Organem, <span class="_ _e"></span>który <span class="_ _e"> </span>podejm<span class="_ _1"></span>uje <span class="_ _e"></span>kluczowe <span class="_ _e"> </span>i <span class="_ _e"> </span>strategicz<span class="_ _1"></span>ne <span class="_ _e"></span>decyzje <span class="_ _16"> </span>w <span class="_ _e"></span>kwestii <span class="_ _e"></span>zrównoważonego <span class="_ _e"> </span>rozw<span class="_ _1"></span>oju <span class="_ _e"></span>jest </div><div class="t m0 x4 h6 yd6 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd. <span class="_ _1"></span>Pan <span class="_ _1"></span>Paweł <span class="_ _1"></span>Korz<span class="_ _1"></span>eniowski, <span class="_ _1"></span>członek <span class="_ _1"></span>Zarządu <span class="_ _1"></span>i <span class="_ _1"></span>Dy<span class="_ _1"></span>rektor <span class="_ _1"></span>Finansowy <span class="_ _1"></span>firmy <span class="_ _1"></span>odpowiedzi<span class="_ _1"></span>alny <span class="_ _1"></span>jest <span class="_ _1"></span>za </div><div class="t m0 x4 h6 yd7 ff1 fs3 fc0 sc0 ls0 ws0">realizację  Strate<span class="_ _1"></span>gii  Zrównoważonego <span class="_ _1d"> </span>Rozwoju.  W <span class="_ _1d"> </span>połowie  roku  20<span class="_ _1"></span>23 <span class="_ _1d"> </span>roku  nadzorow<span class="_ _1"></span>ał  realizację </div><div class="t m0 x4 h6 yd8 ff1 fs3 fc0 sc0 ls0 ws0">badania <span class="_ _c"></span>istotności <span class="_ _c"></span>zaga<span class="_ _1"></span>dnień <span class="_ _1"></span>zrównow<span class="_ _1"></span>ażonego <span class="_ _1"></span>r<span class="_ _1"></span>ozwoju, <span class="_ _c"></span>a <span class="_ _c"></span>w <span class="_ _c"></span>grudniu <span class="_ _c"></span>20<span class="_ _1"></span>24 <span class="_ _1"></span>r. <span class="_ _c"></span>pro<span class="_ _1"></span>ces <span class="_ _1"></span>tworz<span class="_ _1"></span>enia <span class="_ _1"></span>nowej<span class="_ _1"></span> </div><div class="t m0 x4 h6 yd9 ff1 fs3 fc0 sc0 ls0 ws0">Strategii  Zró<span class="_ _1"></span>wnoważonego  Rozwoj<span class="_ _1"></span>u  Grupy <span class="_ _1d"> </span>Kapitałowej <span class="_ _1d"> </span>MIRBUD,  która<span class="_ _1"></span>  przyjęta  z<span class="_ _1"></span>ostała  Uch<span class="_ _1"></span>wałą </div><div class="t m0 x4 h6 yda ff1 fs3 fc0 sc0 ls0 ws0">Zarządu nr 15/2023 z<span class="_ _1"></span> dnia 29 grudnia 2023<span class="_ _1"></span><span class="ff2"> roku. </span></div><div class="t m0 x4 h6 ydb ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ydc ff1 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _c"></span>obszar <span class="_ _d"></span>zrówn<span class="_ _1"></span>oważonego <span class="_ _c"></span>roz<span class="_ _1"></span>woju <span class="_ _c"></span>w <span class="_ _d"></span>Grupie <span class="_ _d"></span>Kapitał<span class="_ _1"></span>owej <span class="_ _c"></span>MIRBUD <span class="_ _d"></span>odpowia<span class="_ _1"></span>da <span class="_ _c"></span>pan <span class="_ _d"></span>Paweł <span class="_ _d"></span>Bruger <span class="_ _e"> </span>–<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ydd ff1 fs3 fc0 sc0 ls0 ws0">Dyrektor <span class="_ _16"> </span>ds. <span class="_ _e"> </span>K<span class="_ _1"></span>omunikacji <span class="_ _e"> </span>Korporacy<span class="_ _1"></span>jnej. <span class="_ _e"></span>Odpow<span class="_ _1"></span>iada <span class="_ _e"> </span>on <span class="_ _e"> </span>z<span class="_ _1"></span>a <span class="_ _e"> </span>przygotow<span class="_ _1"></span>anie <span class="_ _e"></span>raportu <span class="_ _16"> </span>zrówn<span class="_ _1"></span>oważonego </div><div class="t m0 x4 h6 yde ff1 fs3 fc0 sc0 ls0 ws0">rozwoju <span class="_ _d"></span>oraz <span class="_ _d"></span>realizac<span class="_ _1"></span>ję <span class="_ _c"></span>dzi<span class="_ _1"></span>ałań <span class="_ _c"></span>związa<span class="_ _1"></span>nych <span class="_ _c"></span>ze <span class="_ _d"></span>z<span class="_ _1"></span>równoważonym <span class="_ _d"></span>rozwojem. <span class="_ _e"></span>W <span class="_ _c"></span>2<span class="_ _c"></span><span class="ff2">024 <span class="_ _d"></span>roku <span class="_ _d"></span>klucz<span class="_ _1"></span>owymi </span></div><div class="t m0 x4 h6 ydf ff1 fs3 fc0 sc0 ls0 ws0">działaniami <span class="_ _1"></span>w <span class="_ _1"></span>tym <span class="_ _1"></span>obszarze <span class="_ _1"></span>było <span class="_ _1"></span>zatwierdzenie <span class="_ _1"></span>i <span class="_ _1"></span>realizacj<span class="_ _1"></span>a Strategii <span class="_ _1"></span>Zrównow<span class="_ _1"></span>ażonego <span class="_ _1"></span>Rozwoju <span class="_ _1"></span>Grupy </div><div class="t m0 x4 h6 ye0 ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowej MIRBUD. <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf7" class="pf w5 hc" ><div class="pc pc7 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">7<span class="ff5 fs8"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">Członkowie <span class="_ _1c"> </span>Rady <span class="_ _1c"> </span>Nadzorczej <span class="_ _1c"> </span>poszerzali <span class="_ _1f"> </span>swoje <span class="_ _1f"> </span>umiejęt<span class="_ _1"></span>ności <span class="_ _1f"> </span>i <span class="_ _1f"> </span>wiedzę <span class="_ _1c"> </span>fachową <span class="_ _1c"> </span>w <span class="_ _1f"> </span>obsz<span class="_ _1"></span>arze </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _c"></span>rozwoju <span class="_ _c"></span>poprz<span class="_ _1"></span>ez <span class="_ _1"></span>uczestnictw<span class="_ _1"></span>o <span class="_ _1"></span>w <span class="_ _1"></span>te<span class="_ _1"></span>matycznych <span class="_ _1"></span>k<span class="_ _1"></span>onferencjach <span class="_ _1"></span>i <span class="_ _c"></span>szk<span class="_ _1"></span>oleniach, <span class="_ _1"></span>m.in. <span class="_ _c"></span>z </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">obszaru <span class="_ _1d"> </span>nowych <span class="_ _1d"> </span>obowiązków <span class="_ _1d"> </span>nakładanych <span class="_ _1d"> </span>na <span class="_ _1d"> </span>spółki  przez<span class="_ _1"></span>  Dyrektywę<span class="_ _1"></span> <span class="_ _1d"> </span>CSRD<span class="_ _1"></span>  oraz <span class="_ _1d"> </span>obowiązkowy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">standard <span class="_ _17"> </span>raportowan<span class="_ _1"></span>ia <span class="_ _1d"> </span>ESRS: <span class="_ _17"> </span>s<span class="_ _1"></span>ystem <span class="_ _1d"> </span>E<span class="_ _1"></span>uropejskich <span class="_ _17"> </span>Standardów <span class="_ _17"> </span>Ra<span class="_ _1"></span>portowania <span class="_ _17"> </span>Zrównoważ<span class="_ _1"></span>onego </div><div class="t m0 x4 h6 y55 ff2 fs3 fc0 sc0 ls0 ws0">Rozwoju. </div><div class="t m0 x4 h6 y56 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>przy<span class="_ _1"></span>padku <span class="_ _1"></span>Zarządu <span class="_ _1"></span>u<span class="_ _1"></span>miejętności <span class="_ _1"></span>i <span class="_ _1"></span>wi<span class="_ _1"></span>edza <span class="_ _1"></span>fachowa<span class="_ _1"></span> <span class="_ _1"></span>rozwijana <span class="_ _1"></span>była<span class="_ _1"></span> <span class="_ _1"></span>również <span class="_ _1"></span>po<span class="_ _1"></span>przez <span class="_ _1"></span>uczestnictwo <span class="_ _c"></span>w </div><div class="t m0 x4 h6 y58 ff1 fs3 fc0 sc0 ls0 ws0">tematycznych konferenc<span class="_ _1"></span>jach i szkoleniach, a także prz<span class="_ _1"></span>ez udział w warsztatach z doradc<span class="_ _1"></span>ami w zakresie </div><div class="t m0 x4 h6 ye1 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _c"></span>rozwoju. <span class="_ _c"></span>Wiedza <span class="_ _1"></span>ekspercka <span class="_ _c"></span>jest <span class="_ _1"></span>rów<span class="_ _1"></span>nież <span class="_ _1"></span>dostar<span class="_ _1"></span>czana <span class="_ _1"></span>poprzez <span class="_ _c"></span>dostęp <span class="_ _c"></span>do <span class="_ _1"></span>ekspertów<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye2 ff1 fs3 fc0 sc0 ls0 ws0">z firmy doradczej oraz za p<span class="_ _1"></span>ośrednictwem Dyrektora ds. Komun<span class="_ _1"></span>ikacji Korporacyjnej<span class="_ _1"></span>, który rozwija swoją </div><div class="t m0 x4 h6 ye3 ff1 fs3 fc0 sc0 ls0 ws0">wiedzę <span class="_ _1a"> </span>i <span class="_ _1a"> </span>kompetencje <span class="_ _1a"> </span>m.in. <span class="_ _1a"> </span>poprzez <span class="_ _1a"> </span>ucz<span class="_ _1"></span>estnictwo <span class="_ _1a"> </span>w <span class="_ _1a"> </span>szkoleniach <span class="_ _1a"> </span>Stowarz<span class="_ _1"></span>yszenia <span class="_ _14"> </span>E<span class="_ _1"></span>mitentów </div><div class="t m0 x4 h6 ye4 ff1 fs3 fc0 sc0 ls0 ws0">Giełdowych. <span class="ff2"> </span></div><div class="t m0 x4 h6 ye5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 ye6 ff6 fsb fc0 sc0 ls8 ws0">GOV<span class="ls0">-2 Informacje p<span class="_ _1"></span>rzekazywane organ<span class="_ _1"></span>om administrującym, </span></div><div class="t m0 x4 h12 ye7 ff6 fsb fc0 sc0 ls0 ws0">zarządzającym i n<span class="_ _1"></span>adzorczym jednostki<span class="_ _1"></span> oraz podejmowane przez nie </div><div class="t m0 x4 h12 ye8 ff6 fsb fc0 sc0 ls0 ws0">kwestie związane z<span class="_ _1"></span>e zrównoważonym rozwoje<span class="_ _1"></span>m <span class="ff3"> </span></div><div class="t m0 x4 h6 ye9 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd MIRBUD <span class="_ _1"></span>S.A. otrzymuje bieżące <span class="_ _1"></span>informacje dotyczące istotnych zaga<span class="_ _1"></span>dnień zrównoważonego </div><div class="t m0 x4 h6 yea ff1 fs3 fc0 sc0 ls0 ws0">rozwoju, w tym postęp<span class="_ _1"></span>ów w realizacji strategii, za p<span class="_ _1"></span>ośrednictwem członka zarząd<span class="_ _1"></span>u odpowiedzialnego </div><div class="t m0 x4 h12 yeb ff1 fs3 fc0 sc0 ls0 ws0">za kwestie związanie ze<span class="_ _1"></span> sprawozdawczością <span class="_ _1"></span>ESG, pana Pawła Korzeniowsk<span class="_ _1"></span>iego.<span class="_ _1"></span><span class="ff3 fsb"> </span></div><div class="t m0 x4 h6 yec ff1 fs3 fc0 sc0 ls0 ws0">Rada <span class="_ _1"></span>Nadzorcz<span class="_ _1"></span>a zos<span class="_ _1"></span>tała <span class="_ _1"></span>poinformowana <span class="_ _1"></span>o <span class="_ _1"></span>postęp<span class="_ _1"></span>ach <span class="_ _1"></span>i <span class="_ _1"></span>wynikach <span class="_ _1"></span>realizacji <span class="_ _c"></span>Strategii <span class="_ _1"></span>Zrównoważone<span class="_ _1"></span>go </div><div class="t m0 x4 h6 yed ff1 fs3 fc0 sc0 ls0 ws0">Rozwoju <span class="_ _0"></span>podczas spotkania <span class="_ _10"></span>w <span class="_ _0"></span>kwietniu <span class="_ _0"></span>2024 <span class="_ _0"></span>roku. <span class="_ _0"></span>Przedstawiono wówczas <span class="_ _10"></span>szc<span class="_ _1"></span>zegółowe <span class="_ _10"></span>infor<span class="_ _1"></span>macje <span class="_ _10"></span>n<span class="_ _1"></span>a </div><div class="t m0 x4 h6 yee ff1 fs3 fc0 sc0 ls0 ws0">temat wdrażania str<span class="_ _1"></span>ategii oraz osiągniętych rez<span class="_ _1"></span>ultatów.  <span class="ff2"> </span></div><div class="t m0 x4 h10 yef ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 yc9 ff6 fsb fc0 sc0 ls8 ws0">GOV<span class="ls0">-3 Uwzględnia<span class="_ _1"></span>nie wyników związanych ze <span class="_ _1"></span>zrównoważonym </span></div><div class="t m0 x4 h12 yf0 ff6 fsb fc0 sc0 ls0 ws0">rozwojem w syste<span class="_ _1"></span>mach zachęt<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 yf1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 yf2 ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia Rady <span class="_ _5"></span>N<span class="_ _1"></span>adzorczej MIRB<span class="_ _0"></span>UD <span class="_ _10"></span>S.<span class="_ _1"></span>A. <span class="_ _10"></span>określa <span class="_ _0"></span>„Polityka <span class="_ _10"></span>Wyn<span class="_ _1"></span>agrodzeń <span class="_ _10"></span>MIRBUD<span class="_ _1"></span> <span class="_ _10"></span>S.A.” <span class="_ _10"></span>przy<span class="_ _1"></span>jęta </div><div class="t m0 x4 h6 yf3 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _10"></span>2020 <span class="_ _10"></span>roku. <span class="_ _0"></span>Polityka <span class="_ _10"></span>ta <span class="_ _0"></span>przyjęta <span class="_ _10"></span>z<span class="_ _1"></span>ostała <span class="_ _10"></span>w <span class="_ _10"></span>spółce <span class="_ _10"></span>dom<span class="_ _1"></span>inującej, <span class="_ _10"></span>ale <span class="_ _10"></span>wsk<span class="_ _1"></span>azuje <span class="_ _10"></span>ona <span class="_ _10"></span>kierunek <span class="_ _0"></span>zmian <span class="_ _10"></span>i <span class="_ _10"></span>s<span class="_ _1"></span>półki </div><div class="t m0 x4 h6 yf4 ff1 fs3 fc0 sc0 ls0 ws0">z  grupy <span class="_ _f"> </span>wprowadz<span class="_ _1"></span>iły <span class="_ _f"> </span>zasady<span class="_ _1"></span> <span class="_ _f"> </span>ujęte  w <span class="_ _f"> </span>tej<span class="_ _1"></span> <span class="_ _f"> </span>polityce.  Zgodnie  z  Polityką  członkom <span class="_ _f"> </span>Rady  Nadzorczej<span class="_ _1"></span> </div><div class="t m0 x4 h6 yf5 ff1 fs3 fc0 sc0 ls0 ws0">przysługuje  wynagrodzenie  stałe,  natomiast  członk<span class="_ _1"></span>owie  Rady  Nadzorczej  delegowani  do  stałego, </div><div class="t m0 x4 h6 yf6 ff1 fs3 fc0 sc0 ls0 ws0">indywidualnego <span class="_ _11"> </span>wykonywa<span class="_ _1"></span>nia <span class="_ _16"> </span>nadzoru, <span class="_ _11"> </span>otrz<span class="_ _1"></span>ymują <span class="_ _16"> </span>os<span class="_ _1"></span>obne <span class="_ _16"> </span>wy<span class="_ _1"></span>nagrodzenie, <span class="_ _16"> </span>k<span class="_ _1"></span>tórego <span class="_ _16"> </span>wys<span class="_ _1"></span>okość <span class="_ _11"> </span>ustala </div><div class="t m0 x4 h6 yf7 ff2 fs3 fc0 sc0 ls0 ws0">Walne <span class="_ _e"> </span>Zgrom<span class="_ _1"></span>adzenie <span class="_ _e"> </span>Akc<span class="_ _1"></span>jonariuszy. <span class="_ _e"> </span>W<span class="_ _1"></span><span class="ff1">ynagrodzenie <span class="_ _16"> </span>stałe <span class="_ _16"> </span>członków<span class="_ _1"></span> <span class="_ _e"></span>Rady <span class="_ _16"> </span>Nadzorcz<span class="_ _1"></span>ej <span class="_ _e"></span>ustalane <span class="_ _e"> </span>j<span class="_ _1"></span>est </span></div><div class="t m0 x4 h6 yf8 ff1 fs3 fc0 sc0 ls0 ws0">przez Walne Zgroma<span class="_ _1"></span>dzenie w drodze uchwały i jes<span class="_ _1"></span>t zróżnicowane ze wzglę<span class="_ _1"></span>du na pełnione funkcje.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 yf9 ff1 fs3 fc0 sc0 ls0 ws0">Wynagrodzenia <span class="_ _16"> </span>Zarządu <span class="_ _16"> </span>MIRBUD <span class="_ _11"> </span>S.A. <span class="_ _e"> </span>określa <span class="_ _16"> </span>ww.<span class="_ _1"></span> <span class="_ _e"></span>Polityka. <span class="_ _e"> </span>Z<span class="_ _1"></span>godnie <span class="_ _e"> </span>z <span class="_ _16"> </span>Polityką <span class="_ _16"> </span>członkom <span class="_ _e"> </span>Z<span class="_ _1"></span>arządu </div><div class="t m0 x4 h6 yfa ff1 fs3 fc0 sc0 ls0 ws0">przysługuje:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 yfb ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">wynagrodzenie <span class="_ _c"></span>s<span class="_ _1"></span>tałe <span class="_ _c"></span>–</span> <span class="_ _d"></span><span class="ff1">miesięczne <span class="_ _c"></span>wy<span class="_ _1"></span>nagrodzenie <span class="_ _c"></span>pieniężn<span class="_ _1"></span>e, <span class="_ _1"></span>wyp<span class="_ _1"></span>łacane <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _c"></span>tytułu <span class="_ _c"></span>pełnio<span class="_ _1"></span>nych </span></span></div><div class="t m0 x9 h6 yfc ff1 fs3 fc0 sc0 ls0 ws0">funkcji <span class="_ _1d"> </span>i <span class="_ _1d"> </span>przypisa<span class="_ _1"></span>ny <span class="_ _1d"> </span>im <span class="_ _1d"> </span>zakres <span class="_ _17"> </span>obowiązków, <span class="_ _1d"> </span>z <span class="_ _17"> </span>uwzględnieniem <span class="_ _17"> </span>warunków <span class="_ _1d"> </span>ry<span class="_ _1"></span>nkowych, <span class="_ _1d"> </span>z<span class="_ _1"></span> </div><div class="t m0 x9 h6 yfd ff1 fs3 fc0 sc0 ls0 ws0">pominięciem <span class="_ _11"> </span>kryteriów <span class="_ _11"> </span>związanych <span class="_ _11"> </span>z <span class="_ _11"> </span>wynikami. <span class="_ _11"> </span>Jest <span class="_ _11"> </span>to <span class="_ _11"> </span>wynagrodzenie <span class="_ _11"> </span>obligato<span class="_ _1"></span>ryjne. <span class="_ _16"> </span>J<span class="_ _1"></span>ego<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x9 h6 yfe ff1 fs3 fc0 sc0 ls0 ws0">wysokość <span class="_ _16"> </span>ok<span class="_ _1"></span>reśla <span class="_ _e"> </span>Rada <span class="_ _16"> </span>Nadzorc<span class="_ _1"></span>za, <span class="_ _e"> </span>biorąc<span class="_ _1"></span> <span class="_ _e"> </span>pod <span class="_ _16"> </span>uwa<span class="_ _1"></span>gę <span class="_ _e"></span>kryteria <span class="_ _16"> </span>m.<span class="_ _1"></span>in. <span class="_ _e"></span>takie <span class="_ _16"> </span>jak <span class="_ _11"> </span>kwalifikacje, </div><div class="t m0 x9 h6 yff ff1 fs3 fc0 sc0 ls0 ws0">poziom doświadcz<span class="_ _1"></span>enia, nakład pracy, profil funkcj<span class="_ _1"></span>i. <span class="ff2"> </span></div><div class="t m0 x6 h6 y100 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>wynagrodzenie zmien<span class="_ _1"></span>ne <span class="ff1">–</span> <span class="ff1">dodatk<span class="_ _1"></span>owe płatności i świadcz<span class="_ _1"></span>enia uzależnione od wyników <span class="_ _1"></span>Spółki </span></span></div><div class="t m0 x9 h6 y101 ff1 fs3 fc0 sc0 ls0 ws0">lub <span class="_ _16"> </span>innyc<span class="_ _1"></span>h <span class="_ _e"> </span>k<span class="_ _1"></span>ryteriów. <span class="_ _16"> </span>Wyn<span class="_ _1"></span>agrodzenie <span class="_ _16"> </span>zmienne <span class="_ _11"> </span>może <span class="_ _11"> </span>zostać <span class="_ _11"> </span>ustanowione <span class="_ _11"> </span>w <span class="_ _16"> </span>po<span class="_ _1"></span>staci <span class="_ _16"> </span>premii </div><div class="t m0 x9 h6 y102 ff1 fs3 fc0 sc0 ls0 ws0">rocznej <span class="_ _1"></span>przez <span class="_ _1"></span>Radę <span class="_ _1"></span>Nadzorczą. <span class="_ _1"></span>Przyznaje <span class="_ _1"></span>się je<span class="_ _1"></span> za <span class="_ _1"></span>osiągnięcia<span class="_ _1"></span> o <span class="_ _1"></span>charakterze <span class="_ _1"></span>ilościo<span class="_ _c"></span><span class="ff2">wym <span class="_ _1"></span>lub </span></div><div class="t m0 x9 h6 y103 ff1 fs3 fc0 sc0 ls0 ws0">jakościowym. Wysokość<span class="_ _1"></span> uzależnia się od poz<span class="_ _1"></span>iomu wyników Spółki.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y104 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">świadczenie <span class="_ _f"> </span>dodatkowe <span class="_ _f"> </span>–</span> <span class="_ _f"> </span><span class="ff1">pozostałe <span class="_ _f"> </span>dodatki <span class="_ _f"> </span>i <span class="_ _11"> </span>benef<span class="_ _1"></span>ity, <span class="_ _11"> </span>w <span class="_ _f"> </span>tym <span class="_ _f"> </span>niemające <span class="_ _f"> </span>bezpośredniego </span></span></div><div class="t m0 x9 h6 y105 ff1 fs3 fc0 sc0 ls0 ws0">charakteru pieniężnego<span class="_ _1"></span>. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf8" class="pf w5 hc" ><div class="pc pc8 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">8<span class="ff5 fs8"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">Polityka <span class="_ _16"> </span>wyna<span class="_ _1"></span>grodzeń <span class="_ _16"> </span>obecnie <span class="_ _11"> </span>nie <span class="_ _16"> </span>odnosi <span class="_ _11"> </span>się <span class="_ _16"> </span>do <span class="_ _16"> </span>c<span class="_ _1"></span>elów <span class="_ _16"> </span>i <span class="_ _16"> </span>wy<span class="_ _1"></span>ników <span class="_ _16"> </span>członków <span class="_ _11"> </span>Rady <span class="_ _16"> </span>Nadzorc<span class="_ _1"></span>zej <span class="_ _16"> </span>oraz<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">Zarządu <span class="_ _1"></span>w <span class="_ _c"></span>zakr<span class="_ _1"></span>esie <span class="_ _1"></span>zarząd<span class="_ _1"></span>zania <span class="_ _1"></span>wpływami<span class="_ _1"></span>, <span class="_ _1"></span>ryzykami <span class="_ _c"></span>i <span class="_ _c"></span>szansami <span class="_ _c"></span>spółki <span class="_ _1"></span>w <span class="_ _d"></span>obszarz<span class="_ _1"></span>e <span class="_ _1"></span>zrównoważonego </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju. Dotyczy to równ<span class="_ _1"></span>ież kwestii związanymi ze zm<span class="_ _1"></span>ianami klimatu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y106 ff6 fsb fc0 sc0 ls8 ws0">GOV<span class="ls0">-4 Oświadczen<span class="_ _1"></span>ie dotyczące należy<span class="_ _1"></span>tej staranności <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h14 y107 ff9 fs0 fc4 sc0 ls0 ws0">Tabela 1: GOV-4 Elementy procesu należytej staranności<span class="ffa"> </span></div></div><div class="c x4 y108 w8 h15"><div class="t m0 xa h16 y109 ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb h16 y10a ff1 fs1 fc5 sc0 ls0 ws0">Podstawowe elemen<span class="_ _0"></span>ty procesu<span class="_ _0"></span> należytej s<span class="_ _0"></span>taranności<span class="ff2"> </span></div></div><div class="c xc y108 w9 h15"><div class="t m0 xd h16 y109 ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 xe h16 y10a ff1 fs1 fc5 sc0 ls0 ws0">Punkty w oświad<span class="_ _0"></span>czeniu dotyc<span class="_ _0"></span>zącym </div><div class="t m0 xf h16 y10b ff1 fs1 fc5 sc0 ls0 ws0">zrównoważone<span class="_ _0"></span>go rozwoju<span class="ff2"> </span></div><div class="t m0 x10 h16 y10c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y10d w8 h17"><div class="t m0 x11 h16 y10e ff2 fs1 fc0 sc0 ls9 ws0">a)<span class="ls0"> <span class="_ _20"> </span><span class="ff1">Uwzględnienie należ<span class="_ _0"></span>ytej staranno<span class="_ _10"></span>ś<span class="_ _1"></span>ci w <span class="_ _0"></span>zarządzaniu,<span class="_ _0"></span> strategii i </span></span></div><div class="t m0 x12 h16 y10f ff2 fs1 fc0 sc0 ls0 ws0">modelu biznesow<span class="_ _10"></span>y<span class="_ _1"></span>m </div></div><div class="c xc y10d w9 h17"><div class="t m0 x10 h18 y110 ffa fs0 fc0 sc0 lsa ws0">S1<span class="ls0">-1, S2-1, S3-1, S4-1 E4-2<span class="ff2 fsa"> </span></span></div></div><div class="c x4 y111 w8 h19"><div class="t m0 x11 h16 y112 ff2 fs1 fc0 sc0 ls9 ws0">b)<span class="ls0"> <span class="_ _20"> </span><span class="ff1">Współpraca z zain<span class="_ _0"></span>teresowany<span class="_ _0"></span>mi stronami, na<span class="_ _0"></span> które jedno<span class="_ _0"></span>stka </span></span></div><div class="t m0 x12 h16 y113 ff1 fs1 fc0 sc0 ls0 ws0">wywiera wpływ<span class="_ _0"></span>, na wszystki<span class="_ _0"></span>ch kluczowych<span class="_ _0"></span> etapach proce<span class="_ _0"></span>su </div><div class="t m0 x12 h16 y114 ff1 fs1 fc0 sc0 ls0 ws0">należytej staranno<span class="_ _10"></span>ś<span class="_ _1"></span>ci<span class="ff2"> </span></div></div><div class="c xc y111 w9 h19"><div class="t m0 x10 h18 y115 ffa fs0 fc0 sc0 lsa ws0">S1<span class="ls0">-2, S2-2, S3-2, S4-2<span class="ff2 fsa"> </span></span></div></div><div class="c x4 y116 w8 h1a"><div class="t m0 x11 h16 y117 ff2 fs1 fc0 sc0 ls1 ws0">c)<span class="ls0"> <span class="_ _21"> </span><span class="ff1">Identyfikacja i<span class="_ _0"></span> ocena niekorzy<span class="_ _0"></span>stnego wpływu<span class="ff2"> </span></span></span></div></div><div class="c xc y116 w9 h1a"><div class="t m0 x10 h18 y118 ffa fs0 fc0 sc0 lsa ws0">SBM<span class="ls0">-3, IRO 1<span class="ff2 fsa"> </span></span></div></div><div class="c x4 y119 w8 h17"><div class="t m0 x11 h16 y10e ff2 fs1 fc0 sc0 ls9 ws0">d)<span class="ls0"> <span class="_ _20"> </span><span class="ff1">Podejmowanie d<span class="_ _0"></span>ziałań w celu<span class="_ _0"></span> ograniczenia zide<span class="_ _0"></span>ntyfikowaneg<span class="_ _0"></span>o </span></span></div><div class="t m0 x12 h16 y10f ff1 fs1 fc0 sc0 ls0 ws0">niekorzystnego wp<span class="_ _0"></span>ływu<span class="ff2"> </span></div></div><div class="c xc y119 w9 h17"><div class="t m0 x10 h18 y110 ffa fs0 fc0 sc0 lsa ws0">S1<span class="ls0">-3, S2-3, S3-3, S4-4<span class="ff2 fsa"> </span></span></div></div><div class="c x4 y11a w8 h1b"><div class="t m0 x11 h16 y11b ff2 fs1 fc0 sc0 ls9 ws0">e)<span class="ls0"> <span class="_ _20"> </span><span class="ff1">Monitorowanie <span class="_ _0"></span>skuteczności<span class="_ _0"></span> tych starań i<span class="_ _0"></span> przekazywanie </span></span></div><div class="t m0 x12 h16 y114 ff2 fs1 fc0 sc0 ls0 ws0">stosownych informac<span class="_ _0"></span>ji w tym za<span class="_ _0"></span>kresie </div></div><div class="c xc y11a w9 h1b"><div class="t m0 x10 h18 y11c ffa fs0 fc0 sc0 lsa ws0">E4<span class="ls0">-3, E1-6<span class="ff2 fsa"> </span></span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y11d ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y11e ff6 fsb fc0 sc0 ls8 ws0">GOV<span class="ls0">-5 Zarządzanie<span class="_ _1"></span> ryzykiem i kontrole<span class="_ _1"></span> wewnętrzne nad </span></div><div class="t m0 x4 h12 y11f ff6 fsb fc0 sc0 ls0 ws0">sprawozdawczości<span class="_ _1"></span>ą w zakresie zrównoważonego roz<span class="_ _1"></span>woju <span class="ff3"> </span></div><div class="t m0 x4 h6 y120 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y121 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"></span>GK<span class="_ _1"></span> <span class="_ _10"></span>MIRBU<span class="_ _1"></span>D <span class="_ _10"></span>funkc<span class="_ _1"></span>jonuje <span class="_ _0"></span>system <span class="_ _0"></span>kontroli <span class="_ _0"></span>wewnętrznej<span class="_ _1"></span> <span class="_ _10"></span>przyj<span class="_ _1"></span>ęty <span class="_ _10"></span>Uchwałą Zarządu <span class="_ _10"></span>Nr 9/2022 <span class="_ _10"></span>z<span class="_ _1"></span> <span class="_ _10"></span>dn<span class="_ _1"></span>ia <span class="_ _10"></span>30 </div><div class="t m0 x4 h6 y122 ff1 fs3 fc0 sc0 ls0 ws0">grudnia <span class="_ _18"> </span>2<span class="_ _1"></span>022 <span class="_ _18"> </span>roku. <span class="_ _19"> </span>Sys<span class="_ _1"></span>tem <span class="_ _18"> </span>wspiera <span class="_ _19"> </span>w <span class="_ _19"> </span>wykonywa<span class="_ _1"></span>niu <span class="_ _18"> </span>nadzoru <span class="_ _19"> </span>Radę <span class="_ _19"> </span>N<span class="_ _1"></span>adzorczą <span class="_ _19"> </span>oraz <span class="_ _19"> </span>Zarząd <span class="_ _19"> </span>i </div><div class="t m0 x4 h6 y123 ff1 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _1d"> </span>w  sk<span class="_ _1"></span>utecznym  i <span class="_ _1d"> </span>efektywnym <span class="_ _1d"> </span>działaniu <span class="_ _1d"> </span>procesów  b<span class="_ _1"></span>iznesowych <span class="_ _1d"> </span>oraz <span class="_ _17"> </span>określa  z<span class="_ _1"></span>asady </div><div class="t m0 x4 h6 y124 ff1 fs3 fc0 sc0 ls0 ws0">zapewniania <span class="_ _18"> </span>ce<span class="_ _1"></span>lów <span class="_ _17"> </span>sy<span class="_ _1"></span>stemu <span class="_ _18"> </span>kontroli <span class="_ _18"> </span>w<span class="_ _1"></span>ewnętrznej. <span class="_ _18"> </span>Zadan<span class="_ _1"></span>iem <span class="_ _17"> </span>sy<span class="_ _1"></span>stemu <span class="_ _18"> </span>kontroli <span class="_ _18"> </span>w<span class="_ _1"></span>ewnętrznej <span class="_ _18"> </span>j<span class="_ _1"></span>est </div><div class="t m0 x4 h6 y125 ff1 fs3 fc0 sc0 ls0 ws0">zapewnienie osiągan<span class="_ _1"></span>ia celów w co najmniej trz<span class="_ _1"></span>ech kategoriach:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y126 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">skuteczności i efektywnoś<span class="_ _1"></span>ci działania operacyjneg<span class="_ _1"></span>o,</span> </span></div><div class="t m0 x6 h6 y127 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">wiarygodności spra<span class="_ _1"></span>wozdawczości finansowej,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y128 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">przestrzegania przepisów <span class="_ _10"></span>p<span class="_ _1"></span>rawa, <span class="_ _10"></span>re<span class="_ _1"></span>gulacji <span class="_ _10"></span>w<span class="_ _1"></span>ewnętrznych <span class="_ _0"></span>oraz <span class="_ _0"></span>przyjętych norm <span class="_ _10"></span>po<span class="_ _1"></span>stępowania. <span class="_ _c"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 h6 y129 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y12a ff1 fs3 fc0 sc0 ls0 ws0">Sprawozdawczość<span class="_ _1"></span> związana <span class="_ _1"></span>ze z<span class="_ _1"></span>równoważonym r<span class="_ _1"></span>ozwojem z<span class="_ _1"></span>ostała zintegrow<span class="_ _1"></span>ana z <span class="_ _1"></span>systemem <span class="_ _1"></span>kontroli </div><div class="t m0 x4 h6 y12b ff1 fs3 fc0 sc0 ls0 ws0">wewnętrznej z dniem <span class="_ _1"></span>01.01.2024 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y12c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y12d ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-1 Strategia, m<span class="_ _1"></span>odel biznesowy i łańcuch w<span class="_ _1"></span>artości <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y12e ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _c"></span>Kapitałowa <span class="_ _d"></span>MIRBUD <span class="_ _c"></span>dz<span class="_ _1"></span>iała <span class="_ _1"></span>głó<span class="_ _1"></span>wnie <span class="_ _1"></span>w <span class="_ _c"></span>s<span class="_ _1"></span>ektorze <span class="_ _c"></span>usług <span class="_ _c"></span>b<span class="_ _1"></span>udowlano <span class="_ _d"></span>–<span class="ff2"> <span class="_ _c"></span></span>mo<span class="_ _1"></span>ntażowych. <span class="_ _c"></span>Zajmuje <span class="_ _c"></span>s<span class="_ _1"></span>ię </div><div class="t m0 x4 h6 y12f ff1 fs3 fc0 sc0 ls0 ws0">przede <span class="_ _18"> </span>wszy<span class="_ _1"></span>stkim <span class="_ _18"> </span>budow<span class="_ _1"></span>nictwem <span class="_ _18"> </span>kubaturo<span class="_ _1"></span>wym <span class="_ _18"> </span>i <span class="_ _19"> </span>infrastruktural<span class="_ _1"></span>nym, <span class="_ _18"> </span>ale <span class="_ _18"> </span>dzi<span class="_ _1"></span>ała <span class="_ _18"> </span>także <span class="_ _18"> </span>w<span class="_ _1"></span> <span class="_ _18"> </span>branży </div><div class="t m0 x4 h6 y130 ff1 fs3 fc0 sc0 ls0 ws0">deweloperskiej i oferuj<span class="_ _1"></span>e usługi najmu pow<span class="_ _1"></span>ierzchni komercyj<span class="_ _1"></span>nych.<span class="ff2"> </span></div><div class="t m0 x4 h6 y131 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y132 ff1 fs3 fc0 sc0 ls0 ws0">Jednostka <span class="_ _19"> </span>dominująca <span class="_ _19"> </span>–<span class="ff2"> <span class="_ _13"> </span></span>MIRBUD <span class="_ _18"> </span>S.<span class="_ _1"></span>A. <span class="_ _18"> </span>jest <span class="_ _19"> </span>spółką <span class="_ _19"> </span>publiczną <span class="_ _19"> </span>n<span class="_ _1"></span>otowaną <span class="_ _18"> </span>na<span class="_ _1"></span> <span class="_ _18"> </span>Giełdzie <span class="_ _19"> </span>Papierów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y133 ff1 fs3 fc0 sc0 ls0 ws0">Wartościowych, działającą <span class="_ _10"></span>głów<span class="_ _1"></span>nie <span class="_ _10"></span>na obszarze <span class="_ _10"></span>Polsk<span class="_ _1"></span>i. <span class="_ _10"></span>Siedziba główna <span class="_ _10"></span>sp<span class="_ _1"></span>ółki <span class="_ _10"></span>zna<span class="_ _1"></span>jduje <span class="_ _10"></span>się przy <span class="_ _10"></span>ul. Unii </div><div class="t m0 x4 h6 y134 ff1 fs3 fc0 sc0 ls0 ws0">Europejskiej  18 <span class="_ _f"> </span>w  Skierniewicach.  MIRBUD  S.A. <span class="_ _f"> </span>świadczy  usługi  bu<span class="_ _0"></span>d<span class="_ _1"></span>owlane,  w <span class="_ _f"> </span>szcz<span class="_ _1"></span>ególno<span class="_ _0"></span>ści  w </div><div class="t m0 x4 h6 y135 ff2 fs3 fc0 sc0 ls0 ws0">zakresie budownictwa:<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf9" class="pf w5 hc" ><div class="pc pc9 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls0 ws0">9<span class="ff5 fs8"> </span></div><div class="t m0 x6 h13 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">przemysłowego</span> (b<span class="_ _1"></span>udynki produkcyj<span class="_ _1"></span>ne i magazynowe);<span class="_ _1"></span> </span></div><div class="t m0 x6 h13 y36 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">użyteczności <span class="_ _1"></span>publi<span class="_ _1"></span>cznej</span> <span class="_ _1"></span><span class="ff1">(<span class="_ _1"></span>hale <span class="_ _1"></span>sportowe, <span class="_ _1"></span>s<span class="_ _1"></span>tadiony, <span class="_ _1"></span>szpitale, <span class="_ _c"></span>urzędy <span class="_ _c"></span>administracji <span class="_ _c"></span>publicznej, </span></span></div><div class="t m0 x9 h6 y136 ff2 fs3 fc0 sc0 ls0 ws0">galerie handlowe oraz<span class="_ _1"></span> obiekty biurowe i hotelowe)<span class="_ _1"></span>; </div><div class="t m0 x6 h13 y137 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">inżynierii d<span class="_ _1"></span>rogowej</span> <span class="_ _1"></span><span class="ff1">(autostrady, <span class="_ _1"></span>drogi <span class="_ _1"></span>krajowe, <span class="_ _1"></span>wojewódzkie, <span class="_ _1"></span>powiatowe, <span class="_ _1"></span>elementy <span class="_ _1"></span>miejskiej </span></span></div><div class="t m0 x9 h6 y138 ff2 fs3 fc0 sc0 ls0 ws0">infrastruktury komunikacy<span class="_ _1"></span>jnej, mosty i bocznice ko<span class="_ _1"></span>lejowe);<span class="_ _1"></span> </div><div class="t m0 x6 h13 y139 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">mieszkaniowego</span> (<span class="_ _1"></span>budynki mieszkalne jednoro<span class="_ _1"></span>dzinne, szeregowe oraz wi<span class="_ _1"></span>elorodzinne).<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y13a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y13b ff1 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA S.A. zajmuje<span class="_ _1"></span> się robotami drogowymi i mostowymi, a także produkuje masę bitum<span class="_ _1"></span>iczną. </div><div class="t m0 x4 h6 y13c ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>20<span class="_ _1"></span>25 <span class="_ _c"></span>roku <span class="_ _d"></span>spó<span class="_ _1"></span>łka <span class="_ _c"></span>dok<span class="_ _1"></span>onała <span class="_ _c"></span>zm<span class="_ _1"></span>iany <span class="_ _c"></span>modelu <span class="_ _e"></span>biznesowego. <span class="_ _d"></span>Po <span class="_ _d"></span>zak<span class="_ _1"></span>ończeniu <span class="_ _c"></span>ob<span class="_ _1"></span>ecnie <span class="_ _c"></span>realizowa<span class="_ _1"></span>nych </div><div class="t m0 x4 h6 y13d ff1 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _1"></span>jej <span class="_ _1"></span>działalność <span class="_ _1"></span>będzie <span class="_ _1"></span>skoncentrowan<span class="_ _1"></span>a wy<span class="_ _1"></span>łącznie <span class="_ _1"></span>na <span class="_ _1"></span>produkc<span class="_ _1"></span><span class="ff2">ji <span class="_ _1"></span>masy <span class="_ _1"></span>bitumicznej. <span class="_ _1"></span>Zad<span class="_ _1"></span>ania w<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y13e ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _c"></span>dz<span class="_ _1"></span>iałalności <span class="_ _c"></span>dewelopersk<span class="_ _1"></span>iej <span class="_ _1"></span>real<span class="_ _1"></span>izuje <span class="_ _1"></span>J<span class="_ _1"></span>HM <span class="_ _d"></span><span class="ff2">DEVE<span class="_ _1"></span>LOPMENT <span class="_ _c"></span></span>S.A.<span class="_ _1"></span> <span class="_ _1"></span>Częśc<span class="_ _1"></span>ią <span class="_ _1"></span>G<span class="_ _1"></span>rupy <span class="_ _c"></span>Kapitałowej<span class="_ _1"></span> </div><div class="t m0 x4 h6 y13f ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _1"></span>j<span class="_ _1"></span>est <span class="_ _1"></span>także <span class="_ _c"></span>Marywilska <span class="_ _c"></span>44 <span class="_ _c"></span>sp. <span class="_ _1"></span>z <span class="_ _c"></span>o.o., <span class="_ _c"></span>będąca <span class="_ _c"></span>właścicie<span class="_ _1"></span>lem <span class="_ _1"></span>i <span class="_ _1"></span>z<span class="_ _1"></span>arządcą <span class="_ _1"></span>centrum <span class="_ _c"></span>hand<span class="_ _1"></span>lowego <span class="_ _c"></span>w </div><div class="t m0 x4 h6 y140 ff1 fs3 fc0 sc0 ls0 ws0">Warszawie oraz innyc<span class="_ _1"></span>h nieruchomości<span class="_ _1"></span><span class="ff2"> </span>w Ostródzie, Starac<span class="_ _1"></span>howicach i Bolesławcu. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y141 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y142 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>dniu 18 <span class="_ _1"></span>grudn<span class="_ _1"></span>ia 2<span class="_ _1"></span>024 ro<span class="_ _1"></span>ku z<span class="_ _1"></span>akupiono 92,<span class="_ _1"></span>78% u<span class="_ _1"></span>działów w <span class="_ _1"></span>ka<span class="_ _1"></span>pitale zak<span class="_ _1"></span>ładowym <span class="_ _1"></span>i tak<span class="_ _1"></span>iej <span class="_ _1"></span>samej <span class="_ _1"></span>liczby </div><div class="t m0 x4 h6 y143 ff1 fs3 fc0 sc0 ls0 ws0">głosów <span class="_ _1a"> </span>na <span class="_ _1a"> </span>zgromadzen<span class="_ _1"></span>iu <span class="_ _1a"> </span>wspólników <span class="_ _1a"> </span>spółki <span class="_ _1a"> </span>Przedsiębiorstwo <span class="_ _1a"> </span>Bu<span class="_ _1"></span>downictwa <span class="_ _1a"> </span>Specjalistycznego<span class="_ _1"></span> </div><div class="t m0 x4 h6 y144 ff1 fs3 fc0 sc0 ls0 ws0">„Transkol” Sp. <span class="_ _1"></span>z o.o. z<span class="_ _1"></span> siedzibą w<span class="_ _1"></span> Kielcach. Z<span class="_ _1"></span> chwilą <span class="_ _1"></span>umorzenia udz<span class="_ _1"></span>iał<span class="_ _1"></span>ów włas<span class="_ _1"></span>nych posiadanych <span class="_ _1"></span>przez </div><div class="t m0 x4 h6 y145 ff1 fs3 fc0 sc0 ls0 ws0">Transkol, <span class="_ _0"></span>udziały <span class="_ _0"></span>MIRBUD S.A. <span class="_ _10"></span>będą stanowić <span class="_ _0"></span>99.8% kapitału <span class="_ _10"></span>z<span class="_ _1"></span>akładowego <span class="_ _10"></span>Tra<span class="_ _1"></span>nskol <span class="_ _10"></span>oraz<span class="_ _1"></span> <span class="_ _10"></span>99.8% liczby </div><div class="t m0 x4 h6 y146 ff1 fs3 fc0 sc0 ls0 ws0">głosów <span class="_ _16"> </span>na<span class="_ _1"></span> <span class="_ _e"> </span>z<span class="_ _1"></span>gromadzeniu <span class="_ _16"> </span>ws<span class="_ _1"></span>pólników. <span class="_ _16"> </span>Transkol <span class="_ _11"> </span>Sp. <span class="_ _11"> </span>z <span class="_ _16"> </span>o.o. <span class="_ _11"> </span>specjalizuje <span class="_ _11"> </span>się <span class="_ _16"> </span>w <span class="_ _11"> </span>budow<span class="_ _1"></span>ie, <span class="_ _e"> </span>r<span class="_ _1"></span>emontach <span class="_ _16"> </span>i<span class="_ _1"></span> </div><div class="t m0 x4 h6 y147 ff1 fs3 fc0 sc0 ls0 ws0">modernizacji <span class="_ _1d"> </span>stacj<span class="_ _1"></span>i, <span class="_ _1d"> </span>szlaków <span class="_ _1d"> </span>i <span class="_ _17"> </span>boc<span class="_ _1"></span>znic <span class="_ _1d"> </span>kolejowych. <span class="_ _17"> </span>Zakupu <span class="_ _1d"> </span>udzi<span class="_ _1"></span>ałów <span class="_ _1d"> </span>spółki <span class="_ _1d"> </span>d<span class="_ _1"></span>okonano <span class="_ _1d"> </span>zgodnie <span class="_ _1d"> </span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y148 ff2 fs3 fc0 sc0 ls0 ws0">zapowiadanymi <span class="_ _f"> </span>przez <span class="_ _f"> </span>MIRBUD <span class="_ _f"> </span>S.A. <span class="_ _f"> </span>planami <span class="_ _f"> </span>rozwoju <span class="_ _11"> </span>G<span class="_ _1"></span>rupy <span class="_ _11"> </span>na <span class="_ _f"> </span>rynku <span class="_ _f"> </span>budownictwa <span class="_ _f"> </span>kolejow<span class="_ _1"></span>ego <span class="_ _11"> </span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y149 ff2 fs3 fc0 sc0 ls0 ws0">Polsce. </div><div class="t m0 x4 h6 y14a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y14b ff1 fs3 fc0 sc0 ls0 ws0">Grupa K<span class="_ _0"></span>apitałowa MIRBUD <span class="_ _0"></span>jest <span class="_ _0"></span>jednym <span class="_ _0"></span>z li<span class="_ _0"></span>derów branży <span class="_ _0"></span>budowlanej w <span class="_ _10"></span>Polsce. Potwierdza <span class="_ _0"></span>to <span class="_ _0"></span>realizacja </div><div class="t m0 x4 h6 y14c ff1 fs3 fc0 sc0 ls0 ws0">szeregu <span class="_ _1d"> </span>kluczowych <span class="_ _1d"> </span>inwes<span class="_ _1"></span>tycji <span class="_ _1d"> </span>budowlanych. <span class="_ _1d"> </span>Grupa <span class="_ _1d"> </span>stawia <span class="_ _1d"> </span>na <span class="_ _1d"> </span>ciągły <span class="_ _1d"> </span>rozwój, <span class="_ _1d"> </span>inwestując <span class="_ _1d"> </span>w <span class="_ _1d"> </span>park<span class="_ _1"></span> </div><div class="t m0 x4 h6 y14d ff1 fs3 fc0 sc0 ls0 ws0">maszynowy. <span class="_ _16"> </span>Grupa <span class="_ _16"> </span>zatrudnia <span class="_ _16"> </span>ponad <span class="_ _16"> </span>1000 <span class="_ _16"> </span>pracown<span class="_ _1"></span>ików, <span class="_ _e"></span>współprac<span class="_ _1"></span>ując <span class="_ _16"> </span><span class="ff2">z <span class="_ _16"> </span>najlepsz<span class="_ _1"></span>ymi <span class="_ _e"></span>specjalistami<span class="_ _1"></span>, </span></div><div class="t m0 x4 h6 y14e ff1 fs3 fc0 sc0 ls0 ws0">wśród który<span class="_ _1"></span>ch znajduje się wy<span class="_ _1"></span>soko wykwalifikowana <span class="_ _1"></span>kadra inżynierska <span class="_ _1"></span>o różnorodnych s<span class="_ _1"></span>pecjalizacjach </div><div class="t m0 x4 h6 y14f ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _16"> </span>branży <span class="_ _11"> </span>budowlanej. <span class="_ _11"> </span>Te <span class="_ _11"> </span>działania <span class="_ _16"> </span>owocuj<span class="_ _1"></span>ą <span class="_ _e"> </span>s<span class="_ _1"></span>kuteczną <span class="_ _16"> </span>rea<span class="_ _1"></span>lizacją <span class="_ _16"> </span>inwes<span class="_ _1"></span>tycji, <span class="_ _16"> </span>zgodnie <span class="_ _11"> </span>z <span class="_ _16"> </span>założe<span class="_ _1"></span>niami </div><div class="t m0 x4 h6 y150 ff1 fs3 fc0 sc0 ls0 ws0">najambitniejszyc<span class="_ _1"></span>h <span class="_ _c"></span>certy<span class="_ _1"></span>fikatów,<span class="ff2"> <span class="_ _d"></span></span>takich <span class="_ _d"></span>j<span class="_ _1"></span>ak <span class="_ _d"></span>BREEAM, <span class="_ _d"></span>c<span class="_ _1"></span>zy <span class="_ _c"></span>też <span class="_ _e"></span>wdrażaniem <span class="_ _d"></span>nowych<span class="_ _1"></span> <span class="_ _c"></span>techn<span class="_ _1"></span>ologii, <span class="_ _c"></span>jak <span class="_ _e"></span>np. </div><div class="t m0 x4 h6 y151 ff2 fs3 fc0 sc0 ls0 ws0">BIM <span class="ff1">–</span> Building Informat<span class="_ _1"></span>ion Modeling. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y152 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y24 ff1 fs3 fc0 sc0 ls0 ws0">Misją Grupy<span class="_ _1"></span> Kapitałowej <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>jest realizacja<span class="_ _1"></span> inwestycj<span class="_ _1"></span>i w sposób <span class="_ _1"></span>godny lider<span class="_ _1"></span>a rynku <span class="_ _1"></span>budownictwa, </div><div class="t m0 x4 h6 y153 ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _1"></span>poszanowaniem <span class="_ _c"></span>środowis<span class="_ _1"></span>ka <span class="_ _1"></span>naturalnego <span class="_ _1"></span>oraz <span class="_ _1"></span>zgod<span class="_ _1"></span>nie z<span class="_ _1"></span> <span class="_ _1"></span>zasadami <span class="_ _1"></span>etyki. <span class="_ _1"></span>Ce<span class="_ _1"></span>le <span class="_ _1"></span>te <span class="_ _1"></span>osiągane <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span>dzięki </div><div class="t m0 x4 h6 y154 ff1 fs3 fc0 sc0 ls0 ws0">profesjonalizmowi <span class="_ _e"> </span>będące<span class="_ _1"></span>mu <span class="_ _d"></span>odzwierc<span class="_ _1"></span>iedleniem <span class="_ _e"></span>pasji <span class="_ _e"></span>budowania<span class="_ _1"></span>, <span class="_ _e"></span>którą <span class="_ _e"></span>opiera <span class="_ _e"></span>się <span class="_ _e"></span>na <span class="_ _e"></span>fundamentach </div><div class="t m0 x4 h6 y155 ff1 fs3 fc0 sc0 ls0 ws0">szerokiego <span class="_ _1"></span>doświ<span class="_ _1"></span>adczenia, <span class="_ _1"></span>wysok<span class="_ _1"></span>iej <span class="_ _1"></span>efektywności <span class="_ _1"></span>działania<span class="_ _1"></span> <span class="_ _1"></span>oraz <span class="_ _1"></span>partnerskim <span class="_ _1"></span>r<span class="_ _1"></span>elacjom <span class="_ _1"></span>z <span class="_ _1"></span>dostawc<span class="_ _1"></span>ami <span class="_ _1"></span>i </div><div class="t m0 x4 h6 y156 ff2 fs3 fc0 sc0 ls0 ws0">podwykonawcami. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y157 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y158 ff1 fs3 fc0 sc0 ls0 ws0">Misja Grupy Kapita<span class="_ _1"></span>łowej MIRBUD realizowana j<span class="_ _1"></span>est poprzez:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y159 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">oferowanie najwy<span class="_ _1"></span>ższej jakości usług budowalnych,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y15a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>inwestycje w nowocz<span class="_ _1"></span>esne zaplecze techniczne, <span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y78 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>podnoszenie kwalifikac<span class="_ _1"></span>ji kadry,<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y15b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">przestrzeganie <span class="_ _22"> </span>przepisów<span class="_ _1"></span> <span class="_ _1c"> </span>prawa, <span class="_ _22"> </span>w <span class="_ _1b"> </span>ty<span class="_ _1"></span>m <span class="_ _1c"> </span>w <span class="_ _22"> </span>szc<span class="_ _1"></span>zególności <span class="_ _1b"> </span>budowlaneg<span class="_ _1"></span>o, <span class="_ _1b"> </span>przepisów </span></span></div><div class="t m0 x9 h6 y15c ff1 fs3 fc0 sc0 ls0 ws0">dotyczących ochrony<span class="_ _1"></span> środowiska naturalnego i BH<span class="_ _1"></span>P,<span class="ff2"> </span></div><div class="t m0 x6 h6 y15d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">ciągłe <span class="_ _17"> </span>dos<span class="_ _1"></span>konalenie <span class="_ _18"> </span>skutecz<span class="_ _1"></span>ności <span class="_ _17"> </span>wdrożonego <span class="_ _19"> </span>Systemu <span class="_ _18"> </span>Zarządzani<span class="_ _1"></span>a <span class="_ _17"> </span>Jakośc<span class="_ _1"></span>ią <span class="_ _17"> </span>EN <span class="_ _18"> </span>ISO<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y15e ff1 fs3 fc0 sc0 ls0 ws0">9001:2008, <span class="_ _d"></span>w <span class="_ _c"></span>ty<span class="_ _1"></span>m <span class="_ _c"></span>prace <span class="_ _d"></span>nad <span class="_ _d"></span>certyfikacją <span class="_ _d"></span>ISO <span class="_ _d"></span>19443:<span class="_ _1"></span> <span class="_ _c"></span>2023 <span class="_ _c"></span>s<span class="_ _1"></span>ystemy <span class="_ _c"></span>zarz<span class="_ _1"></span>ądzania <span class="_ _c"></span>jakośc<span class="_ _1"></span>ią <span class="_ _1"></span>w<span class="_ _1"></span> </div><div class="t m0 x9 h6 y15f ff1 fs3 fc0 sc0 ls0 ws0">łańcuchu <span class="_ _d"></span>dostaw<span class="_ _1"></span> <span class="_ _c"></span>sektora<span class="_ _1"></span> <span class="_ _c"></span>e<span class="_ _1"></span>nergii <span class="_ _c"></span>ją<span class="_ _1"></span>drowej, <span class="_ _c"></span>k<span class="_ _1"></span>tóry <span class="_ _d"></span>prawdopodob<span class="_ _1"></span>nie <span class="_ _c"></span>zosta<span class="_ _1"></span>nie <span class="_ _c"></span>o<span class="_ _1"></span>trzymany <span class="_ _d"></span>przed<span class="_ _1"></span> </div><div class="t m0 x9 h6 y160 ff2 fs3 fc0 sc0 ls0 ws0">p<span class="ff1">ublikacją niniejsz<span class="_ _1"></span>ego raportu.</span> </div><div class="t m0 x9 h6 y161 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y162 ff3 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pfa" class="pf w5 hc" ><div class="pc pca w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">10<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h11 y163 ff6 fsa fc0 sc0 ls0 ws0">Strategia zrówno<span class="_ _0"></span>ważonego roz<span class="_ _0"></span>woju<span class="ff3"> </span></div><div class="t m0 x4 h13 y36 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y164 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>2024 <span class="_ _11"> </span>roku <span class="_ _f"> </span>GK <span class="_ _11"> </span>MIRBU<span class="_ _1"></span>D <span class="_ _11"> </span>przyjęła <span class="_ _11"> </span>Strategi<span class="_ _1"></span>ę <span class="_ _16"> </span>Zr<span class="_ _1"></span>ównoważonego <span class="_ _11"> </span>Roz<span class="_ _1"></span>woju. <span class="_ _11"> </span>Strategię <span class="_ _f"> </span>opracowano <span class="_ _11"> </span>w </div><div class="t m0 x4 h6 y165 ff1 fs3 fc0 sc0 ls0 ws0">oparciu <span class="_ _1"></span>o <span class="_ _1"></span>analizę <span class="_ _1"></span>konkurenc<span class="_ _1"></span>ji, trendów <span class="_ _1"></span>ry<span class="_ _1"></span>nkowych, <span class="_ _1"></span>danych <span class="_ _1"></span>źródłowych <span class="_ _1"></span>oraz <span class="_ _1"></span>wyniki <span class="_ _1"></span>przeprowa<span class="_ _1"></span>dzonych </div><div class="t m0 x4 h6 y166 ff1 fs3 fc0 sc0 ls0 ws0">warsztatów <span class="_ _14"> </span>o<span class="_ _1"></span>bszarowych <span class="_ _14"> </span>z <span class="_ _1a"> </span>kierownictwem <span class="_ _14"> </span>i <span class="_ _1a"> </span>pracownikami, <span class="_ _1a"> </span>które <span class="_ _14"> </span>były <span class="_ _1a"> </span>istot<span class="_ _1"></span><span class="ff2">ne <span class="_ _14"> </span>z <span class="_ _1a"> </span>perspektywy </span></div><div class="t m0 x4 h6 y167 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego roz<span class="_ _1"></span>woju obszarów. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y168 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y169 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>ramac<span class="_ _1"></span>h <span class="_ _1"></span>Strategii <span class="_ _c"></span>przyj<span class="_ _1"></span>ęto <span class="_ _1"></span>następujące <span class="_ _c"></span>cele <span class="_ _c"></span>strategic<span class="_ _1"></span>zne <span class="_ _1"></span>związane <span class="_ _c"></span>ze <span class="_ _c"></span>środowis<span class="_ _1"></span>kiem <span class="_ _1"></span>naturalnym, <span class="_ _c"></span>ze </div><div class="t m0 x4 h6 y16a ff1 fs3 fc0 sc0 ls0 ws0">społeczeństwem i praco<span class="_ _1"></span>wnikami oraz z ładem korp<span class="_ _1"></span>oracyjnym.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y16b ff6 fs3 fc0 sc0 ls0 ws0">FILAR I: Działamy na <span class="_ _1"></span>rzecz ochrony środowiska i kl<span class="_ _1"></span>imatu<span class="ff3"> </span></div><div class="t m0 x4 h6 y16c ff2 fs3 fc0 sc0 ls0 ws0">Cele strategiczne: <span class="_ _1"></span> </div><div class="t m0 x6 h6 y16d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Wdrożymy system zarz<span class="_ _1"></span>ądzania ryzyk<span class="_ _1"></span>ami klimatycznymi<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y16e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Ograniczymy emisj<span class="_ _1"></span>e w zakresie 2 </span></div><div class="t m0 x6 h6 y16f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Ograniczymy emisj<span class="_ _1"></span>e w zakresie 3 </span></div><div class="t m0 x6 h6 y170 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Obniżymy zużycie energi<span class="_ _1"></span>i</span> </span></div><div class="t m0 x6 h6 y171 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Obniżymy zużycie wo<span class="_ _1"></span>dy</span> </span></div><div class="t m0 x6 h6 y172 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Zwiększymy odsetek wy<span class="_ _1"></span>korzystywania materi<span class="_ _1"></span>ałów i produktów z recyklingu<span class="_ _c"></span></span> </span></div><div class="t m0 x6 h6 y173 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Zmniejszymy ilości odpadó<span class="_ _1"></span>w trafiających na wysypiska<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h13 y174 ff3 fs3 fc0 sc0 ls0 ws0">FILAR II: Tworzymy b<span class="_ _1"></span>ezpieczne i przyjazne miejsc<span class="_ _1"></span>e pracy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y175 ff2 fs3 fc0 sc0 ls0 ws0">Cele strategiczne:<span class="_ _1"></span> </div><div class="t m0 x6 h6 y176 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Zwiększymy standardy b<span class="_ _1"></span>ezpieczeństwa<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y177 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Będziemy kontynuow<span class="_ _1"></span>ać działania na rzecz równego<span class="_ _1"></span> traktowania i równości szans<span class="_ _c"></span></span> </span></div><div class="t m0 x6 h6 y178 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Podnosimy standardy<span class="_ _1"></span> bezpieczeństwa pracowników w<span class="_ _1"></span> łańcuchu wartości<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y179 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Działamy na rzecz dobrego<span class="_ _1"></span> sąsiedztwa</span> </span></div><div class="t m0 x4 h13 y17a ff3 fs3 fc0 sc0 ls0 ws0">FILAR III: <span class="ff6">Jesteśm<span class="_ _1"></span>y partnerem godnym zaufania<span class="_ _1"></span></span> </div><div class="t m0 x6 h6 y17b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Rozwijamy kulturę korp<span class="_ _1"></span>oracyjną opartą o nasz<span class="_ _1"></span>e wartości<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y17c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Dbamy o dobre re<span class="_ _1"></span>lacja z partnerami biznesowym<span class="_ _1"></span>i </span></div><div class="t m0 x6 h6 y17d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Przeciwdziałamy korupcji<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y17e ff1 fs3 fc0 sc0 ls0 ws0">W ra<span class="_ _1"></span>mach k<span class="_ _1"></span>ażdego ce<span class="_ _1"></span>lu strateg<span class="_ _1"></span>icznego okreś<span class="_ _1"></span>lono op<span class="_ _1"></span>eracyjne <span class="_ _1"></span>cele krótk<span class="_ _1"></span>o<span class="_ _1"></span><span class="ff2">-</span>, ś<span class="_ _1"></span>rednio<span class="ff2">- <span class="_ _1"></span></span>i dług<span class="_ _1"></span>oterminowe, </div><div class="t m0 x4 h6 y17f ff1 fs3 fc0 sc0 ls0 ws0">odpowiednio z horyzontem realizacji do <span class="_ _0"></span>końca 2025 <span class="_ _0"></span>roku, 2030 <span class="_ _0"></span>roku oraz 2035 <span class="_ _10"></span>r<span class="_ _1"></span>oku. Szczegółowy opis </div><div class="t m0 x4 h6 y180 ff1 fs3 fc0 sc0 ls0 ws0">celów  operacyjnych  oraz  postępów  w  ich <span class="_ _f"> </span>rea<span class="_ _1"></span>lizacji  przedstaw<span class="_ _1"></span>iono  w <span class="_ _f"> </span>pos<span class="_ _1"></span>zczególnych  rozdziałach </div><div class="t m0 x4 h6 y181 ff2 fs3 fc0 sc0 ls0 ws0">tematycznych niniej<span class="_ _1"></span>szego dokumentu.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y182 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y183 ff1 fs3 fc0 sc0 ls0 ws0">Strategia wspiera rea<span class="_ _1"></span>lizację Celów Zrównoważo<span class="_ _1"></span>nego Rozwoju, w szczególnośc<span class="_ _1"></span>i:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y184 ff2 fs3 fc0 sc0 ls0 ws0">SDG 7 <span class="ff1">–</span> <span class="ff1">Czysta i dostę<span class="_ _1"></span>pna energia</span> </div><div class="t m0 x4 h6 y185 ff2 fs3 fc0 sc0 ls0 ws0">SDG 13 <span class="ff1">–</span> <span class="ff1">Działan<span class="_ _1"></span>ia w dziedzinie klimatu<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y186 ff2 fs3 fc0 sc0 ls0 ws0">SDG 8 <span class="ff1">–</span> Wzrost gospo<span class="_ _1"></span>darczy i godna praca<span class="_ _1"></span> </div><div class="t m0 x4 h6 y187 ff2 fs3 fc0 sc0 ls0 ws0">SDG 10 <span class="ff1">–</span> <span class="ff1">Mniej ni<span class="_ _1"></span>erówności</span> </div><div class="t m0 x4 h6 y188 ff2 fs3 fc0 sc0 ls0 ws0">SDG 9 <span class="ff1">–</span> <span class="ff1">Innowacyj<span class="_ _1"></span>ność, przemysł, infrastruktura<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y189 ff2 fs3 fc0 sc0 ls0 ws0">SDG 16 <span class="ff1">–</span> <span class="ff1">Pokój, spraw<span class="_ _1"></span>iedliwość i silne instytucje<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y18a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y18b ff1 fs3 fc0 sc0 ls0 ws0">Monitoring <span class="_ _16"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _16"> </span>Strate<span class="_ _1"></span>gii <span class="_ _16"> </span>prowadzony <span class="_ _11"> </span>będzie <span class="_ _11"> </span>w <span class="_ _11"> </span>cyklach <span class="_ _16"> </span>półr<span class="_ _1"></span>ocznych, <span class="_ _16"> </span>nato<span class="_ _1"></span>miast <span class="_ _16"> </span>podsumowan<span class="_ _1"></span>ia </div><div class="t m0 x4 h6 y18c ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _d"></span>c<span class="_ _1"></span>elów <span class="_ _c"></span>bę<span class="_ _1"></span>dą <span class="_ _c"></span>s<span class="_ _1"></span>porządzane <span class="_ _d"></span>zgodn<span class="_ _1"></span>ie <span class="_ _c"></span>z<span class="_ _1"></span> <span class="_ _d"></span>przyjętymi <span class="_ _d"></span>horyz<span class="_ _1"></span>ontami <span class="_ _d"></span>czasowy<span class="_ _1"></span>mi: <span class="_ _d"></span>krótkoterminowym,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y18d ff1 fs3 fc0 sc0 ls0 ws0">średnioterminowy<span class="_ _1"></span>m i długoterminowym.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pfb" class="pf w5 hc" ><div class="pc pcb w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKYAAAaUCAIAAABFUYM+AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlV1Un/N9aa+9z7r3PVFOqKlNV5gQSSAygQJRRAREVJxRBVKQxtuALNoPavGC3Amq/raI2rb7dItJiozgwKipRbGQIQwwkhFSSSlKZah6e4d57ztlrrf7jPlUpqhKeJxOQyvp+6lOf+0znnHvuueee39l7r03ujhBCCCGEEEIIJyKOXRBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghROQLIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIe/FLsghBBCCCGEhwU//ICO/uLub8EBcjjgBJt8CQhAR/2lA2QAHV4CQQkEZ3U4wCiMFC1DJ5B4LUMIIYQQQng4uYe8d9xvHE5zSA5SYPLP4YDhSC6EM1pCARgON7itsOTwMBStfCGEEEIIITys8t5XpWQMEicA0KP/0kAggIGWvDIB0AItIJMsSIAwiCMhROQLIYQQQgghfJ3y3r23wvndv+MwX/6aoQSlyUOkSSdPMpDDWUAMENTImQkgdwAgip19Ah027tF2G0IIIYQQwsOB32sWvHuwngIEZ1PAAD78D4AvRz0kLyA+PNrPlL0AGcwqIHSMHLv6BBKtfCGEEEIIITyc0bFfGkHBeiTvTcIfgXg56MFlOSYqAOKkiZ18eVEWu/QEO0CilS+EEEIIIYSHBz/+G05E7u7uYCKQO2gS/AzOKDCACDQp3SkADC2jcljB8rg9NcDApCx+VKtgODFEK18IIYQQQggPTwTCct5jZgDuzoUc0Iwxm4MykOAJDnUsx0HunNGBM0aEUmyWmQrArjCAxVdRJSY8jA6TaOULIYQQQgjh4cG/Iu8BMDNmNjMicnMAVowTqUCtpMVx2rGruemu+dt2jcZjDPKaM06dXr+WLjgHU71FdmNmoOdIDoLZpMqLEzgyX0S+EEIIIYQQwtc9/bkTkZsRMQDruoWq9EtXLQBf2r7/j/7yrn/+lO7cz0UpSQujnOp+b/qnf+j0V/y4ztZd1VN1ESIgO1gNBGdMlhYi8oUQQgghhBC+Hknv7i/d1YQY7pNum7bjpn0fvGLXe6+gbbet3Ts/0K4jG4mDkNX7RjVk22yPn3rpBW/9xXzBGY2BcsUAO8hBgFNM0hCRL4QQQgghhPD1znvL3zRjh5uRpC9d9W9TL3j9aP/+etxWpatMScoYXZfM4EwkICu6qZ3aNlNPXf6Cc974Kp8edEYVxAgdgYBKJ2VeQkS+EEIIIYQQwoNniG6gQCcQlMwN0HOITi7bAQfMkcuYUKkxUhFhAxeMpOt3DT5x9e5Xvam77rYVV9RKWd/07rr0jPM//MdYM2iq2in1WkDQChRdf1Uz83WTWR4MAIjBhEkNGQAwoJAB8OV54CEgAZMzHCAHOWBRTvJrIHZxCCGEEEII3yCX5mwMrgAnMdQMJbCADACKYJxsAOl1rkydMLeqiVwsf+rau373nXs/8znauXvtalbEPKR28fZdduXV/LTHe91jAAwQ0uqrdWoiINHyTIAGN7gCRBCAHbUx3GECUjCc2Y+UhnFyOKIyaES+EEIIIYQQHjkY0hGEkBxkloAGhwfYgRoiBXegOkEKBCiVYHRIPnPttT/35nVX37wZHVX9Fs2KK7Ku61I9tVDmP/3FNd/+pA42bWIMZrBNpvdbxeY6geEEENjBRvDJ/H7m7A2p0kBAFRM7AJAz0eE2QEIBHKjjVf9aHFchhBBCCCGEbwC23NIGECBwWIaTTyZcN4bWZuo2nGSrxhIsXXvTla/4f/s33kIY9SmjHa9mRQQfWTPtzIsNzACQwwg62QhbVdubCwqjIbQ43HfTGAYYCMawArTAmNAyG/PyM5zEvyPzwoeHXrTyhRBCCCGE8A1zdW4ghwtGcAFqcyjADKeekyuY2QBLJnv2th/+4o63vG3z9bfV1rQJi8nQ8L0UefnKtTD1ubaikjOIGQSgECoABpdVFexUUgclkIMMMAEYhERuolRBsgEEJxCcbLlVsAg6QuWQAiijF695RL4QQgghhBAeGapJIxhNmvuIQCCAGJiEKrTiQKm7DnsOfv5Vv5yv+Nzp8+MRtZ1wojTqWqnqpKuozmgqbTecnp167KOQOAEgx2QSdsCIV9P+JmgJDBd4AkEJHcEAJ3YwwyuZpE/PblDAGSAjdEAiiPOkgTFE5AshhBBCCOGRQZd7SwpQG4PQwD1BDOJozFNS0ra54cadv/Bbm/7h06TtEjt7ZU7m1INQMWcyMxEpWpjY3en4Rjv3adS7N83iaY8HczYypgSHOZgK3WuXy0m1/+UFGgECBdwgTOSZ4XAUNXO0LYadsdFUv61hlRCEXNhpALiZZvYUaSQiXwghhBBCCI8cYs5YnurAAEaBG1HHyIQqke1fOvSHf3rru9+/7rqbpqyMbYxqZuiJPImbkfVLaZhExMxyym3b9vv9tm2PWQ9xIiU+bws2TUOEXQrAk8nbhJRWkfeAFnU2YgZMnQpYubTUdNg5j/f987YPXlEdwpK2Jz3hgo0v+S5/wjn7eszU7zv3NQFcCA1RpJGIfCGEEEIIITxSFDYGpUnHTAKAGlyAAmQ3GZn97cdv++3/Nb1rbz2Q/aPhWqqtQ6nARmJsMCV0pTAzETVtS0RdKcd39GQXhVSnbe7giRIZDldWIad7LvB4TN4DoEzEEDMvo6REzQjbth/49FXb/uyD6ertJzc8XQZ9jMfX3PSJD3zkol95xYaf+O4udw3ERciI4RFFIvKFEEIIIYTwCKIA++FpDBgEsJp0TWWF9y/t/LMPLfzen5y2a9+hPg1V1+S5pm3Jebr1RjpliPs4sYAdziLj0vRzv9PCdGyIU6eDidZe9CjNmYDkk0qh7owyGVL4Vev6T+JfVoMb5udH13754DU3lL//eLrqBtpz4KzSmWlDvnNg00iD4aGL907v+KXfXdh+16k//F1y4Zmj7BCwWeao2RmRL4QQQgghhEeM2uHEk36V7JNyl5pLh852vuV397zz/ZtH46GMJU37mJY6RprOKP3SZdNOyMEds5aOmbumWTO3dnFxMeesqsesiCALFZ965lZQBgAGAyC0cIflwqiO3bYj7XuTvOfueWGI67bf9PvvPPRPn5o+NJoejiptC0w5dSDK0slwQX2ql7SZ7+1LO//kr8vOvVvf8rr65KoFehB0QI6XPSJfCCGEEEIID38dACDbpC0PrYCBZHB4wy5AVofJZEo7MNhgKGg7fOyzO//X+5Y+9NFNS/PjQdYmzy10RWTUU9bOFONKULxy7siNyiznO2emNj3+0vVPeuKhP3y7HjyQkGplgisVIwaoMI82rcnnnNmAOqBHSE4+mWRhUiYULZydkgIGJAUDhb2hrm+FbroTN95617v+YtfHr+rvWTi18+xoiRaqKhGxOwOp7TYUYhd3VuaUqDq474YP/92pP/b9aePjkrA7yDQm54vIF0IIIYQQwonAlkfnAQAI1ZEBe4QKbvAiSEZEEHNiWrTRDNLie6/4tzf8+syufaeXQhV1HVXoj5Jma/qddQLNGcpV7s2Xxqybo3RrbWu+59s3/adfxUf/6WDXDsaLA16TTByq4kbuEIHIRVtxyloBEiAOZTJQBsHJE6ioJVY3Vq4cnrBIyLCpQ0ujP//wdW9/58LNt5/R2uamNBXP95EK9VucpIPWdSG1mp1hHVKlqWepwJXbNa5lQedvvmXdt15qAhJAPA6MiHwhhBBCCCGcCDKc4WDuGAmgFiB4hjmkEBiHxNc6CgNuDh8kwmev3/e2d83dtre/fmrP/ME5SqxUyLoE11Spw83cau20tGnQ71ya1trnfNPZr3sZumF79bXTjc/lQe68Y2sFTnCCEmr1LY+7CD1Ok1ZHQCfzK4AAOIG8505GSAS4q3ZVonznzvYdH7r97f9746GFNSW5dYWYzcDujIw00sU96DzXdVfcE9iUTGGFqRXPhtqla7uReDJMpvKLNr6IfCGEEEIIIZwI2BzkhRQAOVzgIJrUSWFiomlDW4GAkY+rouP3fvT2N/23uZt2nuy+tP9gN6iWildkBJtuyZAbJocKF5VSg6mx+alq7U89/5vf8CNl3ca0bemuq77UG3ZIMLJWbJS9UsrKzlicqc9/2pMtUYEmEXIkAxGMzIjEqQHB0ZEW8V5ZSNtuX/j45/e+5+8Wr/pyHjYCzCgVzkqYa8tM2w2Flio1p0Gqq5FPU++OutSmTKak40SFqS6JUp47eWMRzgqolUwR+SLyhRBCCCGEcKIgB5AcMBRBC6/BCaRCZMgtvEZXxrOG9v3/tP21v7Hl9n0tuq5OM9yvhzp2tuzZVCwlsBK1DJgmp6Fj32lrL/kPL8fLvrcdiGlK192wcNOtGzgtVW2GGSkBlVK/cEfUnL4J525tBAp2IDu4A4TGYgqbMh5nEqBfOtEyfN9Hb/iPvzW3fddaw1i6bqqmoWdwVkKijogoCXnqMIVeo9iVfXjS2tl+f+GuG3vFCNQJZWWA99b8qIvOGcJ9Mnu76VcvDRoi8oUQQgghhPBwyXsEsMANYHZxZKIGcEIuMGCxwvRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3v3HmfLVRZ4/3metar23t19LrlfIIQAQUBhYBAEUREEXxkYvIAIXgniiwIDMygIghgRUcGRQXBARmYUQXmBURS5iNwkIDDACIS7XBIgCSe3c+3uvavWep73j9qdc9LnJN2n0wmQ/L6ffPJJTtK7a++u3rt+tarWmo+YuKUkoSbiZvmIMyixdvhh7q5qZppUTVXdVZIMz8OslJrzuNbhqotwn6WUXHqV3sRD1DyrisjqhucB9ViflVsbtyD5bgYncTREXcTda61hes1ZExvOCPsmPsm2dBpu3b/X63mv32y7bOW4aEs7/OENGzZSj3Gl01aOx9YfA21mhEGP/X31eD4y9Vh1Gkd+7ZbukNGNhgt8K1OS+oYv7CZqbRMXLceGBzR+XT/Uw2+sHhvvGNdxFHt9x0Tr3q9j45/G9TzIcRx+beJPjjhfENf5IOv/kx7vj+fw2rbX/Y02cxi77ss3HI7b1O/vUV9y01zzt+XP7iOfY2xiezd18k03/qYbDqZt/hzE5i8nHr7keC+NXvdbOWz8cb8f3kRHV7rhEKvHhr9hcVPtthu9hd5Uo3w4Wi19yikiIswj5ZTMpFYR1aQioe1oNF3pR+Nm2KFSakMi5gcPaeg9dzd3lZSyDgPMObUuUr3W8EZVJLo6bdJIqrlXMzONkcU5tznlmb/+xB9+0A98+lP/dsc73v7e33O3ftZL9JqTlF5TikgxHzEUFUnWSMh0dXk8GbnXnEd9DU0mIl0fSTS0HvlWHyKWotYS0rt4XyWrDzcTRoiZqqXSh5mkJJbS2lwqIq7iKqqlSk4yRJ2EhdT5mgwuNURN1N0lapWUJVSqmklYhMRQuZpMvYaphoukPCzc3ve9WqouISohtXpI2BFTfuqQuG6hm32Hv2X+RpB8x/hk9rX3SDMLjfmFncNBV2xuMOdG2Jf02sdful2XBW735g4XDxzrxpUb8mibTT69jquwVA8/19jw012ve5Rv7Wyxbs8TPGoIxY7/UTZzCdzGJyF0K3u1bvpB1n6MmxnwWf8tNxcM6y5j25YBui2MMFzXl2zyQO26LsaLze4LelzH7hte2LmFJ7K1+12P2pJjnFQ5ujuu6+kf+dt6A5mIhG/PW+MGr1use5rHeqU33Kv9iJddj3cfvp4LO9f912/riUyP9S70rXJv9vX/gmzm0gPceCyZR5lNvevFrCnLvZq6h6qrmUpdXGqbkXh4X+3yqw587ZLL+tInSyfs3n3ySbtP2r3YmKgUTSER7slDp53sueLqg4eW9+8/oBonnnjiGWeevrTQlmpZkzU5ykxyqqVoyo3F93z3d973Xt/VFc9ZsiSzqLVLyWadrE5LH/NBR1UzDa/9CbsX+jJLqdl7YPWLX77k0suu6marp56y+373vXvn5dpvkuFeh4PfmH9kNyudfO1rX//6Vy9dPrg6Ho/POO3kM04/48Tdk6bRWFspPSSr6IFDU7F2NqtNoxZDjw1rC+qOcXL3bBam4XJoZRqaXUO1aoRFWNROpbFQ96XFkYjr/AJR9ZDemz17rtxz+VXh3uR8ykm7Tz5lyVXVsktzxBwOvoVfqFvUmRGS7xhH+0mkiJi7RFEx1SpHXOu/qTvotuXzIzZ4WN2+p3wDd/r1H/+xrR+HR6w2s+EMOhFHT+ByeJOGUlM97gO4a06wrm1J2PEfTB79YV2PfqXi+F+3YwyfHj29hG/HHhubOPzUDb56EzGz/rBmS6uEbaHWboIpeW7AvXwbz9ux7tj9WFeubngdXaz7OR69VZsYL/a4zmJZ29Y4xtav35CNf8XqMfac46zk2OgntS3ng48+Uj96WGzt5JRu7+63lXMf1/Vbff3ziGzHRKBb+q3ccAaeOPz+fx2b6msTxN+QTd1EBscNfGW2cbZV0nFrr5pLevs73/uq//U6lVZkJGZdNxu16tGdfNLuP/3TF+Uk+/avvvwVr33Tm995+ZWHVme9qSwt5DNOO/EJv/TTj3rkQ3IaphSSMLv44r1//Cevev8FH73q6n2rs5JSWlhYuPOd7/TQh/27n3n0o0ZZWhXJevXV+993wb/+h4c9KGWtIbVIylZcktk/vuO933ufu+/avfvVr3nj2/7xg7PSS/aIkNpklYVFfeHvP/fU00645LLLn/LU37zwUxd1nbrX773vXe97v7unZizqR9zWoSKac6pewsZisucbq8/5nRd+6EMf3nv1/ja1XdcvLkx271p68hN/8TGPecioserVVEPl4Gp3/vP+8CtfvXy62uXcmLrIcPrJQtJvPOPx97n3XUPCo161d/mXfvkZ7iPXCOvNwyJZ2Krq0jju8h23fc4znzJqVcK73qzRL375ypf+9z//4Ac/vOeKK7uu27GwtGPH+Hu/798/4QmPu9N3nFVloUrjqqG9pNjMm8ERB3K3uF8Hku/oPaKGirnuWFpostV1O5C6bDy11zftRvZNXQK3/qNu/ZHHFh7kJruGxzY63R6isfFpG78xXvxv1mPeZG9VN9levfF+fnNb22LjV8A3up3s6JskxdIx/q+b4hB8Ww6Ot/IgW9hpt7Alm7njf8OrHDdzu+mGT2drr8CGX2XfvKOfLb3JbLzn3DTn8m+xx5G3oMNDEZF05VV7P/axz5qNq7S1uiVR7d37s886M1RWO3nmb/zBO/7pgmlpLS/0NTXZDix3Kxddfv5v/9fPf/5LT3/GLy9OGhV9x7s+/BvPfsGll+0TW5BoXBt33X+ofOgjn/rYx9+7Z8/qs55x3kpXJ61Wt5e//LV/86YP/NCDvu/e97lrzlarffHLX33/+z7wlr9747988J9c5BuXH/jghy50E0+diEiMGpGFRe1lXEJ+74Uv+/BHPx2xI6SxCNVJdamRDt+OESYq1aNpW6/edyYhz//d//a2d3ywlJpsx3LvbZ6sTOvydP/5z3/RxV+/+KlPedzOxVZMRLyGfPIzX7jw0xeNR0vT6cxE1ELFItRSu7wy9fnVrbmEfvSjn64ycrVQt4jkJmK9pSSHxm0borX2llvPetFX9/2/T3rGl7/yjb7zIqa2uDJLXSlv+rv3vO/9H3vUTz7mhBNu1ZUYTXItM9W64SqCt/BRcpLvWL/ULsl019LCzsWJma3tQ9ecud7MwpTbcUHRUXf3qOhN9aZ2ww9at+Fx4xjDShtfoBgbj4X6djzDG+fF39T9jev3lG34qW5qLlTfxIvCIc4357dSb6zvG8e/q8R2bF18q/xO3pAZfjd4Nrr+rWsL26Ky/T+O+BbaJTdxgGbHW/XfSr2Kb6/3YXORGrnIyGTBpfWsNYp4apsFlx3/+vFLX/LiP3/fBR+psdiHpsiStI8Qz6LN/uXZ617/nnZ80pOe+JjXv/Ef//glr9h7oHfbFZFjuBBdh7vjois7/uLVf3ebW9/2kT95/5nXyJPV6eTd7/7Uu9/7sd0npYWFdtrF3r2r/WoZj/K0t1zFmh0lFkN8PllRjKYlxjpyaf6/v/nnt7zjg71PVCcSTWip0oZIRBNa136XVUST5eXl6dLiuOvyi170d2972794LKrqrKsp5a5Kk63rVsP6P/vz1y9PV3/rN/9LSpItrGk1TWosHJpasp0lisZwgahZjOTwdRsWYS6ty9ijcQkPcVENLdGquqZx8WhHeXlW/uwv3vC61//Dl750ZdfnUbNoNiu9axrPVstofMI39iy/7E9efZuz72jN2CXCvMosyYS9lOQ7rgP7+fu2yTX3wdZr/87Xm2xT1n1uxQ19jGN/HG44qfp23KS2peg96mx6+KZW0drgY3grK2gcdei7HffQxyaa71gXUG1wSHSMuVE3rty0lZ/QukHX2Hg+OtcNDulYnf6YP9NvnWNJ27gXdMNu3HiZwbip3mVkS+8GG23IZpYAWX9T8aYu6o7teA2+mdOQHP+rTYzhW4iJqJpKG5Kr5AiptbbtpJSyshpP/JXnXXTxFc1oadbPmnHq+lXVSClXkZCkacf+ZXnV//z7b1y++pZ/eNtqF2qLw/rjriHiotXERWrEeGWanvf8PzzzVrvuf/+7unvxtsaChF65/1DsnfW95DxJebHUg6k1S1JCQpoIn9+ALG1uU/V06Z7py1/xmtksWZpUb+xa8+vZ/G6Yw+t5SpPblZXZa//69ZdcfPHCuK21iuamGaXUzPr+4Gq3tLDY9YdSzq9+zd+ddfYdH/fYhyZ1tVSq5GaxK1pCLUwsRCxUQ5ojPsI8REIsIru2ESLirqIiLhaSRExTU0M++JGP/N4f/klfRmI7J5NxmXUhtri0Y+Vg144WprND48liSvmLX7pILaXUqGmNmthBSb7jPYtzzfolRx+rhMpmxoi+WR8wW7lSaBMHNFuawnMb7vQ41roOacPno7JRQ/hmV7W+9kur138Uu6XXe+M5YDa8lGszpwI2MTS9mRGGjZ7OJibM0I0e9hZ4aLa1Sxa/GeedNnsa6ahK/FZZE+yGrCx/xNOx431Njr5zTzZxgeiGW3sjXdh5Mwuk67pt8lth78K32Xv1cHHisDL5fKHmSNlK6Uc5X7Hnyslo0kxyrWU8avp+OmqSe/XSJ1WzqKWY5pXZ7G/+9h/6UnPTzro+pSTzeQp8mN1TRUW0Fp0VedEL//j+3/8/Q6qlCC1VuqiuMk4pDSsWNI32tbjklHxY8zzEJdRcZ2VlYWHnb5//gq9/7QqvTUoppIq4RZ+iTy7JY23hkPnpWncXjZRkz+WXLywudtPVnKtLb9pOZ8spte3Ipv2sSW1f+ojxy1/+l7WMn/KEH/AuWhv1syLSpGQhRaSqWIiq9snVYnj5wobCFdfwYdB0uOQzq5gW9yoeEfpnf/aGrptYWirFik5NZrXabGUlWRKZNakPn63OcIh21wAAIABJREFUyni0sxQND5WUbMwuSvId97FGiITP53hc9+GuIrGJ8ZBtm0vzemPgRnsBtuOjTrZjnGI7lvI71moK35y6PnaffmscCm/5+B830bmb+Lb54WzTLrqZ+Vvsxti2o97NQo97pdJjft/jnoZkUwP4x1goZd2XHP2w6Xjfz79Zu8F2nfu4ad42CbxbQPK5STKpJiXEq/Qp5+l0ddI209XlnZNd3cpMl9xLv7JaFidLZdo3TSMqvZdaZy7VbSiyPF4YHTp0cDJZ8HAvMV8VT5JKUhFPJTqrIl/9ymX79u7PeUmtl7Ra6rJKTbKjuqesSdRSbZtqorWuqlQVj6giZhE7dixcffVV+/fvm4zGJuHVVUK1M+mSzEwkSRVRCZsf74bkNk2n0/FkdHD/vsWFhcnCeMdO2X9g+cCBKxeWdvW1kyrjdjydduLepNG+q6cveuHLfu6R36np5PAYNW1fVMNFi0lRDVVVDRsuWVVXEZMwqSHVpRdx0aJSVSSiN+1GjanoZz9z2Qc/cOFkdMpK58l8trp/16KUOomofT/Nye5577t0/fKXvvSVgweWTZf6addORu4qUthLSb7j4C5mojbsoFs+WtmOD6otTN747X2Qt/HDbuFl3UI2xmb+MLb2jLb/1MC3e6txanxTYzVxnPsWtvPdLG6MH7HeJIOfqt9e55WIKHwLvzmEyDB0FSLhGla72cK4jaij3PSzWUrNrC5/113vsrS4+5P/90JtGi8hGk1KffTJQsyT2mw2la6MJ82pp560b9+BlboqYTrMeCKiYZo6S2lk4/37LvUaYsW99+ibRl3V+7CUvEx7kWzFvahYY8MdHK7iEqYi+w/sW1pcrH1dWVlpm7HXokmuWT7Bhjs+rn1R02w2HY3b6Wy6a9euM04/9WX/7QV3u+tJr/wff/+iP3pJaC2ljic7pquzpmlqrzm3q8sri4uLn/vsZ+957wdYSFbrpQ7jn6IuGuoqUi3WTuKpq4SGm7jqMMRXVHy4PkujmonX+v4LPth30WkRySLRZvM69dqOx2PTeMyjf+LXn3neeEHe9rYPP+uZL5itpDwZzbpZ0+RK8pF8xyXZBofJm/kI2p55Vviw246XZCvjgjfVT4efMEd1m30F9Bb4u643my3Z3D5u27G1JgButObzkKop8kLnFiYmVjtVGalGzbMTTll8+i8+5kd//JGR5K3/9L5nP+d/zEpy8xKNSiNxSDx7XWpiZTGX85/zuAfc/15XXLH/+b//yn+98CsHV1K1ZKlKrGod1zzrXUajXbNVX2qjZImkUnPji8XcpdMcbjOPUdsvjkRCfJoiaWrKiSLWpVUbNct9jPJEa9W0orVbbJZSUjP3NJ2pTHVBI6muhDYSIxFPSfqpjiz9wH3O+a3f/E/nnrM7i/zSz//Q1Vd98S/+8h01ndh3s5SruGbL1Vfzgsxi9WMX7rvLvbqwmM36ZuR9TN0blZGESjTqfc0eaVidt6nSu+Ya2SWLmESSMA1Ri1mXZ7U9UPxNb72gxFjTgSQmkaXNXezwdMLB/orv+54zz3/WY3aMw6X78f9wz//zLw/8y7/6J9FsjVfXI+41D9EImd/aeMQ9J3HEdDWHT8od8XfZ4tQGJB8AAABw82NmfV+anCPckt3nPvf5mZ99TDNakCQPetAPPe93Xt337uJHru/lXpuU7nnPu/3sz/6ERj3zzLMe/eif+sSn/yCl5KKllPEo1247+rSWpDmFS4ooKw/7kQc/8AEPPu20E7r+YDPynES8X/cltdQmjzXKAx/4wDvc4Rx1lyKT8fi8837hHe/8xBe/fDCsDjc/HflVn/vs51UermoiGkf8x2NdnOJHhdZ88TMVMwtV3bPniksuuVRFI4Z5vnQ4k+VRR21+yEN+ZMfiWFxSTh525zvfWe1d1UNV1IZ57m2tJFXFbK0Ch5Xjr+MU3i3llCrJBwAAABwf92HBcTGzWuuuXbuG7nD38Lpz1+L+A1df60A7LCX16H7wAd/vHm22UK+1uM8XVzCzvu9tOwaasqjUKnW1Td1jz3vM03/tl5fGpiJiUqrnkNFRS9zmJvddP2mt1lprJBVJIlZPOeWEnTt35LzSX6sS5/O+XPaNPTWkeIjasObC4etF45g5FaK+NuA23EMV7pE01xp79ly+f/9+0QWZ95uKiIRmjdJP73C7syNEJWopkvN0tqqqKadSex3WWA8dAlIka1xrYS+dX2Ov15l7cTMPQC4CAQAAAI6Pquac3X3454io3ptJShLqqtK2ed2YWCldSN80SVRFqqqIxng8cq9N0xxzdt8tblvxJNFmyVZ/9qcf3iaPGiYSpW9zRBUvs3VfUkvNOUeEu4uoR3ipIj5q7eyzb9N1nSU9vELvWtftP7Dcd1XU1NJaug5PS1Rcj/F04tr/EKKhambm7vv27vdh7tJ5oQwBqaaiKrc683RLIuEpJxPTpKnJfSlmqVQPiWti08KOyrdyfWs7x5HPieQDAAAAIBIR627GbtscwzQqGl03m83WZ1U7as10OltJSVanK+Fea991Xc651iqbWL5lk1JqwmM2W11cGJ1169MWJjk3qklSDpVISeyoVVZzzsNmNE2Tk5iZNWlYQnTX7p1NY8fcNlWrIsmyiA2tqNceW9tkPKsmszydTVXXFlg+osBq7duUJuNJ6aomFZGQcPfhReu9Ws6ydtHpsAF65Lc/PK54XVtw899dST4AAADg+Lj7cG1nRISHiNRaYli1TyLnfEQjzWOjlD6ktm1yr+PxSE2bponwCO/7PqU0jBnecL2LWtZkt7/D7ceT3PUrIsWjV9OQYTRufeXUWvu+zzmXUtwlwiV8yK9aq6h2XSey/i696jUihr+bZRUbMjgk1OPI1yrkyDHMIydNiVrn8Tabza5riuNaa84pN0lCw11EUkqllJTS2lhrFV37axjTC4nahxcRDwkXr7WGhKh7lJAaUWM+i+l2Tb1I8gEAAAA3m2PoI0a91ob7hnG/iBjGAGVd8sn8xr9yzTwo7m5JRSQlWzdsqLr1Oa1Dk6uJpHY8do3cZFExSyISYmES2hydVWtXdYoN10Xq/G66nHPp+6Zphoc+8quapkkpefWIEPEhCFVVQlyHh03zF0aSSKQ0fF+99reWlFJElFLkWEudNU1TSjG10lcRUbNSi6nVWoevatt2Po6n8/Zz94iiWWv1rise5pFqmIf21dWseo2hEiVE/CZcOYvkAwAAAL59j6tDjpgZUq/jePu6Vn/ZtuoIsVANtbVJUIapLzVEXWy+9vv65pOIGEYaPURFooqqRUjflZRar3707W6LC+MkkbINg50REToM54WqhaqqeRVV60tRTX3fH/Egek3b9v3MvaSUVId5VmJtODFEoi9VUjq0spJyEpVwzynXWsajUa01q3npj3iRXcTVQlS9iqXG8rgr6d++/PVPfOozl11+VVguVUNSiMXhRRzi2nOK3twwYycAAACwHcl3OPaOGXU6Xwh9fQdeM5eJb0v3hfrhxw+Refut28Jrf0mEqrrXYfQyJEykuJQqX/jCFyMkjlxIVn14hNvc5tbtqInSm7glrSrh8ws6QzVEw9VdUqNJc6392gYMG1OHBzHTUGmaZjIZ1VqSaZ1P5umiIhLh1ozGX7/ksjvd9lYSqpY83GtIiHholtoXy+nwpC8irlI8TFJf9N3v/dBf/tVfX3Hl1SYaUh7+8Ic++lGP2LVr5KLp+u/xI/kAAAAArI+6w1m1YRneeHyeTCLDlCpHlugxE0dVRTUi+r43FRUTkaR5Ou0PHTrk1fM4Vy/X/hZ2wq5d4lVVzKzGMNvL8BRVRV2i67qcRcRKqXv2XBoRoutG+aTWmpOZSdu2tdaUrnn8+T+FpVL8iquudp9XXdImp6aU0jSNe2mapkYZVuSbP35oTjlCPvqxTz33/N971GN++qce9WMnnTT6xMcv+sP/+vsf+MAH/vvL/mjHjnFcE+cs0gAAAABgA7FuiO/otFs3+ndjFYZJDGskqPj8WP/waFZoyDG6b+0PLrzwwquu3i8RolJKefOb37JnzxWWcq1x9Ojlne9yh5CqJu61lF7XJgJV1RBx9ze84X9/8pNfmM36yy/f88pX/nk++l6+MFVx91LKmWeeuWPHDg9fWw1ifpddLR4hb33L22ddDY/w6Ev//ve/31RzSqoa7hJp/rzXNnLW10OHur/+6//94he//JJLrvrPTzv/SU9+wRv/5h+e+9zfuf8PPvi1f/WG4QLSuGXsmyQfAAAAsEHOzcfvqjfRSlnwmFTNYUWst7CmTDRaFdf5XXS9Sm81qxSxZdEq2qmVqNJoyhFaZincvCTRYYUDC82hnnorO5oySVGrda7elpz7JfFJsV5ErDa5jEbdUuPu1hURK+NJN2pK9rRc87LVna5t1Sq59/kEmEmkiPYibmGmYnKwiUOTlCx6TVPXotbU2kfIO9/1f9/+jgunbrMsX7j48he/5DUHDnQiVSOrt5akxiGLmNg4Fbvf/c6yGiJTsYNiFr7g0rrkcJXoLfKb/vnjj3r8cx//X17xkz//R29+++dnpQkprR5qdCV5bzU0QlIfsq/VuP3ptz1pKeU8dR9r2l29rVObhI3i0MTG73znJ172v/52b9U9y81LX/HW911wYe1rRPVarCmmU5Er8ugqcTHfLVFGTXrL319wxzvd7vTbzj7z+Y+effat/9OTnvzxj33uPRe8/nGP+/EvfPbyAweXVafDnJ2h3c17/+XCTgAAAOD6i28YEAqRIupqNVSGmUKG6yddPdRFrpmp00TMdbh5z0JNxULs8JiSmoiEXjP6oiLqKq6uOn/YYQjKNebfRV3CQ8XFLNzVQyVEXF3EQyOGwbHhRr6w9UM7MUzCKSLiYhGpLxGawlXFSikLCwt9t7o6nT37N88fT56/+8Tmla98zSWXXZ7ykntNTe56b03McqjPupV73OMeZ5x2dl9S24xELFnjoaLDGN38Cs+uq/sOHPzHt7/De5WQhclkNptWH647tTCV0FpjlLNZXtoxvud33+Orb/3nkLbrpm1uRu3ibOWgNXl1Om3H+UUvfPE/vv2dK8vdxRdd2nXWjCZ9P2vaputWU2oihio3CVNNLvJP73rXwx/xkJSalJrFpcVzztl5yikn79yxO0R27tx58ODBE3btGm4bvLmv0UDyAQAAANeffBJVxDWquUs/zHspWl3c1EMjxF0i1F3EVVyH6DGfp0SKSMN9dK7mahpJxKpYFYu1L1GxkBpaXN3VQ4arM0u14lFVq0gNFRd3F7daNaqIm1erYeHDmuPaS5iuzdcyXMU5v4Xumos6I7m2IRoRtcZ4Mp7NZl03K6UbNW1X+qf92vPUdNb17fiEQ8vTyXiheKQ8cq8RNaV6x7vc5rm//VTxlJOcevKtkl3ad25NUgkNF6nDrJtZF7qp52xhNadcxa1pSrEIUR0mzNSwpkqZdl1q5PGPP+9d7//wgRWNiL70uW3DUhelXRh1fdekEz75ya9JZImJWCo1cjPqyjTlJrwJKS5ZVF2lih081PclFheXam2q53e9672fu/BzTZ78x4c+zKuIxMqhQyG7hys7Q1iXDwAAALhFS8OibxESa7NRzoeqxELNTULDNUKGsT4PHcYGLSS7NC451MJchhjS7MPCdzrcA7i2BrkOXxuhFpJdk+uwvILO/+ehDy1CNKQJEZfk8y8ZriqNFKpx+L67UBHV+V/zu/bMrREbRbSmTek9abivNo1a04aODq3k1ZUdKZ1cajNaWFrtZx5uojk1GrI4SS/9k9+9291Oy0lKJ/f67nt4nY0a9drr4YlQVERLn5NN+r60I9XUPfqnf6oZNWqN6ii0ibCq4WLFPZJaknv8+7N+6AH36/sD40aaRqfTaVh2y6u9h4y7Mg5ZEhtLajXpaJz7WtpmUnobXmGX7KpuLmILS80Zt7711fv2HzpURu3S93/fD5x++qkrywcWF3fmJBFl1+5dKjaf7SVYlw8AAAC4BYv5cgEmIeamQ+eFWqh6Mk/mWdbqTSQsqkpRKRZVpbeoJq5RNHrR4iohaW14qZh0Kr1JEXFzGy4AVTeNZHWkYTL/Kw89pSESGpEkTEQ00tBXGqZhKqLhKlWjqpT55q9fdM5C+75bTRrZonaHfvGxj3jOs550ysmj2i/XUttmQTR3fXUPcc9J2uwp9bU/eMLO9PRffcKd73CqSV9rNx7LD//wvc+9w2khyykVDdcwjSTRiLdtaqKWJtXwg4877xF3u+vtxKfiVSVUXawz61VqTtokkYh+5k998i98x+1Oj7I/6vJopKLVtNVoVHNEqPYeB8L2nfeLP2ZpOm6tWy2jtEvFVapJUSki01DvOnnyE3/+fe+5YDJakKhLC+Nf+9VfOXTo6te99vUf/T8XqpQTTzxBZViTQo5obpIPAAAAuOWZ3yUWkcRNuxyl8b7xmj1y1CQ1SdFIJpZETNykZJmlmJkuJ11JsmK6knQl68ykVxEZhuG0JOmTTBtZSTJLOktS5n+FaJiFpahJuhwlh+coOcrw7ZLUYazRQpKUFCWFp/AUfdKpycy0F+1VRdRjfnPgNVzlUEqrSVe0Hti95A9+4L/7lSc87Pd+9+mLC3Vh7CadpWXV1dIvS52Nkkd/IPq9p52c/+D3n/nYn/tRqT5OjaVp8UO3PeekV7zyhff67nOTribpVaqFJDcLyzIbpdLa6nk/92P/+ck/rXW/+SGL5aSdxrLGcpKVFLMknfcrJjEZ27nnnP6617z8P/4/3z9JszLbm6xL4Y2JetfmorJ/1O5/6EPu+UuPf7iXK6LsW2hTv7qSZJpkajJLspxsxaJMWrnVrXacdeuTX/2qV/3Ws3/9UY98+Fm3mrzspS+64vIrfu1pz/iJR/zIKOdh4NTDVc1vziuxcy8fAAAAcL2G9eQai907G9EmIqXU9H2fUjaVWvs296aNipTSqdeFkZ2wa6F6Fiuuw2oAOalJjNosUSUn8xCTsnOpVS2qSURSsiqhxZLkZCKlS1p27Wx2LGjOI9HqXlxFNVlYTq13JWtOVk4/bXFlOs3tJFyiphDNlmotiwttKTLKsTb9jIuaF2mS7N6RvUgObfLYZPqdd7qt1PojD77vX73mFW98w9vf/Ob37jt0VZPyuLHSddLXHQv5jNNP/tWnPfFHH/a9EmJi4RLiTco1/Nzbn/qnf/qS33jW7/7zBR85sP/gqF0axhWTdGeccepjz3vcz/zcj7atJpstjGPSjkJTSBtmokVlLKU0uZpW8ariZ99q9x//0fnnP/+lf/umtx5cnmY1dw/xrHKHc2/9lKec94MPuF+ts5NOaLupasjCqM2tF229SpJ0wq42SVWXcHncL/zU057x7F992pPOe+xjL/7K6e9597s+/el/fepTn3q377qjrk2mMwz0ra0HeDM9Z3Gzv3QVAAAAuEHJJy4Se/ce3Lt3WTSVKinlWj2Z1FJTkp07d5+0Y6zJLXt1+/KXvpFS42KhLuqhImEWXsvszDNOnUzanM1dlg91l37j8pxHJcJUIsQa8V5SaC2zc253uph//dK9pSZR81oj3LLVWrOZRb3NWafmJl1xxcF9B6cukZK4hw2DkVoj+oVxe8YZJ6n0OkwdoxaeTO3Kq/ZdeWDZ1JKYia6uHLjznc9WKx4aMp5N5aKLv/GpL3xiz2VXeR+meffu3Xf8jrPOPuuME09cbBv1KkmbcJHU1Votj7oqZnb1vtUvfelrl1xy+d69V0f4jsWlc8+5/Wmn7z7t1J3tSKuX5eXZVVcciMguSeZTjIZGDu8WF5rTT92ZU0io12QpH1otX71kz2c++29XXn11Tjmn9uyzbnXuuWedftpuNSmlfO1rl4Qkiaw2Ei9hxT1UTGL1nLPPzJKHaXVWlusXL7r4Uxd+bu/Ve88993Z3v/tdTzrhRMtiqYiYiqlUEZFIN+MpXEg+AAAA4PqTr1OpfS0qOaemVlG1UjznNMxOWWrf2kJEaC6lLzlPapGUrrm/L0RUXFSl9NWymom7qJqKdF00jYZIrRLNikUbnTRt9nrQsoZkl/F8M3zmISk1Ei5eIkrOTUS4mGgWEYmiYsWziCQVMym1z0nda7IUoarmrhFhSect6zUlFSnunYiqtX0XyZqVsjwZL5Zek0hO4i4hRbQzFdNWIs9vD0xS3S1ZreGitYomsfkiFDVLEpVuNhuNzMNNk0i+ZpJMGeY1rVKLtyOrtUtJvVRLrYiVPlzUsqh5X2qbGhUpnTStlCKqriZ97XLSGtV8LKkma/pO2rZIqFTp+uVm1LhPinvOKqLuoaJmohYhvUhWMZVexMTTzfiON5IPAAAAuP7kq9Vn2VKpNaXkVVTNNNfap6yl9qphsRjqolPVFDWbpggRc5EiEiJZXFUlQsLmR+C6tn6CR4gm0RCdiqvJSGrV5KF9qJZoJHIyjbpqKZUqTTIJV1GJiHlVqohKhIiLN6Jilny+Ap6LqKpKSESYakSE1BARDbPUlz6npGriEeHzCURzEy7DV4lUtRThw+p+ESrDnxfVLC5V1SOGq1+TqkbUkGLqLqNaS05ZIlQ1wlVtGG8UEQkNFfWqptWHpQ5VQ8xMaohZRBXVYXtVJVxUkxdVHTZWLNUSq9lE6thlpjqJULVOatZImnv3vvpEskj0jeWIKtGES2hvqUiMVC2G5IukN99RPu7lAwAAAK43+SIlWwgZhtFysvlaB6qtiOSUQ0pfJduwOnq14c4wF5Uq6vOZPFXERMU8REwlwlREPNxFw8xEzKVVNRUTNQlRSxGRtBEVCbE0EokmZRXxvmpOw8aZhg9zdapIhKQyDKLZsLyDpgiJKpZERWstKWf1YYCuF9GUxyEiLhGSTESKSO+9WRLRIlpFJNzV2nDxEDUR9dBqqZHwkM5sWAAii6uE6LAQvJlISXlYFH7486RaRauIh5ho0hBNPp/NxhqZv64SJqbhXlJK4o2KlH6WW5HwZBbaDJeqek0pT4Z1K1Iyd1FVUxNLpZPcJLFQmy+0XurMLEybrpdmVNe+1bBw/M18Sktm7AQAAACuz3BtZrjklKerZbhIrp+J2TACqCqNmRSvLuJSRaQU13mEra2Jp+K1uvswxFcjilcRUdNkVkrn4qWKiklcc5CeYxgtjGGliBShItJ3YTlJiNR5Sg4JNB+Hq71EDHPOREStEiFeJVxEJc0nKtFailkuw8WVLqFiJuEi7hLV5tOZDAs8FDUtpejw/8xLKSREoqaktXa1diIRERIqamKthPY+ExGPGAbQ1EQkDS+Fqs5XCnQXkWSphvv83yQiRCUli6hRRURy04h4RC9Z1CRchglSvZpL8uF/GhouwiNyI16GthYPUZGczFREZDSajzLe3BdgP2IH5sJOAAAAALi5YpQPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfLwEAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAACTPzz/AAAgAElEQVQAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAD8/+zd23baSBqA0fpLAjvJmln9/o85nRgMUtVcyCYyR4ExPu190SvtCElgu5e+LqkKAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+HwEAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfD4CAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPl8BAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDy+QgAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAA8I21PgIA4KOptb7FbiPCZwt8N0b5AAAAviyjfADArQ2DeLtjbm80uAcg+QAAvm98jrn5E5B8AACvyioRCCD5AACBB8Brmb4FAADgyzLKBwBc7rIxvVprRAz/vMoOJ7rsFs2tU3KfJ/C5GOUDAACQfAAAAHw2buwEAM5gdhZTegKSDwDgc1SifgO+PDd2AgAAfFlG+QCAPd56aG7Y/9aQWill+OK1jr61//FBDx3CuB/wxRjlAwAA+LKM8gEA1/Shnty7ypJ6ewckj79lA4OA5AMAuHJbXhBaJ3NuvKWQAyQfAPDdu+uynWyerzv0IN+UA10cgXIOkHwAAN+0SJUhIPkAABF1RmUN7TQM6I0javhzRAxTd76FzUEjou/78QBjOjBZ6PgM957w7ks2X5GIgOQDAL5C6V3rKE/RFekaN4ym+BIfC8BrWKQBADjo9oNUQ0TdvqSmx1utVekBn4hRPgDgCiF0xWPVWq9y5Nj849RxN2V7Vvi9VxUDSD4A4AMl37kdFRG1phSf5iNSfYDkAwA+vUNTlXycztx5oRYDkHwA8G2cTKmtQtpaJe/5KbtTM3aOZgp43jj2nUzKkXO8OG5NMWxca40Ux09+t+d2DlPLy1lgItWcYrddx29td7eX3cNp9A+QfADAp6/Ey154JIeml9LFC6+/xaek7gDJBwCoxN0t41AyXVCbOy+pKdUrpuChYUDVB0g+AODjptfb7e3Qq8brnr8opVpTiqs/Lnhkh1OONX3UUfUBkg8A+PJh+SazvEy5jXN7m6hx809D9QGSDwC4TXq9NqJOPo932Zls5kqpO0sx1J05Y171lmuq6cQto7v3ap78yvHZXCa+fWUI3Ez2EQAANyvPvdN+7qbmddYDTHVrh9NDa/cEbrkqPYDkAwA+XNpN7L3X1+PVmvDl+hNX71uAj8CNnQDwrTvtlTu5eDTs3Fs3d+/2PPfpviEUh202ezs4kcy+ocit80ke3gMkHwDwrQJy9/G8va8aPbD38pG5wy+/4Om+muqQY+O7OmuqOY4d4vULBgJIPgDgE3ddunRw7/SdnztlNb73cjNAd5W3sHfnZ+3WQB8g+QCAm5bYBRsfmR7zaSwu5T0bxO6KCHuOdXDPKdLTX23dS/l0+2VNEWn/FC/nvPd4OYqYSp/aNjYzbqaU6+ZDGG328og10okyPDSH55GbRY9P+wlwRaZvAYDvXo/HZ0P51JOUXPHBwilbmtAF+ICM8gHAFy+6V7/89PDa7kp3p87hxMp7NV1tFfWTy+ht3Z85ntAlpbT7ouO3dLrPE5B8AMCNEu7kkNTep+am7+rinqx1T9G9frDxeGsdv3916wN5+cX9u9o7z6fqAyQfAPD+vTfe5shMlbXWmibN1DLxKb5JNRiRato97sVv+WSAjQPv0AN4cdE8nwDvzrN8AMBbZecN9vN27+usFQg9xQd8WEb5AOBT2ppp8+o3fO69zXLi2gwTYilFSqWUmpoYvaPRxnHyQNMH1nYH4iL+zg66NRfo9KUgjszPefzOz73vyzghIPkAgKnZNuWFZz1ydq2bOQ8V3fZmqaaTi/iduo1zYm55Hg/42tzYCQDfN/+mvPbQrCpTem/rtWcsmVCv82lsom763DDbm33R5SuA78MoHwB8o9jbWgr8yDDXaLM4I5DOCcJDifj64bVDZ/j8ftPxI2xubU0pxdFVGQwGApIPAHj/0tvNvL2Rc+4RJ3bdngDbF04vNptwY+ch02/sPPIJ/M081Qd8cm7sBAAuycgLeu+93sje+WN2z8uNmsCXZJQPAD5ofe2OJr1ywpUyPCEXO9tESilFjp0oipTi/BDKL08gdv+11lpraZpm/LIXA301Tk7xUk59EsOR0vZcoCmlMgzdpVS2TiDtGbWLmiIi6vM25elDK3/n9qx7PvNzh/6s7wdIPgD4LrF3/OtvsTLeWWN05z6nt+/Gziucf67X+RCOPMe4e4+okUDg03FjJwB89N47t/SOz065tcG5uz33fs4LGqm+csrOSz/2a33+AB+KUT4A+NClN3HjSYukx/bXt+btfM0RR/96rKCGsbKSSjwtxvB39swX04fWdI3qq/H8lqdMTrO5s3R3TO/Q3C0Akg8AODv/3qorah6OMT7e3+NGnth7Fy/AsBWfr6zfa33gez/tgxN4qj5A8gEA5zbexA6ZuIdrTZ55Qe/VWlM6dj7bz/LFns1qraWmiBTDDCypppoiYjPuN/xNPO91d56b3RMYf6Sxd1xxcm9v5d/WXahbO9/dm2laPtevp+8Ukg8AuGbvXXGOkK2V7s564fSXjzc7tP2hXUXE1nye48vrvpThKznn3ORSSkRumibnnHOOiFne3eGwq1RKSimt1+tS+uHoWyew9zr+yMW9635A8gEAr+296+72BjdJXn6ImnYb7Okxv1IiIiK3bTuMsQx+/PgRkfKBW1PH/9zU2Xw+y3lWa+q6vuu6ruvGo3O7N2oeGX8z2vNtf0N965F8AMB79t6Ux+pGX9weQtzcmnh8ks/pR9l7Y+f+jfdN/rmJrrZtc45hSK/WVGtZrVbDBqWU4Q9d1+2ezHB1PgwDRqpNRNu2bdvOZu39/bzW2Drc3mHVvY/tufT/tr99vvVIPgDgg/bemUG4/xD11PbTxxXHW+5eQTdNM5/Pc85Nk2ukUtPj43q1WgwDdDnnUsomySKiH/3r8Iec87BOet91KaUmUklpaMXhBtF//vlnePXQe8P2m9Qcloa3GINft8t2KwuRfADAW12AXtBy6dIV887qyYP7SdujfJs/r9fr5bJ/7Pq+7zdfzDmn0c2f4y/uPYfnYbpSxlPClLJer3Oex/M2bdvmJvq+77pua9DvrAld+A6/YlPm9RGBSD4AcPU5taZ2LxbHq8bt2SD+jlA97yoOncORFfNGVZbG92iOBuhezLa5ddfo7lGGwbS+74dxtpRSKaVP5W4+b9s2Ui2l5sg1pVLq//73b4noS91/qRxx1rV8jVRzpJqjPs38WWuNSKX2OTURsVx0s/s8n7ftLK9Wq1L6iPy0mN/Letzz1uowWnjBee2p07PSgttk3qEfgMt+qUUg7yj7CADgU1/Unjtfy7WWcJh+lL7v27ZtmqbWOrTfz58/Z7NZ0zTp5cDdbT/PVGv998+fx9Vjznk+nw9neLOWALgNo3wA8Pmqb2uSyYlBOGX9uq0JS/b94bxCGwb3+r5PKeWcf/y4a9t2Xftu3aUod/PZ03N9Nwy/iIgUpdRSymrV9d3Dat3fz+9m7V1Kdb3uSimRntfcMyzz7X/pDM0h+QCAY61140PsfUDu5Q2f6ayxrK3XXtBXpZS2be/v5zmnvq+LxeOiW5auv5/N57N2vDrfjZJvdMtrzm3X9+s/i/Wq+/Xzx2w2m81mfd93/aqWknOWfN/89/e6vTdlfUiQfADAq5LyrPHAy6Z4GV8uR8Td3d1s1uSc1uv68PDQdd26rp8efxvu63yneycjou9K5Jxz6vuyWDyuVnTWwFIAACAASURBVKtfv341TVNq7kqXSsk5VN/H+SG/oJHcmguSDwA+UI+dTKm968jtPe4FaydsffWyt7OZ5bJpmqZphhXyHh9Xy+XjMAlnjGferLXUmtNNs6qmGn/jIVKNWmtJta7X0UVKD79+/ZzNZluz4PAZf2uudWKG45B8AMCVL1t3lwc4OHVkei6XM+dx2dpys/+nqjx6S+ex1Rpy5Jxns9lslmtNj4/rP3/+jM9zGNR7+QYj4u9Xai0R+S3G/iKi1LL5IGutEfnpb1KpKdVUl8tl163/+9//3N/fr1arWp5ie7Nq3xWv/oXExb9fex86fYt0HL7jhx5zfeV389Cp+sFA8gHAl7qE3ay+kK5xu+bbTbw5PuHxOW9WNh9G9ubzJiLXWheL1Xq9Xq1WH/n6dXsgr6aac1fKw8Pi16+fbTPvaldrGb9HP7Qf9vfIWYHkA4A3v8J7u+0PzJ95utCmtGV9uTD60VONvbPCNE0zm83aNvcprdfdw8PDEHtt2568H/U9xaj8nt5dqiktFo8Rzf39fds2XZdKKR4J++C/d1s/4df6XZ7ebIfGw1Ufkg8A9N4ZF7UH/za2Nx4v3X68FS972G98nZ1zns9nTZPX6/734qGUMszSOUzX+bEveUtKqUb6u5p6TSlFTWm5fIzIP3/eNU2qtZZS9i7cx81+ZU7u5JVLU77d21R9SD4A+Na9d9kzeIcW2Zu+Ut/F72s8ANI0zZB2KdXF4nGxWPSp7j6IuNn+oyXTi6clhwQsJedcU1r3JS0fmybPZk3O+eRAKO8YWm+aVa/fuerjfWUfAQB85GvZQ0e51oDGxQWYc27bdj5v2zaXUv799/fv3783f9U0zXCNm3M+lFgfS4zPMNcas9m81PSwWNZa27bNObu98+P/GvoGwS6jfABw09I7axn0rVJ6uqh9uXT5012d9cSxjh/3eVyubuZnSakM92T2qdb6vKRCRKpleEJvNmtrrct1t1qtuq4rpeS2KSkNd0Uee1MRqeaIUnPUYWH0SGmYIzQi1as1YY2oUfPzieSUIqWoJVLUKDXlGi8Trm4+jT4i9f06pbTu08Nq/fNH07RtKWlzfjWV9HeliRffo80Ej7tLHW6GCr/wmM8Vo+vQxJjHh7ivdQJH5uwZf33it/LLf9+RfADAe15eT+m9gy+MF5faOWI+n+ecuq4sFovVajWO0k9n98bO3dHU1WrVNs3dfOZ6/bO04g3OZ7S05BkTvWzt008Ut+HGTgC43RXkDVZQ2D3Wkck5J972OR6hms9nTZP6vg5zcg5/m3P+pBevU26X7bputVoNt3f6MVahao1Px3+5AOCdrx1fubenP++ruCk3dm7+eegMh9s727Zt2yYiSqkPD4uu6/q+393bMM3JZ/3W1P1X9n3pHx8f7+fz+7tZ6eMt1oj3S/HpjjLlDm1ZiOQDAG50OXvxjZ3DZetsNhuW1+v6slwsNkNew9IFt7+Iv7rjU4kOHbt8fLybz3KTy8vW5UuW5Mk5Ni9YuA8kHwC4Bn2TA102Ycxmy6Zt5/M21fRnsVwslyml3DS11q7vIyKGCTkjhmrqS9maovNT9N7TOzjwWeUmp1r7ru/7ml3ec/7/NQDJBwBftuImLo63+69N0xx6VZ12oJOPIW3NKrl5Va1ps77C3d1dzWm97haLZdd144lDx2m32clZvTd6pDBFDNEVx26yfKdL+VJKk3PXdcvl8tfP++ErNdUYTZy6d6hn88XdP2w+gS/wDOTV38Lx+YT2Pjj6Frk1fHeGdRq3frCHu51f/FYemNjz0I/ExA1A8gHAV0jH21/kHbpIfVqfIXJKKefm/r5NKf1ePCyXq+HC93sOZTw96Bip67paP+Xzip/o/5J8qDOZ8v9N3jqAQfIBwCe7rt2dLfPcS+EDI4SRLnpm7/A4ZFmt+uVyuS59SjGMcowHN76Vvu+byOv1uuu7WdtGxPOkOdUl/vs2YX2Wnu+uPDmSNnG344lqd3e7eYp17+HGQXjWT4ifKCQfAHz9q9vTfxXHAvKs3e5dJWy46Oz78ufPn1JKzRGRv/NC0n+XVi9ltVrfzWe15lrCj+vV++2VO7nuUuzH62vchMdv6RxvMOX3yKLtSD4AeLfL3Le4CNu6Xjzy7N8VL7uPPH00+nodnpvq09O0nPE8R8s3+zFIkSM9f1Bd17kU/7CdectzOPRre93/Shj0Q/IBwHtebl62zZ6vDMN2T1OzxHPhpRdXehE1xfPfpv+z9zY7zjTLvld8ZGaV+3nfvXTEjAGCEZfBDCEmjJA4EwYMuAJu4AgxQ+J2uAYQSBwhIR0hITHjTNhrvU+3XZWZEWcQVeVy+aNtt+12d8dv7712P3a5XJWV5ZX/ioh/qLmbKOyE/N5TkvZxBd1aU6ogotQaYmRCM25BHL8fUbZ5o3jbVfjhqCPosTO666XGYVxhmyO7c1AIgKoAiLnWUgQJQWj4AP7EyX9allyUQnzp04pFmqUCqIJdncM9E69L7AS0mTAF1g+c5u6fCPju6eDefXRM0Xm9qOOSz3Ecx3EeuuS91YP2g3seldh8G5xsM6cNx/9dLjbh0EsHQxBq3QjU/kRErLUSSoyhbRsRGb9iKzcVwNxcdLv2vcFKdKqFO7HJA007B92mduK6OA4EhdFKFFU1F2nbMCW72mAuRv7dCXNsg68V0hn9fvBdEXhP7GkIzOxej98YF57aKNTo0ATWuWPracl3kWD+ijPBccnnOI7jOM65UvDjj/ZPpaKpDgG8cUsiSimFQH2fRbVtkl+LdymliPgK6ja+l9ft8JRIu2kgehaUuz6M+a548+xNxyWf4ziO4zzpQvbxBzYtas9s97cQk5axOb1lbfeYcb3uNptNCMEl35mSD75R6+2bCK3rdn5Dn5X77WGb2Yx79+NC2p2RZe3WLI5LPsdxHMf5iWLvVjVOx17cvqUVgGzFSUQxBiLMub5uOgBkYp8D51Br9Tqr6xxi73FTzLtlfLyGcKHTbrjD0zrZA32OSz7HcRzH+enL6JvIQgBAEEAKITAzIPz991spxar43CziIsk3awHnI3eNyPlEuXhpse49NN4Hh8hxXPI5juM4zo2XlQvDvflK8Uhj9Pe/cZZyeWpL85O8aElqG1vb9MURImJqWmbquv5tvcm1EtGo93Z9OPS+gz/vaYYIIkA0HDYzq8rDZsJ01mYqg2OHihMfyTk3J5NgrU7ye98sx3IURWRfvZzOg71IpO3N9neO52r33Z27Hg+cIxDOp9CxX4nzf1j2nTxdBzou+RzHcRzn2XXj1EZh199v9596wded44Y/SQ4RqbVaGqeqIoWmSarw+22d+1xEHiHvfvzzAudTns489DY/1BPl4K26KOpzHJd8juM4jvM91697q8MLzADPD1nYf06xJiKKbVtE1+t113WLMBQCoAu/yxgiqERfaeSeUGl83OJlPuHvZNp5sAHjwpcF4f3yPI/aOS75HMdxHOfLy7lz1NoJ/XZR8tu73hJTvZkV74nqZrPp+34uBZ1rlcAXM+287aHexL7l/KToTznx/WTLU5rwUHDvmOqDQzFAl4KOSz7HcRzH+aJLaj1/dXt+/tiZvp22PTMzMyK8vpneQ2KCWacH2yM9sHzuq1/o752Vd6dEyruaoNyws+Wl+5zdRwcq+o4d837hn6s+xyWf4ziO43yfVfJyFXvrpep8Bdk0DTNtNt1ms+mqWlGfiCIiEdZaAQBd7F3FF1qg31WjPolWebaWdwuPoicfPccln+M4juP8REl20AZz/tY5SZhqVXKw58u57ZWngAdzPutgZolnnQhjEBEVocAAUGsFwBATMG1yfev6XCozD0cEAKCioAAKIEgIUGfVfLaJzBoQjB9aVjR9QEmQNQlcjJyNxsPWwfvGkgAgu+Y6kyUkAYCCaGVmVRUtAErACsuIzeCX8zRC6Fa3xsEw8uLWGNg/9f1aOMFjWxw5KqxVAgLv3YnzNno30be2Q7O93T/4KoBI89mPiHIgcDf8c/Z7sNWluNe9/aDTqf96Oy75HMdxHOcLaMuForv5Mk5VSy1EhIRm0cnMKQUB6Lq8Xq9rNb3n3FglIv4g68VFp4T7qZGrm6fDhfWxF+zwkH3Lmd9yPLcTADzE57jkcxzHcZxnXevfZEV7k6DE4MwZWEQsKBFjDIGseG+z2ZgC3MYrnI9BRDP9/FOG9AHK9jq19lmllSe68L2rh0+bvjiOSz7HcRzH+VIr4Nl27zq4fCT7dNJ7q1UDADmXt/WmSJ1Wk76mvKHksxxCVSWkL1eLdcNUzw8avZz49KX3wlyAPVgBns4A947qjks+x3Ecx/lUPXbnL9JZw/XbllTtf0REmDmliIhvXb/ZbCyZ0+qRYKwu87lxE8lHRFbG+Ll9Gva/+jG64qxTVoL3FZ7e/P69ojkEPMEDEdeEjks+x3Ecx/l6wvLRoQZCigEYN33puk5EYoy1Vmu5rqqe2HlDvlZHvk/Qe1/tgK8QgVf4cCoouupzXPI5juM4zhOuEQ/a6J3ZGe+cDRauGNOXLDYTkelITL9NEbwYY5OiiG42/WazsXeHBgzjoR5cTdpOVASJnme5+VQLX0QgpEEwqyLir1+/piGdFPX8sE8f/13PbjFXrygWPX9in9hSVRX0olvsoiNZ3IDzy3HkVnp3zOWduxIPvHW6qfp88LduojBL9QQ82L0dPA3bccnnOI7jOF9FK97pI/PPWpJhjKGvmnNer9eqSr5evOU1BVMvqgqqY197FLl972+4JNRzj0aOl+quO90j72xzxnHeoyH7PS6i47jkcxzHcZxHrM/u+9nxjXOCJOcfgAUNEDGlREQ559dNN6/ZUxEi8vlwUyUGAMDMRCiiIjI2XLzx+v7djMHH3DIXKcCbfMW5/pwwb5KB84LAD9xTeuxGu/Q037Vv2XnRby3HJZ/jOI7jPEyzfa2DF5EQQtMkVei6brPZVB2zNM1JkhncrOV2ICIggGoIYbpYRKRyl3jO4Uqwh1zQKzKWT2jUq/Of391mnsZ5Q3X6wCcILvccl3yO4ziO803V2n4l0hXLU2Y27dF1Xd/3IiJE3mr9vqoPAACI0K7VGF9SxLtYoZ5ZFHpD5XCFcLooDXVe4XbTG+rARz5d77moc1zyOY7jOM4XEGwL/4Z9iwUAUMB9b4ednSy2P5R4djCeM//I1FjP/iaiEBiQXt82fe5VFZFQQVAJcMffZbnfpY3F8EW24aMXyXroKxF2h/Px02F5QGiWGwCgU1N7VR0GD+CgT8m9JcddY246+//vFtXp4lkGgILK7J39yX/V4OCRv7evLNrjHb2i9qZut0JAs9I8dI/jOC2HP+3EBLb+NHQyp3vHvgUBt7mcuDvUOPyh4K38HJd8juM4jvNoHXhy7YV6WjEMsgFPx2TOMf03FRdjJKIistlscs6qgEgKQLt7O7hDHJeWemg1/fDVpR4brUPH+FAQD4goFY0hBiYrwdKpLx/A3C9n7tt5vyX7mXs+Z14d2ABnLx75HlElQBiV8OK6yoGufKdk57yR+vzsjhjY4t5QvNdQ4bBI3FbaBqTBZnR82mKlsGbSo3s3jF43QXU+t+aiVKenLvjFE9Qdl3yO4ziO89TS7vSL53/8gFo4FN+4NOjBzObPmXPedH0eezAMrRo8IHDPSWJXKISARFrr087eg1Jw/rjhHG8YPX9YphDxje6s4/mZepHWXT5C0ANPT+aqq0qd9jz5Hu08qcF37vHznhAdNnRxHJd8juM4jvNQvXerHd7W2xARmyaWIuv1OucsCnNDTos1OXdiCj3FGD83/Pgpt8Mx8bZvQXndjfb4JNhFLHGu7qYon3VAMRfcocsgnlJ6Z77lOC75HMdxHOdJF7g32eGxEN85thaIIDKYtQAAIsls+3Py95yPKD4EIED+gj6oHyyluyYv9OwN7jRp393tZGw7vVKn9NQxHdeSdYkJAIBJD8X5ToTszhGErgwdl3yO4ziO8ywi8IrPnhnWmBs8nKZWWa83OWf7p6gAEnjZz0NmxaQFQiCR+nMm/1ly7qoWgp/bVmHSe2aGxMyBhhxpmlVgiiqandC1Tedd0Tku+RzHcRzncWrtilDDsaiI7nDBB/dftBVhKcXq9MwKcm77MV+bllKGnntEoNeXNs3ZsRjx1emRCULEUmtqE6I5gSyv4H6y57v1cldcuDPn8Ok9f7BByGLjyUV2/kopBYluneS83Nv8LrP0S4OI9iPn87O2npZEFGNkHhRrURDRWqUvudY6L8FV1ZQStxEG101k4ralvs+2N9j9IZjMk0SEiA4G9A5GBYfjH3t+7I+t47jkcxzHcZzHcSKR8oqypRCCiJRScEREgBlu2nXNufpqm9Ie1u7PJ43PFFQX6AedAsi4v5dxVOQ5H/2Y/Js/PZkez9iDlRBCShERLIK32eScc1eybTN24NgqLnt91cSpK4OC5lzaJgFAqVL7XEdHn0nsMXOMsdbq94/jks9xHMdxnmVBfHO9d2ksZQq41VqZmZl3lumewPlp8h5qrQjARE8owM/Xe3C2vdDB7pH7r+hMFl6Xw3msivWKVuzz3hhDU8qpYA+RmAIzB7ZmG33JOZfc5yp1YVI63YaTYrRmjEQ43YO11re3t/UamblpmqZJqiqipRQTnBZpzDnPPZYcxyWf4ziO43wNvbe3c/z4d00rVNsJM6eUmBG8VO85RJ9dFA78bFfjnOnxrqA6tBO81R10Orf5TtN7ctoMIYQQOBAQ1Kq51Jxz3/dd141CjqYbcKGKF7mgJnAnq88py3q9XicOq9WqaZoYOefa971lXzOz37+OSz7HcRzH+bba8qIQn60jp0VqjKGUqqLMbCELjxV8puBDUNUQAjPVqqD6sMzOSwXDsdTNYy5BH7FX0W3c+bIM53dbsV961ojLPQBA2zbMBIC11vWm63IupUxpljElERFVqXVocDL60CwH0EKFRw7YNs4511rX63WMsW3bl5dVzqWU4veO45LPcRzHcZ5uxXzJKhPP/6JzrGWGOBIzM6vCZrNBkD/++MO7LzwJzEyIRQS+pqPGx/XeY27Jq7968t60nOhaoev6ruuKPT6xjgvjoxOrmzVvlWMN5aeAnm0JCFObhqnGb5wJKiNd15nqCyHUWieLXcdxyec4juM4ly0Z8dD67FKHwI/otBPvzuuI4HjgxTabbx9CoMilyNvbWkRXKVkbBlunoiIAKYCgAtLkJDHtevpD93XplEd3yJsTBzP6nVjHcqMTS+39wTn3YtLsEwggAAQg0wHgNfu8A1LbwG0MKgIgSKCjc8niyl4kBW/YEWR+AGYcsthSFA9cKLxABx4wrQWylFe7OPNzlwoIiIcn0LHoNx4eQzHnHCBCAKm1IiJzHLZUAFEAoEiIGFNERFX4+6arfc45W+o1Itn3bl0xiWDXDnduwyoIAEC2sXnkipKq3dMKABQAUAGH/RHbCRQFEambTpBeXlqOLAK11tGMF5hJVRYjsN8R3p/yOC75HMdxnJ+u957ti/Zt62EvzWwh9rbr5nGzlCIi5Vw3m87WtX65n2bWATFNbjqAz9vM4nTg7nRo+nyx9+C7FRFHdbrTv0RkeGbAjBGDqm42/WbTiUhRQdGdU8YHjb+p7vV6XWsNIbw0KQTKucLo6XLiijiOSz7HcRzHeUadeXqhfNCQcHrRXieilBIAdF23yaWUEkLwx/xPRYyRmRfxmaeajfeIGX6kfd+tvlRqRSZrVScigoBVQggAQBa6Uyil/uP371JKFbXUThWl0WzTbFcedoEm092+783A829/rIhC1xURsc4QjuOSz3Ecx3HeWSPe7+n4x9e4Z2bKTX3emNma8nVdl3MWQHf5ezaIMMaICLUqWis3/ORb4KIpOsWSz2y9cO59cdNW8kcVFJPFzVRVCQNzEyMhKoBUJQQEUFXzZWGiau34CEGnpyoPFFljOrcF9MwwpuT8a/USI5eCqrLoKe+BPscln+M4juNcv1j83IM8sZKbFoUxxnka2LRS9IXgU4FIMUYAsDI5kfrMM/DYzHl8YuetzmhwNkqRGREx5xxw8mExxTf2T0cyB5eig8sOIo41i/qw6bIYpfVmU0X+6dcfMYZa4Znnj/ONcdNnx3Ecx7Xf7Y9wWl7rHvYus3lAoiWA2ca2cp3bbzhPIPnMO+QdJf/p98I9bo37t7U8IPDmMHOMsW1TikSEfd//4x//WG82AECESENvTOu/Zw9QBvm3u8NHSm5zQrJ7HABSSrXWt25TwbM6nU/Do3yO4zjOV5J5p9fcV1Q6nchtmwIjB4MnU9rY6VK96cUpfDfqPe77bHpv8nWYCoEeLy08rriYAHZRRCS1K5Hh6ojIiazOxTw56C47l/3XKa4zm5vrrG+46rbV+H7bj+sSPu00VHV+HiICOHQ+OBZX25pkzh6LwK6LpgXrQiBmFtGuz13OteZaq6qKeeECgCoyYa2m9JCYCPXzMm93BhmgioCq9dW05u9//loxsIX0PZjvuORzHMdxnLsoxoftZKH3iGhK3YwxINJQvCfiF+hpp40tyol4T6rpU03jq2f4bW6NDzxcMHVnSmkKcYcQYmQAqFX/+utVRPpaxDpk2Ge/jlDCWXv3rusY8c8/XmLk9bqbklMdxyWf4ziO4wrtQ5/6lETQRaTFjBxgNH4E0K7r+r43vedP+p95KhJRCAyz1hoPnufnB/rgeDj64H/e7E65pG3DFNybFPXsUUhkRiJWlb7vuy73fa+q1iXPqvL0K8m9UQ+r2uQRkc1mE5jatokxWsTSb3/HJZ/jOI7jfP6i/4NrsknXpZSsI7PF97ZlP+7P+WTML4ql4H7WNboisfPEND7/schZTp6XT939lpWqGmM0XU0Etcp6vck5d10HACEEJcRRMimqJUw+LYKAe1mlQwIqIhGJ1NfXVxH59etlXnPoOC75HMdxHOeWK+Z7y7/9qiorTLKARs7Z9N60jT/pf07VZxAREWrd1mEC6rNN5s9N7PzIkxFmTikygwis1/1ms7F4+FTX1+dsta9EJAAiQ26nINBTyiXdmyBTzaKqIqCI9H3fNM2iM7vjuORzHMdxXKQd2Ow6K5ftBoN7O9rWO6/v7AdUD1jt2SHsC7yFluMQmJkIS5Vu09VazUwe1PpI266HVaK5Uuxlr9mbH5KF7+7iwHDph75r/nXb6zX7AwFwvg08S52WKhAhqDBCCgQqO1mdOh4knoq24Z5Z/7sC6V1RpwfHxzyEdufldKQKIEdSOk8G/fCcy6xHjsjeFRAEa5w3HNW8BwmbjIshl/q2KX3fl5InRTfsVCVwsNu01qrbvE7FC2bnA/uw6/B9ePAILJFVQEt923S/fr2gitjvC4xTYmh5iA9oQ+q45HMcx3Gc59V7Zy6DTqy5d1doh1eFUxPnfYPBcUmKB/dtBWAwqwQToC6XoXgPESw5DbeySLcHgHp0xXjusg/3z2jUWmd8+AaLS90TRLbWt8X/ED4DVdVd0bQY3k8JgOD2DBRi4DaGaRW+r2TfnYEXhXH23T4PHR7uf2x3Y333E2cc9hnRbBA8dOQTHLjWan6VjKiqOfcxhKZJliurqv/8j79KMWsWICIgWkbIbNaYCcooH4drMM0R1N1ps3eB8KGz58TIKqIiCkBfSiNqBqNQZZot+LEp5Dgu+RzHcZxvovce8NXDK7M3zj+8qR8DEYUQAKnk0nVdrXUyJ/wJFxQPrVznynlP4eCzncBQyPfcN8JFD0rO+citrsXky8Iw3BFN0zBziAEU+r7fbDZ9LvNWKD/gV264BSzHm5sIrugcl3yO4ziOc93a9yxHirvFkabGYgDQdV2fi8U6YObm8o0vxH6Rla3+53o4MqeUrH32kNWmzzWXEGDs7q33nq7nbnnyM6OoPnI6J1NJz3wSsbPNe1MYZWtQxMwxBiLKufz1+lpKKaVIFeIw7xb47ZMYp4pQc+9MkXEK+zuOSz7HcRznh0i1b3A8qhpCCCEA6Hq96foMRObVCT+1JcPcwQIAiOjXr5cYo1rH7idb6I81hThIvloA6XMn4VjLh1fMWD2jlu+K5uzvLzFDsCcdTdMAaFfK5u0t5zwZtFDgUmXeMv4n3AuTa0vOOefSto3Kl+s94bjkcxzHcZznU2tnuh2e43R/zko3BK61bjabWisS6s9IWjt9YaaSs5RS2zYpcilVRGIM9JRrfavDtK4A+ARz+IYbn3E74Pu7wvdvBJNyfd+vuy6XLCIKCoQ2qkUqIt/qUcsXwlxqRCTnvFo1gOjZnY5LPsdxHOfHKbTrdnXF3hYfWaS3iSoT1VqJsNYaQlg4hYoIEqmqtdgKIcQYEaHr+lKKtVpWBaCdIMb+cc4q3MY/VN498ouiIuNu9f0Npt3ibS4uAtgCl5mbplmtmkhYq9Raa60phnHYp0NQ+OQsTwTQ1CQALMWKzd65Csfm3rF0yhOX75ocy7mcg+XOcTAh0neP+cxiv+kgRQUAYmDTMEPrOYW2bYEQFXKu6/Xbuu+m6C6MhkU69jP4UXFvxG2fCSLquq7Wl8gkZbxSOvq4jNfI7Todl3yO4ziO673rv+j9mN57y3FTMla2N/6BXZcnE8IzO0fP1us3UVufjGWxqiqNpVxW3Ni27UvTgOrbW9804YlbUU9OMw+VntOE04MHNHvj4+N2k5E3CTc1MZxUDQDUUn+/rUWklGJSEBDnvS7Uhcz42AiIXNc5Lvkcx3Ec5/ql6rHGaHNhdVHl0iJ+ggAWv0opIULfD+ac05b7rbv3l3ffLKWt1opg6XtDpCLG2LbNKiVV7XvTw2g1XU85xwBg6LRxpvy+Ysl+yE/o4jl/3cw5P5n55DmDxbet4cZWwyi+vr525sU5RsWHRwC0LYl0xxKjlBKJfRwcl3yO4ziOK7dbSqN3nSr2l/L7S+R5CJCZQwhE2Pd5vV4PMY0d/XC+YMALPvbEVxfHzoSImFL69etXIBSBrutrOGQvPwAAIABJREFUravVyha7zAyTdccTnbHaNVWFoZXiJ90gi5bcc1149FkGnprz80TBj7diB6t4ZN6Zxqpd11VRYRqdcBBlXzA6AAB937cxEVGt1WN9jks+x3Ec50eLPbiRrcVt4huzjxNRjEFE1+su5zyJvVlt4QUxve+R2Dk12iaiGONq1TJh7ocObJN56dCo8FlPgQmtkzieYdd5sD7zhs8jTuu9cxw7393+0tsBEVOMiEiEi8KzQSdb9M8OHEEBPJi1T85ZRAKRD4Xjks9xHMdxoagP+IrlMv3Qqn3eSRwRUxO7Lm82m0UgZXvAP+/BvSk6Zn55eYkxIEK/7q3W0QYnRp7KHQHPdYl8IMjMSChZRIQDf/tb44qdtG3DhDmXbtM1TbKWDNN9oWNBJNj/WKhPlXYb+3l253QXOI5LPsdxHMf13mVbKuBiGXVIV5yy6wQAAUBVUSUkyzsc5ByAAnBgAu4rdKUWBSJGxGoenjtK5qhohFn+3vTm0ZNFQVRA62OnY+jp4sjMzfXz/BQG2VxLjPFl1cbAKlJrZTYTQlUV61C/KRU4VFBVsCYNqKJK1pbdTnIuufGKs71C6oECAJM2gaUIAITYSK14MBiplrwKAAf69okqAU5WlrqdVKrHci+FjkxaOFZ3ejqCN1wOJYBFYiXtfWTne2WbX6w0ekjyeJIxRmYqCK9vm74Wrbn99aIABGgTWBAKKsvyRluct+u97c+O7jj6zp8r+RA5Lvkcx3Ec13v33MleTdPoPwnWSqsvpevz5Lr+M5doe/0AYLVaxRhjjCIy5kZu21owMyKYw82TnhGg6dLzO3/cJEn4xCs3tOg8v5vJKFWHrg8CGkOIgUU05/yPzaaUrIQ86FlXcI7jks9xHMdxnlvvHSrzO9Y5DRSg1tp3fRWx+jRzL/yBqs9q9ojI7PhfXl5emgQAtdacs707T3a1ckez63zOsSIeum4MM+Hag7xaLp6j9+7XsR0AApKqSpVJ+zFzjIEI1+tuvV7XWguAqhCFMcDryYmO45LPcRzHcT5V793E6X7YElEFrBpt3pEMfmoillnwmzlnkyIi1Cqm92x8pkDf+E995h7TTIx46/LR86TjmcG9q/XemcNuzy9MrocQmDlGLEX/eluv12sAQCYacm9xqtrzOJ/juORzHMdxXLY9Wu/d66tVrWZJQefVdz9T71kQDwBWq9Vq1ahq1/VTQG/RZsAiouZSyM/qUhhCMB1rB//By3q+neYJO9kLtB+e8+wD39XwNg4xBkAUkH+85q7rcilEBKq1ViRW1Vl0zzWf47jkcxzHcZynFJyXtukbS/lGPTMTexYboR/mty4iKaW2bVNiEci5EoB1YphaNQwWJuPf81b1Twjz0FRwSu+8bu7he8pKn7X7YgiBiEJgRHjddG9vb1NAu9bKzCHGOkv79J8ax3HJ5ziO47jiutmnToTUlt0RZiac11VVKajJFmZmmvWbVtXJ22PXA3Ou9/YtQM9h6md9+F3AwdPy88QCqcAo6hAxNaltW2auudZaaeZ6Minh+VVQ1a7rAKDWGkKEQ9mGc4vLB8zSuVliCIE5lFJhMtCfXcU9h9XpgI/ueZgS268AER0vpXmTXv8YYr9Xe62z4KRut7H02ikkO531oue79ZnkwCK67rr1ZjO0CJ+ebhBV0CqVAMdPueQ7f7Itp0oIwTPDHZd8juM4jnOxXNxXYucv/RcfsUImIhIp5uJ4V238VVqxT44sq9VqtWoBoJRq9i0Hx9y2t8Iws/EEfMZYKCLaEnznLA49XDiwlj/3YiNYl4ZB28+n3zti71ZRwdF4VucKkIiapmEGEXjbdKWUruvsVpp7rjofG3lY6G0LqPrIOHf/0fYhcBzHcZ5HsJ1f+PSRbQ5orSNCJYTBvLHv+2fuK/BgXWTFeE3TNE2jqrVKrfVYBAxmoaSPpEo+RspaD4l3R2DBFRNyPtsvikV/fNrLzGZ2ujQxWg0jvL6+vb69rTcbBSBmGO1Vp4cRpEBetXft3bP/UImI1MsgnTvjUT7HcRznWfTexzfYLr73kvEuFX5EhEQimnPJOUstdxVRsxX1cChPe6VEpG3blFJKSVVzLlP64rEo35Q0SARDouCTzb2p1DDGqAo30aUnrF8WeZWnp/qZz0FG8Xbu4dmFCCEwD9HXv/5a26ONSgCEokMCZ2wSiGuS2886JopxcLgdfgd8mB2XfI7jOI4Lwht+8MRbFu2pqjkP6W1M5LltRtM0f/zxBxHUekErwikalnN+2qUtEcVItWzbx9+jmcQxmbcvmO+U2Gl1mMxsecuI0Pf59fV1MiktImbfAgq1VhBlL9i7HbOszhgC45hYC9cWADuOSz7HcRznSUXaxd3wZn/vu+ergpofxtA678B6+tj3Lt6yxuKqUnKRqmPzMbhfhd3ZtXw620T33rrB4YkqzaNPKqBKSApqdUeBw6+XVkRq1fm12ElTtFK1nQNEAERmUSgiigQqeyd630E+MfyAZkUCgQkVtMp8clw9dRHAlNUwQY/XBJ6d2Hm6qhABQEEVZmahOs5/AEQUu2QAzJxSIKKuz+v1ptQiosOnEQMxqEqpw5UD3J9eg5uLAo5tGnT++kMvIO4emE7njceHTmD8TVBQeJimVURSFUIk0MiEIsPYPnGnSscln+M4juM8D2aBiDDYIb4nb0QWjeMsz40Ia5Wu63MRJkaksdk0HtJgJw/ovWf2e/s8mdh5ysZyuSbHc47v8BAOH0MAQkAiqQKqKcaXl5cYg4iqyuK8pjYMW5k0y11EJAAgpiJQFaYCOHv93or6vVM2FaRIkEKwg5gcNRRNEp6+asfEmMIhRWsDfI5u3Heg3S8G2z+QxVSQWgkREEvOwJRSihRipM0m//79jwqD2lTcngXp+5dDcbjZhv+0scKtFPy0h004e+6wL/2m6So63WVM9LBUagtx27xPgcc+iQgKqoqELvwcl3yO4ziOc4c14hihMr2nCjnnWusPdJ9fNJmw/xSpzNy2bYwBEazh3qXLXNvbFZ992Bwwa1bV95M5b3sK55TzHXz93GAjmsBRIgoptU0Cga6r6/Wmr2V+db7fE6DxcYhO/SrslVrr9LhHVWut/EDbTPteJlqYAO8nLziOSz7HcRznm8uwB8gba1ZmhTRGzqWUknOGMQb1MwffUltVtZTSNO1qtQqBRUTkgvq93R0OhXzwfC3ITfEzMzPtNxWE84LGFz1f0N39w5FavkO3w8XdR4aOfMxN2wpon3O3zl3XVR2STr9Z8RjqNgIJQ6wPFgNORDjGP5uYiGjTdw+ZaTBEjlWZw9Qkw2We45LPcRzHcbF3n6UhoqkXZrb4VdflUsrUsVpUf1qcb7EANYePtnkJgXMuHwlBTN4tzygSEBEwcCDCrss78xBnQaLdc7nhPD9Ry7f/4uKDB/rC723fti0H7kp5fX3tS5aiMUYUNNPOSXh8E8kHO7m4lreLdo5jqWqtNXFomzbGmFKqtT5G8o2XDAAhpWQ+Ov6b77jkcxzHcVwB3ivTyfZswb1SqjXf2y2d+rmjbYE+a8YASrXKPP3PIlXnX5fpo6WUqQn4s507McHYumA7De45904843g33He+SEsplip/vb5u+q6OzzisyeTwaEPkm831Xb03m7HWHBLpj9VLDCGEEBhKkd+vb496uDDUDI7tQNSjfI5LPsdxHOeptcFiTX/dB99992C22wG9gTg3WTm2jJ5LGlVMKTBjztL3RUQAaL5XndwO8fAJIiKcXLhfPbB4XDjdfG1outcSXKfTRETm0DLXWnU3ELEYip0EyPFiDW4gIyLCHP/+1+tUM3kwuDHavjw04lRrjTGCaAih78tCi+rlc3i2mcBe4HR/DKdBOz+x8507TgHJ6jBBBGqVv/76K5sJjw4GrDbWlzXye1ZkGkYRmfI2Ee10GVBAAIAQY4xtTE3TEJFKLaUPIZWaS+3hIVncls9ZS26aJsZQS57fce8+HXAcl3yO4ziOc2pFvh8eGZsgQ61yupLqe4+VqS9bJe/2vVDR22SdLRTOU42AXffAjICi8qVX2IhIe88EcimlVmtiooREBPINp7GqErHF8XLOMQQkQgFVBQUO3DTNKjXMjIgWzydEVSilPvCK4/g8hY89SHIcl3yO4ziOc0rmzbvD7W8wNRKwuFYIkLP0ff7h5TQH3EqGv8WMDW+w2gjBfBFt/0814MwsIqldTbWdNxvVI+rRWj2eKNK71JZzCl+PWgKtqbrN9lqrqCihjgofgbb64xuA0xOK0XqXWVW1ChMG5qZpYkrMbKef83DLx1VbRNddJ3hFP5PrNDnUWgkxpugd1x2XfI7jOI5zzSL7XW99E3vMzIw5a87FFsfw7XwLz8RGY1oET9HOoW3ejaIQRFRrtaHWJ8tVM2mUUlI48LxgbCyOB7XZB2X26bfO/xarjRxciKBOvQe2icfWpwHMkgho1qeddF89gX6xG384xcmHptZqSq9pUoqRCEuVvu+3ZrNMRERMXZ9zLRQY6oOmm6qEGEMILvkcl3yO4ziOcy/tZ2GrWtV0zk4P8Z/H1HzPWhTMR++GiWeIQ2EbjEapT5XSZqevpkg/Yybs1/KdXS6oMBqrMjMz5L5aoG/c53hHDL6kaK3AJwSXqu8LzuFhUlkYGRED88vLyyqlwJa6WcyJ11o1KA6TvKhu+s7++aiQpyJiCGG4C/zH2nHJ5ziO4zgXrZpPr5VNYxARM+Vcuq6DMb1Nf/Dz9qlNxWq1Ckz7LiO3GpxtweSTDbiIhBCIMJdbSr6FgY3q1q1xX7Mt/r7oGJg5pQiApZTX105qZwoQRo+ibc7zt35yYYI2pRRDaNtExCDS92XSgVuLVFFAIKac83qzAaYiEoAfc6jM3DSNzYWf/LDJccnnOI7jfI011ruLlTM9Uc5JcjtnjY0gZlEBAAAEsP3qWZkT9H3OOSPiu/tGhAqiCAFBVK2fM4xNvwRJgaZV/H6oRHArNc8/lyHL9FBRmW5bxZ03InsHw0AAgGg5jApaSYFRf61eUmIAse7z46GiheaQdrvG6TvVfawgo9mpqlJgZFjnDIg6rc6H/tjTaco4sJaOSHrIOQaPn+DhwVREU16oADY/EDAAAqgiKGgNig0FBuir7Deps8uqV6U6ijXdthk5TAaYJdAy7PplZpXJvXH4/7Lr9ik6zAJzYQGgGFIKpcp6ve66rq/lhRmJBSohqiohAxAqoxKoIKuqngjrPVh/4HszVlQs2ExD9iaBKimjbpNTSVRLTSH8+eefpnVrrbXvs1QbPUKU2UjWWkNqCOn3X3+hElQIGG5y6qzDYevsjHDU/4iIKn+2zSqaQa6IuoOL45LPcRzH+dmcNmI557Nz+3tbyudccs5W+/SjHq+Tgg7SRXWoaAJmjhxSE1JMIgIgzLePdQzqehbCeqplrogw8zQZHpB0eqzxOh5/BDD9gxBFFRCIiGNA1M2mf1uv7SlGCAG+y7QmBRmMZLe2TDjr8bhdy4bwt7/9jZkQqZRiF3Fbtjd7RDWY0zLFyLnUef3qba7s6ec4qkxkt5i343Nc8jmO4zjOxTpwuV5EVBgMGEMIzFSr1Fqn+r2fMFYLG0IEUBUigiHHFdrUNG0kIhUVEavlu4nGw9miFhFL1WdugxFjFNH7atGrisUWIWIRqQBhSFzETa7r9brre1W16FZfMjB/mwlMANZkAeezpsqsLhRg1tZ8epqz0HtTKaPd+8zMhL833c2vuCIclPFDk0CAGGOM8fTv2FRee0DzO45LPsdxHOdJ5Nb9vuuCA0BUGZwtmEkVbDloK8JxVz9uLWXtqgEgBAohpBSH9bHc8coiYBnbM8DzVU7aDLGKrxNNPp7hviOiEIKZf6z7stls+r4fdFCtiMjE3+83B0cNNFweKQANjOWRtk2tdWsJe6D7xU4CLROLgsUDYQwA3vC3YPp6s8aZ+SENxi1ev+e45HMcx3GcA2u+S6WCiiASM5uk6ftc61DYM1tGf3/JdyDQBxpCWDVNisG6hIECDSN8F5GJCENwdWzx91SBixgH7xO4f1an6kmPFjwl9kyaEmEV+ftf6/VmM9wXAJa0PFZ6ftVZfXD2MSACWi0lWTuN2KY0BcpQFUTGjE2iofHgbnQUZ78kRISIm01fap36kYgIE9375yvGmGKEhyQPO45LPsdxHOdLCr9LlQaHQAQ5177vp+CeWAKfKjP/kAbsu0tLSSm+NG2MLAJVqqWcTSvmuxwAovnj01PGN6ZEOzvOhX3Lk8DMKYUq8o/Xt67rzGUUAEQVVKfHGV9OSOh5976qEiIzp8i/Vi80c5YdG0/gIplz9sQBpyA2EZnk67rOfgRKKbed9vMQ3/weFNVIHJgHSyRE136OSz7HcRzny8uzYx4Vp9fT+64GRzK1dF9XzP05OTCA5iyllKkOar4KnKJ88+86tttLa36u+9T5K0o86Pd/5DDGeAeoapPiql0xY62iIISoCvudCRemF8f2vBi0/X4DVmMmomYucnBRfnQa3CcKq6qIoKBksR3mpmmmhMAbrv5VzdgVdgd21DD7YhyGJMD5HoQwxhgCIeJb16/X60HdEdXZE4v5YZsT6zKX8Qv+guA0gRFjDG3bphCGWJyaDMbxFtuJ7M0m2DAJcRRXiJhS7HKeJqQp/Ftdd93/Y9w5I61Wq+HS7Fa67h2247jkcxzHcX6MaLxqNY+W/QZIOQ/9lyc7h4PS5TuPYxUeY1bMzMwvv9Kg1lBRDsmOm8kqnC5HX/JTTa0ppXecLWh1fCeeUzyGxWMLAGhXLTOKwOvr23q9lpuK0ue88QmRmM1yExFTCimlVdMwDQ5MqsqEzOH8+9eSKksp1oCx7/q7nwjuqHFVTTGGcLj1iOO45HMcx3G+mO76XCxxCwBqKWbnAO81Z/+ukAKStf9Si2WFEAhURREAAYHumGY5uSMSgTxZBu0QfrNGhczWK++6ktFzpO/520+PJ+yStW2qAJtN7rqu6zoAYCL9Mb88ZlTzT79ezEi21m3EnuZWnGeN8BByD4FFtsYtj3zMEENAtNaQP+L3x3HJ5ziO4zi3V562SmZmVS2l5Fx0aBZwwR6+5dDFGJvRrGWhbe636Bz1Hqk+fIV9liQdl0EhqA7DcmIhvnjxnKliiZ2XeQ6pWpEeMxFRrfX3etP3vSVzfsv43iJ7d+50slq1KQZUsOAeTCnZUqcPnTm8iGghPgDYbDalFgC63xnN3T+nGHtKSSu4U6fjks9xHMdxrmcy6yul1Fr1jIK0b6z3rI+ZqqaUVqtVIFAFqYAkY4ewu3cbH+1SVeoTRfmseAphkBZEVHc78p1ZO3qXNVkIRBRjQITNpn97e8syiD2L/lVVILTr+z0iRIq7PfcAUkpN07RNRIRSFWpdPEogXFxNfNcFBhEVNATu+7zZbOCBZr12fCmllLhmxe+cluu45HMcx3G+1jrs8gXusZDR+bva2XLrTrL4/BiKmS3ZpuhMrSK11iqqgEhwdiDr5gv6j+xw38Bme5pKAAoKo/mHTqc/twUhIhu21aqNMTKBWjgFdWqTDrsh0EsP+F0PnsEVg6mKFpFn09MKOk2hnIsN+Thb8KCLz7s73F6LcUaq4s5EncVXFUCgEhKOU5yQQmRA7HLX96XrepEKRJYWaG33EPH540QzCbc41mm+DZNQFXiwmzGPltS2TUoJEaSKiMI4OpMOHy7E8csx1ZFOd4X9iIQQieiv17dcqo5HtuhfcoN5JQqE00kqiAKkGNs2qYqZdPp/vzgu+RzHcZzvxmk/zCOfgW0vrd3Gcjo3wtvdm4iWYi4cCHsmeFe3Px7X2Xpig0fVCiIAjUtGHHPi5oMjo1t9ZaRfLy/WfmA8GPs/OnhgN28PTYhVBAmlaj2g+PDdYdf7ixsrOKxVRplneu/g4b0n+XD6+CytTwkQQHEsHRza6Nn/EpOIgEDgwMwxhF6l23TWg0HNSnUmb56zjyTujs78D4TZWCjOppkJIgJQqAUBQggvLy8xxsHsRFRFhsHaa7pgfRkuE+QKIcRaay5VYHgeBLsZmDeZbtYwYhCrAKSKiG2bUgxaCzHV+s5DqMn3yCv9HJd8juM4zheWf5dWN53zuoJOZi0/cWDn6hQAEVOMTRM/dzymzmNPNVbLmXOjOk8TqDhbqut+fBqX+1RVJk4pMaOIrtfrnHMdUxm/+qJfD3WWnzqCTBHpGGPbtm3bAECtorOnOR95EjE+qxmuCxFsNvXeffC2gg0AFESVmWOMBFB0UISnHw99v4pixyWf4ziO8yO4PGkQ9huavf+pH+GMoPvniuPrCKBVmGi1ekkpWmM21XkHMHjYelJEOARRzTnf1SfmqnU56Di7zPT/Vmvu8xOJBQEVYowpRVTourxer7taptaF3yHIs6P5hlsaEVTExF5gfml/NU0iwmqZnLNM4w/qvfmlNF/Wru+3lxiHkkjFG9+fupuJ2qQUOIjKth3jnp73gJ7jks9xHMf5WXrvTJh5Z80ESEiI8t2fkQ8VSvvhE1RQkZRS27ZxMOdcLiiPjc3NV5xjW3PMpT6jXefsOEXktvmSexnHB7YgImJq2xYAci6vr2+1z4iIhJbZePM820/BatemthIIgARaBVWZedW2q9XKxF6tMneRnau+jx8GEXGgnCXXMlz0MeEU4cYPiqZg79iUMrRNQwBFBACnGKO3X3dc8jmO4zjfiqt7nZ3+CBHt++b/oJyoodJN56VTMaWmaWIMqjCF+D5RStl/3juV7haPJPB2u9pK6wNnLaqISMQAnKJ1E3l7W/d9DwC814Ph2aKjH9eAAMhEMcYYY9vEwFiqTi0o5gmfNznxbVEc4lu3PtilkxQEbznzt488ECMzM4uKiDDxk98Ljks+x3Ec55tztVhaVN3sZ8ed2PNFZp7z5+KEtCMmh8KZ2+ubua/j01yjybN0XBnXYsV7q5eWCAF0cHVUy6PD8yXEpYVt71ZallJEBC5f5qrqA+xKTriVXjpQ88Odj898Q5urQ889qa9vb1Wk5Lotb/twQuNT/YzsdJJQVdDEoWlS26ShpUqttar10jQ5dOzc50N6wMz2pLsSEUmVvu+Pzf+bt7c3Cx8iWrUtAYpUe3UR4nMcl3yO4zjOF9B7d2Wx+NMhQEK2Liy5xBgXuZ3zz+4/UD9RrPXBOq7h43ceRhz6kQ3SYhAJtTJRSmnVNkTLgOqxEVi8eHONYU0aTPLdMGhzy8GEwdvj2IF9JMJ2uFsJqDUEVNGu7ze5n/IM530NvnSJ1yRpEFEVcLwTVSSl8Kv9FUIIgQmh1qoihDTNvanR/MHZOE/7POcYpvieNYfsuv7EfXH7Xy0z6oypTUlEUYEAp5viotvTcVzyOY7jOJ+m98751NXJnIv4zsxzj4io1ppz1irMzMw/7FothzSGsFq1MTCA6qx675DkANhre32/Aw0hWFbn113LztvofVwITf0G+r5/e3urqPAdl/gm9oY/pKpCQEov7Uu7ijGAgqqMTTtQ9P1B2I/EnjmdVBUJQ+Bapeu6Wivc4enGwdNHxMC8WrVwh3JBx3HJ5ziO43xD8WkrPPNrERHLFcSlntGfMD5ICmJty1BV25jaNsVAqqqyHQMEWPSWO9xq7p4LX2bun8+r85GICBER4faqjK8LWuNBABgKyUi/1UQVEUAIBMz88vLSNq0qqOjUsYOIgfS6p0JneqKOrqeYc845T4+R7hp2tlpEIkoxhYBSdSFTn7O5ouOSz3Ecx/lxEuujsuQGayk8qPpE5GDzvZ/RnmEy7ldVRQRmTikFJhGw3uvzYfvc2IK1QbP+B4hfWM585B4hIuatJ4slHluJotX4IaGM1+n7CT9EbGJsmqZJjYrUWq1+79L+E9dlP9pmlhRg2cXHEpjvIcCIKKaI6k32HJd8juM4ztdcy95pEbObuAUwuOfv5XNOT+jn24/+lT/hktni1fq5BSZ7jRd+Nk+w3AeAyYmx1PoDY30hhJQCwFSppzYwOOYcft9nE9A0TbtqW0ZErLWYsBIRxKEWV8bsT7i4aaeer/qIqOu6vu/1iIzEO9ykiBhCaCLXaj4uiHDj7n+O45LPcRzH+TSheH6Nzf4H5/7sAKQCoDQCXZdFBod7Wzwj7vito+k+nBWz4YNSqKYjxzPO+qgh4dAe3Hw4lVQAAEFwSAQjAECtIBoQVquVWdeoDuers0RBmC1nZ+PzoajfRaWbqqqBC0BRGRvfnT2YMHNhvcXVUwDFbfSMFGgWKlUEOSPVTlAA7Cxo3A/NThxQgVARQQFVVdn6EPDbet33/R8vLaU0hGgBFAmRARDUAqBf4mnFgSFiFGDQWoG4APA49xDgX/z5AqqiVtc3t6kcepUvko6naXzgRcH92w0AdwKGuNPHTwlFNKSgAJsu5yJz35QdD9vTZ7g/CGqlinbhUFWISERECxEpANfKzP/00iBokUxEZuv0rsicOxJ7bNBxyec4juN8Q8xdc2FtT0TMBAB9X35Wz73jmNILISzWhc8WQyOiWkVEbHX+5BGOEw6uwz8VFPGEKFBUJjKDkBgjp4AIr6/rbugFt8Ih0/brxnoOHLz1mkOiQ+8TgNxDvZzux6DDLwUiIhNtNjnn/IDJMzUVBICUEpwRjXR/Tscln+M4jvOzmGckDpYLFt0DqFVKKQfqefQnjlLTNPOO1U/V5mvuts+EXV8ssXMbfvxC+mZXV+gQuzohh6DWyiE0zYoZ1n1Zr9c551orEeA3MexYXsZAbKaszAyiwIuJeGByflABHu8DufOuqsYYAbHrOjPRuaX4xAOybfojhLBarSwR/diNebo60Z9tOS75HMdxnC++ZjxvNYOIxAQAOZdFe72f7AA5uV8MjogXaukHM3lmDEvyr33VliG+sXH69jkFhxhjJIKuyHq97rpubCNpji3fRvhtMb1HRIGZ7l+aeDK+d+BmKaWYZ4zdOHd9zDEdXozxh3WOcVzyOY7jOM7Zem9nqQ5fAAAgAElEQVRbdYaIhKpaSh0tHw9klNGP1H1DY+spHHq2j8VdVd+8f91QlgkwxWZF5Ms3oNP9+rNt8RgHZqIQYinye/06BPeYpzaJ30ns4e51f2lXKaUYwv4V1jPu+lv9esDYHWGQ2YSqul6vLdQ2D4nfaDrsHNVQVasQY2jbFjxS57jkcxzHcZxj6zlTC0QESDmXnDMzW4rU/Dn9j11OzZetlzrdP/4gLTwrYt22v4HmMScdXUxaZk4pBA5/vXWbzaaUQkRIbKdf7Z+jYcyXGgecq5vd4x6k7J+/Vr9+/ULAKvU6nXanxyJIJCI5ZwtC3lr+H/pGRSRMMaWUpnzmM4/Wf/8dl3yO4zjOXcTVbT91otfWmZG9IVoyNlvPuVcFZt5/PD/7W59nSD++tEVEFdkXdbXWEALsOtzMQ2qfNIVwX4FPKbiI0HU9WHkbs3WNPyfQh4hVKgIyU6lyq5OzsZ2eGoQQprgjghmKvqcK1Lwah0mnqpWUmFJKgbnrNv+8+Ucpw5eJAoBdGrUpfdfe34/Q8DClTgqoMlHbtDHG1AQRAQUihN2pO7Vg+ODvj022xYsioky7+d5DANwEXorhH3/9HqffHQefEKsIqCJCCOGPP36pHDCt2S/5O633XAc6Lvkcx3Gcb4g1rTaRUGtVUUD6meMwacgQQkrJ1qxD8POJI5xTkaEp1amD4ucfmNXhjSLZNBjiZcvrsSBx+2ijaZsQgqr89fv3ZrNBRB1043xvCF/fZch6YFpLC1BNIb68rJo2IaCKgM5Gefdzj30uo1M0L8ZYqnRdB/dIaR4vqXWOMOsaFQHQpmlw7wGQd1xwnui/X3wIHMdxnNOr+Xvv1pLfRKTWKiI/cIlkIbJJUViz9dM+EM8TCthf5tp1fKpgxSSkaYwPKajCZX29TfW1bZtiEJHfv1/7vj8jyRa/4l0/T7e2E4wc2rZtmoSAdQhr3vGX4ZJfnq1bLBH2fX/CMPPGTzoAVJWIYowgw7i5zHOeEI/yOY7jOA8Ve/u6BRFLKebxCD8yr8nyAM2aJYTw0qxC4IPj/7QlfNaTmplF1MqZ4Ehi3mcuekI4NMnxvbMbcm5TijFGVf3r9zrnnHMmIkQopRAzjJ3fAQDN7UW/qnXLaAyriMpERJBi+9KuYmSpVdSianq/35wLf3zUKn5D4JzLer2+n1et7o6Seee2bRuZSi6E+uS3quOSz3Ecx3EeLHKG+F6tdfL0x6Ea6mdBRFKLtVlv2yYF0m1J2HIh/oSX0ha+VpBZa5l7eNpZfNZBWxAGVG2mMdM0ogio54kWIiRGphhCqLW+vb2VoVYNa61E3KQ216yAOuQzoqKifvnb08oRm5RSCi9NqiJS69gwszJNAvcpjtY6er69vZlbrN6p3nWWrmszv23b1WqlMtzIHuJznvS/ZXwIHMdxnM9aqE0mJfOKNfh5ayaTTCGEpmlCIFUQ+TIGjwt/nUWS6qcf3MHjvHSRn1Jq2yQir69DGwZLHWRmFe1LhlH+DOjXXl9NzknM3LZN26Rah5Cl3a0hEAAAyhMovsG+xZolWB3pIrvyfjLMCkSZtuYxTzT5HWeGR/kcx3F+BO8uevbbCp+5w6kn9WTgAbNaoPmD9uEjyABgvZtzsX7OgMgKUG0BeVZSFo0NsnW5PlcEQFB5kpw6nWwPd8cZRezgEVGlNE3TtpEIrZ8bIdywvcHyEhxa3x+UOiAKqtMD4oNpkLbqHYO0UEoVxbH9+JDueGhUlhdUVQhZQUWE6DbxTFRAQFUBkCYEZiilWHrn1Dihgh7TrkQUQoiRi+jr73XXdSKCFOZXFsbAIenONR++/suYuMwNMDVh4cBt27Zta5anw0mOYsYmqd2CCkDLiSrvnvXw+zCfWjocxjTNLEp8+kdpqOKLgQO/vnVdFeYoCDRrqnGj+0iHAK4CA5CIVH1p4kuKUCtCBbV3dr5xFoG87OmJ47jkcxzHcZ5dQJ6QHIjIjADQ98vivQfkRE1C9IjwuOdSenYMiEiEk1XNr1+/YoxWDjfYAH6pUKcJpMl29dnmKhGJ1NhGIpIqO5JQD6sCEUkpNU0EgM2mX282w8OJYdp8v6X5dhwQ8WX1Yp6xFoR/cjVCTIGG/HAa/HnuePsQwZB3TZpSCiGIFBdsjks+x3Ec5yupuNuKjXlj7rHTOoqoiI4L6G0kcN5x7q6aZ/yiTxJIADgqD2aOMaaUppG/efPox0weu2rzy/pEh4YIACGEWgV2zEWHyTA3qLRL0DSJCLsu932fc5bxBL+L7f5OEwVVHcN0Gph/vbysUoBd384nl6uq0nVdzvmuh2rResu7BoCXl5e2bWGIS5NIJa+XclzyOY7jON9MHJ4prhYO/qJaSl0Ig0UX8nusMnd7Nx9eyD5mNT91igshxBhTiohDcMxiFF9LVOjg3wjWwk1EnicINkZzNYQQQiil301BxIWwsfFfrRoReHtbbzabqY/8PGP5q8dzhrzHMekUAURKE+Iff/xps1FFbEws4FxH15anVXx9n/u+l6kTOt7pxrUcAVGFEMKvX7/MrxWG6KgLPscln+M4jvMt5NylasQWYZOxgarWuqwcO7GAvmGQ4U5hzKtWjgqjWYslQ06Ol1902kx+FebtAc90IkQEKjFGIlSVobxQD7ihWsTV+kys15vNZjN4cizDgN8qfw8BACFxbFdNagIByKj3pvjnk89MVS2liAihVQLfK7Fz/jgmpYQ4PFOYlzE7jks+x3Ec5wuLvYPbnPPKJAms2XoVOJEgd289dmkt37CS09scGILC1pwzxcjDkhq2Y3Js7fhIpXrwGPY18/SHSSNE7Pv+2SY2EYmopc7WKoRbvxAdQpQsIjHGFIMC5NxtNr11DbFHFSoyD/R99ZW9qqKo6VgEJeYmhVXbxMAgUoe+GjxdWTij98ABl6aTs/fYP898LrN4V6p0XVdrBWSLwwLd8RohIpE2Taq1qsok+YjY/uk4Lvkcx3Gcb85+JueUrFhrFZFpNXlwjbhYT99c5+w+j38nsRPNcnFWYXhwh6ePc6oBQ6mgoGN8Lwa2PEgAwDFrbpHd+vhrd92naq0pJQC0lmjPNBuHQjWL3U3pxGNYUhFRRdu2jZH7vphyWBqWLJXel7RvmSQuDH6wQohN06YUmhCJh6RFxGHanzm9n+EXRmGMwdq1uXMfyHlMe/YiTxG/Y/fUiVvDI4SOSz7HcRzn62HRKhN7Jglmhoc/CwJAFRUVVSJKKaUUA3+fgMDc12RIgHym9auINCkSUenz3J/T/o4xcgoIsN70b29vlof8vZ/I2KBE4rZtVquWiQBkHvD2VuJn/r7Nx9WVm+OSz3Ecx/lxbP05AazM5gePBagMArht2xgjojlADN3nzwyhzIMbn575uZS1RERUSn424xl73BBjhCEmo4eCMPj69rbZbOwsvqXqQytyG4XKqglt2zapQURRAZmGhd7Ris8x3z5fMwNYs8dxxPDMQXMcl3yO4zjO91kPze0NzQ3iGxncX4aV6jFz0zQpRbDaMPgK3veXyHuYvFueD2Ic5+HOYYtqrfX3elNr/dyU2sdNRWu7166s556IwKGMZdcq5wwnAMxUn+s9xyWf4ziO88Ow4NVUFgU/NSYAAAgYAqeUYjSvSJhiTVd0tH9OY0ATfZO2fyaRA4hISJMc3e39KH3fl1LnriHfz3pxykKMMbR/tIE4EgBIrTYgtBAx8B07zd9pSHdfJcDqg+O45HMcx3Gece3ykW0mD8NhJQ0KgIpQahERFRwegeM1Xz1fiO+twi1QtvT9QwQFQZx3X9t31a+Xjg8ePYxtG4ltOVQtltFKCoiYUmiaNB8iBTxHVJxwizm9/aVK8vj2aOYy8/FDyw+cNAKqiLTpRRX6KsBBZOhCsS8kllp45x1zPpyO5zaiA1VIpAlhve5qrW3ThhAnUUNIIMtw60V67+ox/8AThMXFA905YCLMqMoUxrFX0EyQm9T8+ecfVl5rAc/9s75o0N/NND5zvn3kJ2joojE7JrjNhbCfNTMsVQBVyAqKOzV7NDtxM2E6ZUPloVTHJZ/jOI7z5UWjt6WaLbppGpYQAoewGKhvdr5j3OwZT42IiNgqSdu2jTHc1lzm009Z9yXgoQvUNM1qtbLY+1efgao6RSbv+pszd+BE/NBX+W+j45LPcRzHcT5TrN52jwTbuIfV7zEjPoc8uJ/kU932734qRLRtGyJNKTJj1/XMHEOYVuDXHfMnnqle/n7btogYY7RrdL5j0HPep6rK4yk8RkqND2vAhZvjks9xHMdxvp5Wue1SfpJ2RGTN1pkJZsG9b/mw3yTf6MuKT3ZskFIiwpxlvX7r+/7Xr18xfLPFzzt5sCmlqX/Gl+smv39LhhCYeSe/+G6TZ4pdX/1dX3HMHZd8juM4jrNcjeEITA/Cf6RRC6paDRszxxhDCEyoP6A7hdV0WetFIn6uY2NWwr//Xpec+806pWTS3FbzV6/CP8t7VvcyOVFN7Z06GGuRMt2ky/q3r0aMQVTp/ldhnthJRHibfXoCvOOSz3Ecx/myi3447Mrw1IubW60XSQUG6xoAgJRS20RbW1vEb/q66+wuvsTVf87WiyXnruteX19jjBSD9dwbTWIA0Q5erz7rm8+li+cwAur789z6DaoqM3+5xM7FsCNiKYUC3/9Wss6ZiAjM/JG0Tpd5jks+x3Ec50nVzv42UyGQLZ2tdTXMwghzj004aXF5+kj2d7W3wdF11WSMiXCDRbnZG/LMlGVh5DDoPR2arccYUwpzdXddZtfD1ognbVHHazHbzDq5wXaQgYhyn3PO9i7CE0WQkGi92RCzTdGhk5oAIRB9VKc9XjjZrMJdO9qtZ6wIIv7649fiwAb/2Nmjhyvm2/kne1Hw7fRtbnsjolIKM5dSUoqqkPs+xZd7R8xsmotI06TVajUd4v7tfKKpI+7+Xrj2c1zyOY7jOM/OfGUzxXZMAYaz66MWIcFr2xV8tlOiLhe4ls+ZUsTPUG6fOCUQUES2sl/0CU/aIs76xa8GEk7zbZvSiQCgCBoDvby8WEcQuLDH4NPG/eznhZlrrcxMxG9vbyr19HOKG83tQTCvVisrWHW55rjkcxzHcb4GN4ls2KN3W1NOzdYvlQqfvsq8wr5l8RFEFKlmhxhCiDEQfjTF8UuoxCHaCYiICjo0YSeyfz6V0lME65d2Tg7klxh5VSUFuwER1Grz/unXHymlEAhmKsgezXx1q9ip+DDGqCrr9Tql+JhfCJH6snpJMagKAniPescln+M4jvNT5OK0jrTYzu6D9vfr9+YL0BPZXKeV2E1k0a2WwiGElBIz7ZsIIlxW0PjFooK49W55Zl0hsE021X1R+IXGewg0oYKqCCKCwio1q7ZtmgZQpYrNoOkm/ep6zxJWLdBHhK+vneoQrL23D42lajdNKlVASgwRHMcln+M4jvNVNNtHll8ws+uotX6wUuWg78t5Qkg/dRi3fzdNE0IIgQBAZaeCEUERLzjQL5cFalE+W5FPJX/4hJ6t4xEdcLz8ghJoumWYsY2r1WoVA4mITb+pTfkVu33A85HrHqmoaoyxVum6zqLLsFcmd4+hXq3aEEIpJdzIsdNxXPI5juM4T6335pLPQnyjlwleVDU0bfbp9pU36csXY7TVoB7oc60/IhNs8rJHFFm65jh3uYVViTmE0LZNCCQyuAeB6Px+PPORypOfMjOrKhGUMqQVPEaLWlNHVQEAIlJP63Rc8n0rJAMWVS2ZCQIHVhTAoiiWUoHqg3ankQdi7LVHRNaIgpUgq3bdmkUJUqYQIfs43YOqHWBDGpiVGk0iKCwMoIVAO8W/FCP0PlD3WdGIAiMCQBVShJaU/hCsQH2kBBprB9w+iTKcQjqTVwcsmowPC34EJVA4Fu05vUpbvHuFIFSdCw8dD0MP/O6cPh4FAgIFQDL9ZhsSQq3aMKxiQwSmf2HWwmv8PL+7Gn2M3L3IQXGepmuhO1iacAoiA4AqEIYur+1Tood7HuBxpUjbbckuh5Xb4Y3ihLjd4XBcpDta/DxDF907FdvLTAWgTXecdkjDmMuw3dgHcHZqu/McRIEPXBAEUBBVJGRQkoKIqUmr1SqEgDj0fhyUHijN78fPnnjX3Lm7B0aIpZQYY9fVv36/FrslgYbhtDtdkYa7XBRtXtH8gulZ1xhHS1RgAFVtmmYVuVZBUa1AvByz02N44l337XRc8n0+XY6hiX0P/+pf/U//x7/+vzcbQkSlDCCCBBIJXXXchX/5X/1n/+1//V8kZWCAAiWAoMD/8r//f//d//jnP/9+/fMXdSjpzQfqHtBLTa/1L2xX//I//4/+m/9SX/4GQNQLAEGN//Pf3/6Hf/NvYb3ygboHJb5i+TPWRJAr9a38//+hdP/9f/of/wcBKAMHhc9bHJjAGyYJ0dTaax7fe+KhxT2homes6Y+9vtyAGRH5hDn7mSP8hR9WjKtzHYFvu5DFwy/icpsjKa1DcPyd8TzwYTVVo6qMiIAEaIWjpvemdinfSUss4pO5lKZpVPV1sy5ScXwIoeNo4/Y5BBzM/8Zzv3d8jDVq5rZpwZunOy75visYRQAh4f/1//y//9v/+W+q/KHEgBVAQANqVHLVcbPV5Pyf/8m//TuIAlFBCSogJLxerTd/+1//9Uv3++8r+ve75hWrj9s9yPr67wnSv2vvXpbbSJYzjn+ZVd0NUqMJeeFzIs7Cr+AH8PuvvPfCay+8ccTESLwA3ZXpRQNgEwAJ6AyhC/X/rSSRwqVQAOrryqrq+/V//LtsNc/PTDWrHjPb/03+n3/8JifyXWmA0zTd2HQrRfattM//c//lzyq1++JKK2GbouH7jun31ZvzLh0/+4YQX9sMu5H4dty+PJ7h1+22mfOFgOXeLfv53kv6x89+XMLRX7dP2tMWMeNwgjRPXUWwE//yVMC5naeK5qX0fXe7Gvq+lzRN0w9/2eUNlFq9lsf1erPZ7D+UcheS920di8Ccux9dPsW3HJnMKbrW2vclIvcvAUDke1d6b01h6kuN9JRbSFIza56hyLSkld5oGPWsJUMhM5WcZNWKJFdV1z+0GG77zU2736yjfqDdrvOd+nF99+ddjBlVdiPTlONYvCrN222WT9l/jkca6jqBO0p7LBHNYxOmbOPDnUzqpoiYclVs9d3epJnzYQzanb+3XLynX+L6974idDmRsht3LvYv/erE8C7abX8h4Oh52cVt+8/++EdJegd5zbXMe/lsK5WDJZ65zIXbYyR2q1tz+TZsmdl5+XB7u1oNbpq3TSql6HnJ7jvoVMeHoHRDF5Hr9ToWC2XTFCbfFZI/ZTLb12pvZ03t6+96znur1crNptZ0/X1iACLf9/h6H8OLdW4WNq033oWZzJppMrkplU4rXembNC0sNLgkNVdqUF2Npcv7cQjr/KZNzPJdxWfL6tZ3K02uMbUaS29jWDyad940TeN96Xsa6hom+xDWVRurjS39ttm/rD4VSc3dh9KG4kf1id9w+LXcnWUu8nxnQ8w3HJ7+gs/dTPOlgO/VIHHuDu2CQX9ctuvQqWsiT//ox7/zVKlpz/KenQi0c4A5vsvM5qlS6s3NzTAM7pYvbJv0nnrj8mKKSeM4Tm2an+/yac5nb+QrZdm7kxjzgkWbRRax7Qu11lVX575ti2s9AJHvHX2NRafiOamzoa+rlsXnj52QZ5hMQaNdawQRHmUKa0WpydSklWq14ZOmeFSV9U7ku4reistKa3UTigxra00rfXT7KEUrj4/dNCVTrFfyITwnydUU8tFjrUhl+U2RPkquv1jXuSy6O/tryz/MG+WdLOZcjr2+dq7v+JFc8i/HN3Pu8acuKEC9fPe/UsrBuqB3cMj1cSe5/KWcf3maxr/eCPshfkTuF1PpgsWBZx/r6UV4X3tOw9NGRLs+r9z9Zfe/I4+Of3gqzsxU6rVCw6di0PmF2CUUN1sNwzAMQ9+ZaT52b57fW26h9OOEtJc+Il5+u9krb2R3by3GcWwRZuVp4aIt/rvN7/Xct7T7duscu/wlljJivhV372up1cexLXpA7vbf0a9X3A4i3/tskklmoS5L86qpRZMswyxDbmHBcrK3z3rbD++SRcXT0ybVlGzS5qHl+ovaH7fx24N/7grNdQ3juLnNyFo3Q1FxV9fJJ1c/jFKUyFXrHgobF11Fyz89ah+TLDdurbZ1PGTK8l5eW9cX/3bvxP1QZrl9wnIHl/2fL9y25GQoOv4vxwevnx/IPi8xnR/es+mO9NRXHzV2cLJzZmSGu5dShlW3r/BcPLy4ZBL2G4/Lj5v9ePC9bOrjmdtXNvc3MzOfN+fcb/CTu6CyTESvN3Vx393a00YoNm8UpN1FirMD64t/vuyxhwsy4/Lh+y745eEesPMbZleZ6VJYaj7Kbe6Y81aeKbmZz6vRIuPZkrN0C5sP/Ei5rJRyO6yGVVe97Cb0zveus++vt+pUr9zy8jSXVy6ObHcwff6W3x/76e61li8PD+M4KnM+BXL+UcbcO7ZN7ItrFtlaK9uCLM+vKw9294hpGIbbm+1lNjfLbGa+7KV6odTzwn10qBEFke+HEJahyNrdr+83bUqTeZVC5pYudXIGvm9s9xVqClPNtbSSSqiUlMdtybGu/yztU7cqRuS7ipuh3tzpYVy30lSlqJ3XL7Ypfl+yWpa0nlWsVxud35k+KGszj2L39jgN1hVJU8QmapNqUfeNA8Mcn47n946z2T+Rdva58fIkdmJwZouRqJTK1trhLaefDXgHD2+5LG3+T/PYrnaleMkIPQt77+IT+CvnK7ZFvmnzDMw0TU9R+eVDwE92g3l8HpHKmHvdNLXW2j5PHiTwE1/ZFz94P8xFL+b8Sx5/RBxMHWWLbW4zSW3fncwyIpSKaPOzyt3J9T7f8XIdWoRyd8BjrX2pq5vezbWYWfpegeFsP1leVnipsuDsOYFzy8xXmkop09Q2m01rbbmctpTi7mYq9tR+RRa23VjYzHJRrWsXHtIQkxSZWUvJ1DhOZrZ/my/35HlP0/sg8v26mnUyj1TxVeddC28t56+xyGrZiaPhrpW2pUw11ZKKULHUqGnj43Q72cep9hv7RONfx6b7cqO2UrfxJj0qV9po1ZUSrugeTHddSrc01FV00eym5SBL2ZQ2Nvkmpam6pblaPsi+ReQ7WBS0P4zhlWHfiYJMPTuJ++VL++fHjucGVYe1Vfv8tn0iqXyeyo7vNrMdPM7jc7dqraX6fNj68sC6dxPnluPXl16ag8K8eWaulCJt9245mOU7VXZ74p61n+XbZcXda7ct7NzmqFee4OV7wOyG7xHbnLhfiJgR5xvyeWHnU47Yzxb67v5smxBSYZbmmi9KuG9PDXGzIou5kvD5t6CnpCzbnTlXXd/lbjbr6QiBH6ZrvT6pdVDk+dqHxqJ3zUk4ImqtXVfu7h7GzUYpc7NdbWW0li3mk9FtrpjNXW8pOS/by+W5fIsy3NffCBExDMOq77ePP2P/au7WY9qFbxyOdgCR74c3eZiK9HtfungcvHIu37f58ljVSDeLqZpkJjfX6q6U//rXT5/uHteffv/fz9PQsWnkVXy+fezv2mP97e+/f9D9H1r9Tem1ueJG3n3IP/7x8N+r/BsNdQ1jd2fTl751pjHW65u2+be4H+6lm9tMWUY9eT7z1zs7QWcLl5+8tzzF4eStnbi8E28wP3Y8QXc4xrI8O+LaP5J9cjiY8CnFh1VnsshI5cnI9yMP7C55bK9XoG0bJJ9V30Vrki13cD24Kb9kcWYpu3G2TLE/9bHWmpGSMuJsbcHZX4jdvh37GsKD51trLZvzkU92sHnbvjxle2tTTtsNPHdJsBR3d/OMaBGTm29jmzQfqdee51VPeXF3G1Z93/fu3lor21ZKlblc2Y4Pn/s2PfDgQswree+4ivjkL+9+assrNfsrTe4eoXEcty9xZFjMvWIYhjo3S277wDwlOE/4x1z/OU8A5u60xEsUmdkwDJJNU5O0vdAje6V+9Sc98h6/IOamjz7X22g+TdNkWrlXyWSRNskiZUozcvKbp73dN7NX3+TGzWtUySK1VhvXjzXNo2xKb8zyXeu7fJQ6j650ad3UyzR5VE352MsfQ/dWLFnFeq0PHanK0mxKk9SXrB8zp/BN731Gn+u/eCji5Z/zL634euWW98O13VkOc02eMp+GdEf3orP/cla09jStNw8Ijzb0OxgcH88Inf0F7TZsiAx/qiKL5y3wIxacX1gEeGL67tSlgf2qyPlvbkpZZrpbxNMd7Yvp/FxTS2qp1PZqhu3idEoR2yVrtju64LXHfzbVazvDY4s7LsVy95QimvnZVzCfPZWTd3TiFPA0pSLd57MDyvxw5wZLk9nh1KGeT+Vlprmn2vIZmPxn6WOXfIzks6KAeUbU9hv3RGxfrO1bez6DIaXIWrYbbJpM25WST2eqzH/1rxnhzgm8mGn/MbLfRmj+HHget5/2kiHXgcj3UwcQfI/gcTjUONhMgk/Vb+Z4HuaS5S54k6aeRxL0eeAnGirwVgXwI2PCCj9HAmTs+33jN75lUx/uPAkAAPBXBhtMagEAAADAe0WlFgAAAAAQ+YBv7ux28MB77fn0dgAA8FYo7AQAAACAd4tZPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAJprsY0AAABmSURBVIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAD4If0/MQKsOWSni7oAAAAASUVORK5CYII="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">11<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _14"> </span>nadzór <span class="_ _1a"> </span>nad <span class="_ _1a"> </span>realizacją <span class="_ _1a"> </span>Strategii <span class="_ _1a"> </span>oraz <span class="_ _14"> </span>p<span class="_ _1"></span>odejmowanie <span class="_ _14"> </span>d<span class="_ _1"></span>ecyzji <span class="_ _1a"> </span>dotyczących <span class="_ _14"> </span>ambicj<span class="_ _1"></span>i <span class="_ _14"> </span>i <span class="_ _1a"> </span>celów </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">strategicznych <span class="_ _d"></span>odpow<span class="_ _1"></span>iada <span class="_ _d"></span>Zarząd <span class="_ _d"></span>MIRBUD<span class="_ _1"></span><span class="ff2"> <span class="_ _d"></span>S.A</span>. <span class="_ _d"></span>Od<span class="_ _1"></span>powiedzialność <span class="_ _d"></span>za <span class="_ _d"></span>bieżący<span class="_ _1"></span> <span class="_ _d"></span>monitoring <span class="_ _d"></span>wdrażan<span class="_ _1"></span>ia </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">Strategii <span class="_ _19"> </span>oraz<span class="_ _1"></span> <span class="_ _19"> </span>prz<span class="_ _1"></span>ekazywanie <span class="_ _19"> </span>i<span class="_ _1"></span>nformacji <span class="_ _19"> </span>do <span class="_ _13"> </span>Zarządu <span class="_ _13"> </span>spoczywa <span class="_ _13"> </span>na <span class="_ _19"> </span>Dy<span class="_ _1"></span>rektorze <span class="_ _13"> </span>ds.<span class="_ _1"></span><span class="ff2"> <span class="_ _19"> </span>Komun<span class="_ _1"></span>ikacji </span></div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">Korporacyjnej. <span class="_ _1"></span>Za <span class="_ _1"></span>realizację <span class="_ _1"></span>celów <span class="_ _1"></span>operac<span class="_ _1"></span>yjnych <span class="_ _1"></span>odpowiadają <span class="_ _1"></span>poszczególne <span class="_ _1"></span>dział<span class="_ _1"></span>y <span class="_ _1"></span>w s<span class="_ _1"></span>półkach Gru<span class="_ _1"></span>py, </div><div class="t m0 x4 h6 y55 ff2 fs3 fc0 sc0 ls0 ws0">zgodnie z przypisany<span class="_ _1"></span>m zakresem kompetenc<span class="_ _1"></span>ji i obszarem tematycznym.<span class="_ _1"></span> </div><div class="t m0 x4 h18 y18e ff2 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y18f ff6 fsa fc0 sc0 lsd ws0">Łańcuch wartości<span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y190 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y191 ff1 fs3 fc0 sc0 ls0 ws0">Analiza <span class="_ _d"></span>łańc<span class="_ _1"></span>ucha <span class="_ _d"></span>wartości <span class="_ _e"></span>Grupy <span class="_ _e"></span>Kapitałowej <span class="_ _d"></span>MIR<span class="_ _1"></span>BUD <span class="_ _d"></span>dotyczy<span class="_ _1"></span> <span class="_ _d"></span>obszaru <span class="_ _d"></span>z<span class="_ _1"></span>arządzania <span class="_ _d"></span>strateg<span class="_ _1"></span>icznego. </div><div class="t m0 x4 h6 y192 ff1 fs3 fc0 sc0 ls0 ws0">Łańcuch <span class="_ _11"> </span>obejmuje <span class="_ _11"> </span>wszys<span class="_ _1"></span>tkie <span class="_ _e"> </span>ak<span class="_ _1"></span>tywności <span class="_ _11"> </span>w <span class="_ _16"> </span>róż<span class="_ _1"></span>nych <span class="_ _16"> </span>o<span class="_ _1"></span>bszarach <span class="_ _16"> </span>dz<span class="_ _1"></span>iałania <span class="_ _16"> </span>spółki<span class="_ _1"></span>, <span class="_ _16"> </span>k<span class="_ _1"></span>tóre <span class="_ _16"> </span>prowadz<span class="_ _1"></span>ą <span class="_ _16"> </span>do<span class="_ _1"></span> </div><div class="t m0 x4 h6 y193 ff1 fs3 fc0 sc0 ls0 ws0">wytworzenia <span class="_ _1e"> </span>wartośc<span class="_ _1"></span>i <span class="_ _1e"> </span>dla <span class="_ _23"> </span>nabywcy. <span class="_ _1e"> </span>Łańcuch<span class="_ _1"></span> <span class="_ _23"> </span>wartośc<span class="_ _1"></span>i <span class="_ _23"> </span>Grupy <span class="_ _1e"> </span>Kapitałow<span class="_ _1"></span>e<span class="_ _1"></span>j <span class="_ _23"> </span>MIRBUD<span class="_ _1"></span> <span class="_ _23"> </span>został<span class="_ _1"></span> </div><div class="t m0 x4 h6 y194 ff1 fs3 fc0 sc0 ls0 ws0">zidentyfikowany <span class="_ _f"> </span>podczas <span class="_ _f"> </span>badania <span class="_ _f"> </span>istotności <span class="_ _11"> </span>po <span class="_ _f"> </span>to, <span class="_ _f"> </span>aby <span class="_ _11"> </span>os<span class="_ _1"></span>zacować <span class="_ _11"> </span>s<span class="_ _1"></span>zanse, <span class="_ _11"> </span>ry<span class="_ _1"></span>zyka <span class="_ _f"> </span>i <span class="_ _11"> </span>zagrożenia <span class="_ _f"> </span>w </div><div class="t m0 x4 h6 y10d ff1 fs3 fc0 sc0 ls0 ws0">kluczowych obszarac<span class="_ _1"></span>h działania firmy, a także okreś<span class="_ _1"></span>lić kluczowych interesarius<span class="_ _1"></span>zy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y195 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y196 ff6 fsa fc0 sc0 ls0 ws0">Własne operacj<span class="_ _0"></span>e<span class="ff3"> </span></div><div class="t m0 x4 h6 y197 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y198 ff1 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _1"></span>BUD działa w następujący<span class="_ _1"></span>ch obszarach działalności pro<span class="_ _1"></span>dukcyjnej:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h13 y199 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">produkcja <span class="_ _c"></span>b<span class="_ _1"></span>udowlano-<span class="ff6">mo<span class="_ _1"></span>ntażowa<span class="ff1">, <span class="_ _c"></span>gdzi<span class="_ _1"></span>e <span class="_ _c"></span>aktywność<span class="_ _1"></span> <span class="_ _c"></span>rozpoczyna <span class="_ _d"></span>się <span class="_ _d"></span>od <span class="_ _d"></span>złożeni<span class="_ _1"></span>a <span class="_ _c"></span>oferty <span class="_ _d"></span>n<span class="_ _1"></span>a </span></span></span></span></div><div class="t m0 x9 h6 y19a ff1 fs3 fc0 sc0 ls0 ws0">realizację  prac  budowalno<span class="_ _1"></span><span class="ff2">-</span>montażowyc<span class="_ _1"></span>h.  W <span class="_ _f"> </span>prz<span class="_ _1"></span>ypadku  wyboru  oferty  Grupy  Kapitałow<span class="_ _1"></span>ej </div><div class="t m0 x9 h6 y19b ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _c"></span>n<span class="_ _1"></span>astępuje <span class="_ _c"></span>zawarc<span class="_ _1"></span>ie <span class="_ _c"></span>umowy <span class="_ _d"></span>po<span class="_ _1"></span>między <span class="_ _c"></span>inwest<span class="_ _1"></span>orem <span class="_ _c"></span>a <span class="_ _d"></span>GK <span class="_ _d"></span>MIRBUD. <span class="_ _d"></span>Jeśli <span class="_ _d"></span>inwestyc<span class="_ _1"></span>ja </div><div class="t m0 x9 h6 y19c ff2 fs3 fc0 sc0 ls0 ws0">realizowana <span class="_ _16"> </span>jest <span class="_ _16"> </span>w <span class="_ _16"> </span>formu<span class="_ _1"></span>le <span class="_ _e"> </span>z<span class="_ _1"></span>aprojektuj <span class="_ _16"> </span>i <span class="_ _16"> </span>wybuduj<span class="_ _1"></span>, <span class="_ _e"> </span>realizow<span class="_ _1"></span>any <span class="_ _e"> </span>jest <span class="_ _16"> </span>proc<span class="_ _1"></span>es <span class="_ _e"> </span>proje<span class="_ _1"></span>ktowy <span class="_ _16"> </span>oraz </div><div class="t m0 x9 h6 y19d ff1 fs3 fc0 sc0 ls0 ws0">uzyskiwane pozwolenie<span class="_ _1"></span> <span class="_ _0"></span>na budowę. Następnie ma mie<span class="_ _1"></span>jsce realizacja prac budowlanych, a po </div><div class="t m0 x9 h6 y19e ff1 fs3 fc0 sc0 ls0 ws0">ich <span class="_ _16"> </span>zakończ<span class="_ _1"></span>eniu <span class="_ _16"> </span>uzysk<span class="_ _1"></span>anie <span class="_ _16"> </span>pozwolenia <span class="_ _11"> </span>na <span class="_ _16"> </span>uży<span class="_ _1"></span>tkowanie <span class="_ _16"> </span>i <span class="_ _16"> </span>prz<span class="_ _1"></span>ekazanie <span class="_ _16"> </span>ob<span class="_ _1"></span>iektu <span class="_ _16"> </span>inwestorow<span class="_ _1"></span>i. </div><div class="t m0 x9 h6 y19f ff1 fs3 fc0 sc0 ls0 ws0">Inwestycja jest takż<span class="_ _1"></span>e obsłu<span class="ff2">giwana w<span class="_ _1"></span> okresie gwarancyjnym do 1<span class="_ _1"></span>5 lat.  </span></div><div class="t m0 x6 h13 y1a0 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3">produkcja mas<span class="_ _1"></span> bitumicznych <span class="_ _1"></span><span class="ff1">zakł<span class="_ _1"></span>ada następujące k<span class="_ _1"></span>roki: zakup<span class="_ _1"></span> bądź poz<span class="_ _1"></span>yskanie materiału,<span class="_ _1"></span> </span></span></span></div><div class="t m0 x9 h6 y1a1 ff1 fs3 fc0 sc0 ls0 ws0">produkcja  mas <span class="_ _f"> </span>bitumiczny<span class="_ _1"></span>ch, <span class="_ _f"> </span>a  następnie  wbudowanie  mas <span class="_ _f"> </span>na  realizowanych  przez  GK </div><div class="t m0 x9 h13 y1a2 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD kontraktac<span class="_ _1"></span>h infrastruktury drogow<span class="_ _1"></span>ej. <span class="ff3"> </span></div><div class="t m0 x6 h13 y1a3 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">działalność <span class="_ _1"></span>dewelop<span class="_ _1"></span>erska <span class="_ _1"></span><span class="ff1">rozpoc<span class="_ _1"></span>zyna <span class="_ _1"></span>się <span class="_ _1"></span>od <span class="_ _1"></span>zakup<span class="_ _1"></span>u <span class="_ _1"></span>gruntu <span class="_ _1"></span>i <span class="_ _1"></span>projek<span class="_ _1"></span>tu <span class="_ _1"></span>inwestycj<span class="_ _1"></span>i. Kolej<span class="_ _1"></span>nym </span></span></span></div><div class="t m0 x9 h6 y1a4 ff1 fs3 fc0 sc0 ls0 ws0">etapem <span class="_ _1"></span>jest <span class="_ _1"></span>uzy<span class="_ _1"></span>skanie <span class="_ _1"></span>pozwolenia <span class="_ _c"></span>na <span class="_ _1"></span>budowę,<span class="_ _1"></span> <span class="_ _1"></span>realizacja <span class="_ _1"></span>budowy <span class="_ _c"></span>i <span class="_ _1"></span>uzysk<span class="_ _1"></span>anie p<span class="_ _1"></span>ozwolenia <span class="_ _1"></span>na<span class="_ _1"></span> </div><div class="t m0 x9 h13 y1a5 ff1 fs3 fc0 sc0 ls0 ws0">użytkowanie. <span class="_ _f"> </span><span class="ff3"> <span class="_ _f"> </span></span>Po <span class="_ _11"> </span>z<span class="_ _1"></span>akończeniu <span class="_ _f"> </span>tego <span class="_ _11"> </span>proc<span class="_ _1"></span>esu<span class="ff3"> <span class="_ _f"> </span></span>ma <span class="_ _f"> </span>miejsce <span class="_ _f"> </span>sprzedaż <span class="_ _f"> </span>lokali <span class="_ _11"> </span>oraz<span class="_ _1"></span> <span class="_ _f"> </span>obsługa <span class="_ _11"> </span>w<span class="_ _1"></span> </div><div class="t m0 x9 h13 y1a6 ff2 fs3 fc0 sc0 ls0 ws0">okresie gwarancyj<span class="_ _1"></span>nym.<span class="ff3"> </span></div><div class="t m0 x6 h13 y1a7 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff6">wynajem <span class="_ _e"></span>nieruchomości <span class="_ _16"> </span>–<span class="ff3"> <span class="_ _e"></span><span class="ff1">rozpoczyna <span class="_ _e"></span>się <span class="_ _d"></span>o<span class="_ _1"></span>d <span class="_ _d"></span>n<span class="_ _1"></span>abycia <span class="_ _d"></span>grun<span class="_ _1"></span>tu, <span class="_ _d"></span>pote<span class="_ _1"></span>m <span class="_ _d"></span>następuj<span class="_ _1"></span>e <span class="_ _d"></span>realizac<span class="_ _1"></span>ja </span></span></span></span></div><div class="t m0 x9 h13 y1a8 ff1 fs3 fc0 sc0 ls0 ws0">inwestycji i pozysk<span class="_ _1"></span>anie najemcy oraz bieżąca admi<span class="_ _1"></span>nistracja budynkami.<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x9 h13 y1a9 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1aa ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>celu <span class="_ _c"></span>wsparcia <span class="_ _c"></span>realizac<span class="_ _1"></span>ji <span class="_ _1"></span>ww. <span class="_ _c"></span>funkcji <span class="_ _c"></span>w <span class="_ _1"></span>G<span class="_ _1"></span>rupie <span class="_ _1"></span>Kapit<span class="_ _1"></span>ałowej <span class="_ _1"></span>MIRBUD <span class="_ _c"></span>funkc<span class="_ _1"></span>jonują <span class="_ _1"></span>działy <span class="_ _c"></span>pełniące <span class="_ _c"></span>rolę </div><div class="t m0 x4 h6 y1ab ff1 fs3 fc0 sc0 ls0 ws0">wsparcia <span class="_ _e"></span>i <span class="_ _e"></span>zarządza<span class="_ _1"></span>nia <span class="_ _d"></span>ob<span class="_ _1"></span>szarem <span class="_ _e"></span>korporacyjny<span class="_ _1"></span>m. <span class="_ _d"></span>Są<span class="_ _1"></span> <span class="_ _d"></span>to <span class="_ _e"> </span>m.i<span class="_ _1"></span>n. <span class="_ _d"></span>dzi<span class="_ _1"></span>ały <span class="_ _d"></span>o<span class="_ _1"></span>dpowiedzialne <span class="_ _e"> </span>za <span class="_ _e"> </span>zarz<span class="_ _1"></span>ądzanie </div><div class="t m0 x4 h6 y1ac ff1 fs3 fc0 sc0 ls0 ws0">obszarami: <span class="_ _18"> </span>BHP, <span class="_ _18"> </span>transpor<span class="_ _1"></span>tu, <span class="_ _17"> </span>ochrony <span class="_ _18"> </span>środow<span class="_ _1"></span>iska, <span class="_ _17"> </span>informa<span class="_ _1"></span>tyki,<span class="ff2"> <span class="_ _18"> </span>produkc<span class="_ _1"></span>ji, <span class="_ _17"> </span>prawny<span class="_ _1"></span>, <span class="_ _17"> </span>przygotowania<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y1ad ff1 fs3 fc0 sc0 ls0 ws0">inwestycji, <span class="_ _1"></span>obsługi <span class="_ _1"></span>gwarancyj<span class="_ _1"></span>nej, obsługi <span class="_ _1"></span>geodezyjnej, <span class="_ _1"></span>techniczny, <span class="_ _1"></span>kadr <span class="_ _1"></span>i p<span class="_ _1"></span>łac, ek<span class="_ _1"></span>onomiczno<span class="_ _1"></span><span class="ff2">-fin<span class="_ _1"></span>ansowy </span></div><div class="t m0 x4 h6 y12b ff1 fs3 fc0 sc0 ls0 ws0">i komunikacji korporac<span class="_ _1"></span>yjnej oraz dział główneg<span class="_ _1"></span>o mechanika. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y12c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y48 ff3 fsa fc0 sc0 ls0 ws0">Upstream </div><div class="t m0 x4 h6 y1ae ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1af ff1 fs3 fc0 sc0 ls0 ws0">Łańcuch wartości na wy<span class="_ _1"></span>ższym szczeblu, czy<span class="_ _1"></span>li<span class="_ _0"></span> w upstream o<span class="_ _1"></span>bejmuje przede wszystk<span class="_ _1"></span>im:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y1b0 ff3 fs3 fc0 sc0 ls0 ws0">- <span class="lse">w </span>tier 1 <span class="ff2">[ogniwo 1]:</span> </div><div class="t m0 x6 h6 y1b1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">dostawców –</span> <span class="ff1">surowc<span class="_ _1"></span>ów i materiałów, a takż<span class="_ _1"></span>e komponentów; <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1b2 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">wykonawców, <span class="_ _11"> </span>k<span class="_ _1"></span>tórzy <span class="_ _f"> </span>realizują <span class="_ _11"> </span>na <span class="_ _f"> </span>zlecenie <span class="_ _11"> </span>spó<span class="_ _1"></span>łek <span class="_ _11"> </span>GK <span class="_ _f"> </span>MIRBUD: <span class="_ _11"> </span>ro<span class="_ _1"></span>boty <span class="_ _11"> </span>makr<span class="_ _1"></span>oniwelacyjne, </span></span></div><div class="t m0 x9 h6 y1b3 ff1 fs3 fc0 sc0 ls0 ws0">wykopy, <span class="_ _f"> </span>nasypy, <span class="_ _f"> </span>podbudowy<span class="_ _1"></span>, <span class="_ _f"> </span>nawierzchnie, <span class="_ _f"> </span>roboty <span class="_ _f"> </span>wykończeniowe, <span class="_ _f"> </span>e<span class="_ _1"></span>lementy <span class="_ _f"> </span>ulic, <span class="_ _f"> </span>roboty </div><div class="t m0 x9 h6 y1b4 ff1 fs3 fc0 sc0 ls0 ws0">inżynierskie, sieci wodno<span class="ff2">-<span class="_ _1"></span>kanalizacyjne, meliorac<span class="_ _1"></span>yjne, cieplne, gazowe i elektroenerget<span class="_ _1"></span>yczne, </span></div><div class="t m0 x9 h6 y1b5 ff1 fs3 fc0 sc0 ls0 ws0">sygnalizację świetlną,<span class="_ _1"></span> oświetlenie układu drogowe<span class="_ _1"></span>go, roboty kolejowe i tunelowe;<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1b6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">kancelarie prawne i <span class="_ _1"></span>biura projektowe, które biorą u<span class="_ _1"></span>dział w przygotowaniu oferty<span class="_ _1"></span>;<span class="_ _1"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pfc" class="pf w5 hc" ><div class="pc pcc w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">12<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">biura <span class="_ _1"></span>proj<span class="_ _1"></span>ektowe <span class="_ _c"></span>i <span class="_ _1"></span>gener<span class="_ _1"></span>alnych <span class="_ _1"></span>wy<span class="_ _1"></span>konawców <span class="_ _1"></span>(innych<span class="_ _1"></span> <span class="_ _1"></span>niż <span class="_ _c"></span>MIRBUD<span class="_ _1"></span> <span class="_ _1"></span>S.A.), <span class="_ _c"></span>którzy<span class="_ _1"></span> <span class="_ _1"></span>odpowiadają<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y1b7 ff1 fs3 fc0 sc0 ls0 ws0">za realizację inwesty<span class="_ _1"></span>cji, np. na rzecz spółki deweloper<span class="_ _1"></span>skiej;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y136 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">pośrednicy obrotu n<span class="_ _1"></span>ieruchomościami;<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y137 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">firmy <span class="_ _13"> </span>o<span class="_ _1"></span>dpowiadające <span class="_ _12"> </span>za <span class="_ _12"> </span>dodatkowe <span class="_ _12"> </span>usługi <span class="_ _12"> </span>wsp<span class="_ _1"></span>arcia: <span class="_ _13"> </span>firmy<span class="_ _1"></span> <span class="_ _13"> </span>sprzątając<span class="_ _1"></span>e, <span class="_ _13"> </span>oc<span class="_ _1"></span>hroniarskie, </span></span></div><div class="t m0 x9 h6 y138 ff1 fs3 fc0 sc0 ls0 ws0">dostawcy mediów, f<span class="_ _1"></span>irmy odpowiedzialne za utrzy<span class="_ _1"></span>manie nieruchomości.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y1b8 ff3 fs3 fc0 sc0 ls0 ws0">- w tier 2 <span class="ff2">[ogniwo 2]:<span class="_ _1"></span></span> </div><div class="t m0 x6 h6 y13a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">dostawcy komponentów<span class="_ _1"></span> takich jak ekrany energoc<span class="_ _1"></span>hłonne i konstrukcje prefabry<span class="_ _1"></span>kowane,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1b9 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">podwykonawcy realizuj<span class="_ _1"></span>ący prace na rzecz wykona<span class="_ _1"></span>wców,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1ba ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>producenci energii elektry<span class="_ _1"></span>cznej i cieplnej.<span class="_ _1"></span> </span></div><div class="t m0 x4 h13 y1bb ff3 fs3 fc0 sc0 ls0 ws0">- cradle do tier 3+<span class="_ _1"></span><span class="ff2"> <span class="ff1">[kołyska do ogniwa 3+<span class="_ _1"></span>]</span> </span></div><div class="t m0 x6 h6 y1bc ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>surowce <span class="_ _1c"> </span>bu<span class="_ _1"></span>dowlane <span class="_ _1c"> </span><span class="ff1">–</span> <span class="_ _22"> </span><span class="ff1">do <span class="_ _1c"> </span>najistotn<span class="_ _1"></span>iejszych <span class="_ _1c"> </span>nale<span class="_ _1"></span>żą: <span class="_ _1c"> </span>asfalty, <span class="_ _1b"> </span>cement, <span class="_ _1b"> </span>beton, <span class="_ _1b"> </span>spoiwa<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y1bd ff1 fs3 fc0 sc0 ls0 ws0">hydrauliczne,  mączka  wapienna,<span class="_ _1"></span> <span class="_ _f"> </span>stal<span class="_ _1"></span>, <span class="_ _f"> </span>kr<span class="_ _1"></span>uszywa  budowlane,  takie  jak  piasek  i  żwir  oraz </div><div class="t m0 x9 h6 y1be ff2 fs3 fc0 sc0 ls0 ws0">kruszywa drogowe <span class="_ _1"></span><span class="ff1">–</span> piasek, grys i inne.<span class="_ _1"></span> </div><div class="t m0 x6 h6 y1bf ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>surowce do produkcj<span class="_ _1"></span>i mas bitumicznych: asf<span class="_ _1"></span>alty, kruszywa i dodatki.<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 ye8 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">surowce energetycz<span class="_ _1"></span>ne, m.in. gaz ziemny, olej nap<span class="_ _1"></span>ędowy, olej opałowy, węgiel i <span class="_ _1"></span>inne. <span class="_ _1"></span></span> </span></div><div class="t m0 x4 h11 y1c0 ff3 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y1c1 ff3 fsa fc0 sc0 ls0 ws0">Downstream<span class="_ _0"></span> </div><div class="t m0 x4 h6 y1c2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y11a ff1 fs3 fc0 sc0 ls0 ws0">W downstream zidentyf<span class="_ _1"></span>ikowane zostały najistotn<span class="_ _1"></span>iejsze grupy klientów i innych uż<span class="_ _1"></span>ytkowników </div><div class="t m0 x4 h6 y1c3 ff1 fs3 fc0 sc0 ls0 ws0">produktów Grupy Kap<span class="_ _1"></span>itałowej MIRBUD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1c4 ff1 fs3 fc0 sc0 ls0 ws0">Klientów można po<span class="_ _1"></span>dzielić pod względem rodzajów i<span class="_ _1"></span>nwestycji, które zlecają i k<span class="_ _1"></span>tórych są ostatecznie </div><div class="t m0 x4 h6 y1c5 ff1 fs3 fc0 sc0 ls0 ws0">odbiorcami. Są to:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1c6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>w przypadku budownictw<span class="_ _1"></span>a kubaturowego:<span class="_ _1"></span> </span></div><div class="t m0 x13 h6 y1c7 ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff1">jednostki samorządu tery<span class="_ _1"></span>torialnego, <span class="_ _1"></span></span> </span></div><div class="t m0 x13 h6 y1c8 ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span>podmioty prawa ha<span class="_ _1"></span>ndlowego, <span class="_ _1"></span> </span></div><div class="t m0 x13 h6 y1c9 ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span>inne jednostki publicz<span class="_ _1"></span>ne. </span></div><div class="t m0 x6 h6 y1ca ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>w przypadku budownictw<span class="_ _1"></span>a drogowego:<span class="_ _1"></span> </span></div><div class="t m0 x13 h6 y1cb ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff1">jednostki samorządu tery<span class="_ _1"></span>torialnego,<span class="_ _1"></span></span> </span></div><div class="t m0 x13 h6 y1cc ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff1">Skarb Państwa –</span> <span class="ff1">z<span class="_ _1"></span>arządy dróg na różnym p<span class="_ _1"></span>oziomie,</span> </span></div><div class="t m0 x13 h6 y1cd ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span>inne podmioty prawa <span class="_ _1"></span>handlowego.<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y1ce ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">klienci nabywający<span class="_ _1"></span> mieszkania</span> </span></div><div class="t m0 x6 h6 yf7 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>najemcy powierzchn<span class="_ _1"></span>i  </span></div><div class="t m0 x13 h6 y1cf ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span>handlowej <span class="ff1">–</span> <span class="ff1">wyn<span class="_ _1"></span>ajmujący powierzchn<span class="_ _1"></span>ię w centrum handlowym,<span class="_ _1"></span></span> </span></div><div class="t m0 x13 h6 y28 ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span>logistycznej <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">wynajmujący powierzchnię ma<span class="_ _1"></span>gazynową</span> </span></div><div class="t m0 x4 h6 y1d0 ff1 fs3 fc0 sc0 ls0 ws0">Użytkownikami końcowy<span class="_ _1"></span>mi produktów i inwesty<span class="_ _1"></span>cji Grupy Kapitałowej MIRBUD są:<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1d1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">lokalne społecznośc<span class="_ _1"></span>i funkcjonujące przy inwestycj<span class="_ _1"></span>ach realizowanych przez GK MI<span class="_ _1"></span>RBUD,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1d2 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">mieszkańcy i użytk<span class="_ _1"></span>ownicy budynków,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y1d3 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">kierowcy i inni użytkown<span class="_ _1"></span>icy dróg.</span> </span></div><div class="t m0 x4 h6 y1d4 ff1 fs3 fc0 sc0 ls0 ws0">W przypadku odpad<span class="_ _1"></span>ów, zidentyfikowano ich nas<span class="_ _1"></span>tępujące grupy:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1d5 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">odpady <span class="_ _11"> </span>z <span class="_ _11"> </span>procesów <span class="_ _11"> </span>budowlanych, <span class="_ _16"> </span>k<span class="_ _1"></span>tóre <span class="_ _16"> </span>są <span class="_ _11"> </span>bezpośredn<span class="_ _1"></span>io <span class="_ _16"> </span>zarządzane <span class="_ _11"> </span>przez <span class="_ _11"> </span>GK <span class="_ _11"> </span>MIRBUD.<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y1d6 ff1 fs3 fc0 sc0 ls0 ws0">Mogą <span class="_ _11"> </span>być<span class="_ _1"></span> <span class="_ _11"> </span>kierowane <span class="_ _f"> </span>na <span class="_ _11"> </span>sk<span class="_ _1"></span>ładowisko, <span class="_ _11"> </span>do <span class="_ _f"> </span>utylizacji, <span class="_ _f"> </span>bądź, <span class="_ _11"> </span>jeśli <span class="_ _11"> </span>to<span class="_ _1"></span> <span class="_ _f"> </span>możliwe <span class="_ _f"> </span>do <span class="_ _11"> </span>pono<span class="_ _1"></span>wnego </div><div class="t m0 x9 h6 y1d7 ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tania i<span class="_ _0"></span> recyklingu,<span class="_ _1"></span> </div><div class="t m0 x6 h6 y1d8 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">odpady po z<span class="_ _1"></span>akończeniu cy<span class="_ _1"></span>klu życia inwestyc<span class="_ _1"></span>ji, które mogą<span class="_ _1"></span> być kierowa<span class="_ _1"></span>ne na skł<span class="_ _1"></span>adowisko, do </span></span></div><div class="t m0 x9 h6 y1d9 ff2 fs3 fc0 sc0 ls0 ws0">utylizacji lub recyk<span class="_ _1"></span>lingu, </div></div></div><div class="pi" ></div></div><div id="pfd" class="pf w5 hc" ><div class="pc pcd w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">13<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">odpady <span class="_ _1"></span>z działalności <span class="_ _1"></span>usługowej <span class="_ _1"></span>i odpady <span class="_ _1"></span>biurowe <span class="_ _1"></span>–</span> <span class="_ _1"></span><span class="ff1">kierowane <span class="_ _1"></span>na składowisk<span class="_ _1"></span>o, do <span class="_ _1"></span>utylizacji <span class="_ _1"></span>i </span></span></div><div class="t m0 x9 h6 y1b7 ff2 fs3 fc0 sc0 ls0 ws0">recyklingu. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y1da ff1 fs3 fc0 sc0 ls0 ws0">Grupa Kapitałowa MIR<span class="_ _1"></span>BUD nie prowadzi działalnośc<span class="_ _1"></span>i w sektorach: paliw kopal<span class="_ _1"></span>nych, produkcji </div><div class="t m0 x4 h6 y1db ff1 fs3 fc0 sc0 ls0 ws0">chemikaliów, produkcj<span class="_ _1"></span>i kontrowersyjnych rodz<span class="_ _1"></span>ajów broni, uprawy i produkcj<span class="_ _1"></span>i tytoniu. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y1dc ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowanych stro<span class="_ _1"></span>n<span class="ff3"> </span></span></div><div class="t m0 x4 h6 y1dd ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1de ff1 fs3 fc0 sc0 ls0 ws0">Podczas  bada<span class="_ _1"></span>nia  istotnośc<span class="_ _1"></span>i  identyfikowani  byli <span class="_ _1d"> </span>istotni  interesar<span class="_ _1"></span>iusze  Grupy <span class="_ _1d"> </span>Kapitałowej  MIRBUD<span class="_ _1"></span>. </div><div class="t m0 x4 h6 y1df ff1 fs3 fc0 sc0 ls0 ws0">Badana <span class="_ _10"></span>była <span class="_ _10"></span>siła <span class="_ _10"></span>wpływ<span class="_ _1"></span>u <span class="_ _5"></span>int<span class="_ _1"></span>eresariusza <span class="_ _10"></span>na <span class="_ _10"></span>Grupę <span class="_ _10"></span>oraz <span class="_ _10"></span>s<span class="_ _1"></span>iła <span class="_ _5"></span>wpływu <span class="_ _10"></span>Gru<span class="_ _1"></span>py <span class="_ _10"></span>na <span class="_ _5"></span>i<span class="_ _1"></span>nteresariusza. <span class="_ _10"></span>Ostatecznie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y1e0 ff1 fs3 fc0 sc0 ls0 ws0">zidentyfikowanych <span class="_ _18"> </span>z<span class="_ _1"></span>ostało <span class="_ _17"> </span>9 <span class="_ _18"> </span>istotnych <span class="_ _18"> </span>grup <span class="_ _18"> </span>int<span class="_ _1"></span>eresariuszy:<span class="_ _1"></span><span class="ff2"> <span class="_ _17"> </span>konsumenc<span class="_ _1"></span>i, <span class="_ _17"> </span>prac<span class="_ _1"></span>ownicy, <span class="_ _17"> </span>dostawcy <span class="_ _19"> </span>i </span></div><div class="t m0 x4 h6 y1e1 ff1 fs3 fc0 sc0 ls0 ws0">podwykonawcy, <span class="_ _d"></span>pracownic<span class="_ _1"></span>y <span class="_ _c"></span>dostawcó<span class="_ _1"></span>w, <span class="_ _c"></span>organy<span class="_ _1"></span> <span class="_ _c"></span>praw<span class="_ _1"></span>odawcze <span class="_ _c"></span>i <span class="_ _d"></span>administracj<span class="_ _1"></span>a <span class="_ _c"></span>publiczna<span class="_ _1"></span>, <span class="_ _c"></span>inwestorz<span class="_ _1"></span>y <span class="_ _c"></span>i </div><div class="t m0 x4 h6 y1e2 ff1 fs3 fc0 sc0 ls0 ws0">potencjalni inwestorzy<span class="_ _1"></span>, instytucje finansowe, społecz<span class="_ _1"></span>ności lokalne, media. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1e3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1e4 ff1 fs3 fc0 sc0 ls0 ws0">Z <span class="_ _5"></span>k<span class="_ _1"></span>ażdą <span class="_ _5"></span>z <span class="_ _10"></span>istotnyc<span class="_ _1"></span>h <span class="_ _5"></span>grup<span class="_ _1"></span> <span class="_ _5"></span>interes<span class="_ _1"></span>ariuszy <span class="_ _5"></span>prow<span class="_ _1"></span>adzona <span class="_ _5"></span>j<span class="_ _1"></span>est <span class="_ _5"></span>ws<span class="_ _1"></span>półpraca. <span class="_ _10"></span>Jest <span class="_ _10"></span>ona <span class="_ _10"></span>dostosowana <span class="_ _10"></span>do<span class="_ _1"></span> <span class="_ _5"></span>specyfiki </div><div class="t m0 x4 h6 y5e ff1 fs3 fc0 sc0 ls0 ws0">danej <span class="_ _0"></span>grupy interesariuszy oraz do<span class="_ _0"></span> wpływu <span class="_ _10"></span>j<span class="_ _1"></span>aki <span class="_ _0"></span>dana grupa <span class="_ _10"></span>wyw<span class="_ _1"></span>iera <span class="_ _0"></span>na GK <span class="_ _10"></span>MIR<span class="_ _1"></span>BUD, <span class="_ _0"></span>a także <span class="_ _10"></span>jaki wpływ </div><div class="t m0 x4 h6 y1e5 ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD wywiera<span class="_ _1"></span> na grupę interesariusz<span class="_ _1"></span>y. <span class="ff2"> </span></div><div class="t m0 x4 h6 y1e6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1e7 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>poniższej  tabeli <span class="_ _f"> </span>opisano <span class="_ _f"> </span>k<span class="_ _1"></span>ażdą <span class="_ _f"> </span>z <span class="_ _f"> </span>grup  istotnych <span class="_ _f"> </span>interesariuszy  oraz <span class="_ _f"> </span>sposoby  zaang<span class="_ _0"></span>ażowania  i </div><div class="t m0 x4 h6 y1e8 ff1 fs3 fc0 sc0 ls0 ws0">współpracy z interesar<span class="_ _1"></span>iuszami.<span class="ff2"> </span></div><div class="t m0 x4 h6 yea ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h14 y1e9 ff9 fs0 fc4 sc0 ls0 ws0">Tabela 2: Istotni Interesariusze Grupy MIRBUD<span class="ffa"> </span></div></div><div class="c x4 y1ea wa h1c"><div class="t m0 x14 h16 y1eb ff2 fs1 fc5 sc0 ls0 ws0">L.p. </div></div><div class="c x15 y1ea wb h1c"><div class="t m0 x16 h16 y1eb ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x11 h16 y1ec ff2 fs1 fc5 sc0 ls0 ws0">Grupa </div><div class="t m0 x14 h16 y1ed ff2 fs1 fc5 sc0 ls0 ws0">interesariuszy<span class="_ _0"></span> </div><div class="t m0 x16 h16 y1ee ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x17 y1ea wc h1c"><div class="t m0 x18 h16 y1eb ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x18 h16 y1ec ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x19 h16 y1ed ff2 fs1 fc5 sc0 ls0 ws0">Opis grupy </div></div><div class="c x1a y1ea wd h1c"><div class="t m0 x1b h16 y1eb ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x0 h16 y1ec ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1c h16 y1ed ff1 fs1 fc5 sc0 ls0 ws0">Sposoby zaang<span class="_ _0"></span>ażowania<span class="ff2"> </span></div></div><div class="c x4 y1ef we h1d"><div class="t m0 x1d h16 y1f0 ff2 fs1 fc0 sc0 ls9 ws0">1.<span class="ls0"> </span></div></div><div class="c x15 y1ef wf h1d"><div class="t m0 x2 h16 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">Konsumenci <span class="_ _0"></span> </div></div><div class="c x17 y1ef w10 h1d"><div class="t m0 x2 h16 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">Konsumentami <span class="_ _1f"> </span>Grupy <span class="_ _1f"> </span>MIRBUD <span class="_ _1f"> </span>są </div><div class="t m0 x2 h16 y18a ff1 fs1 fc0 sc0 ls0 ws0">użytkownicy <span class="_ _25"> </span>obiektów<span class="ff2"> </span></div><div class="t m0 x2 h16 y1f1 ff2 fs1 fc0 sc0 ls0 ws0">infrastrukturaln<span class="_ _0"></span>ych <span class="_ _26"> </span>i <span class="_ _26"> </span>kubaturo<span class="_ _0"></span>wych, </div><div class="t m0 x2 h16 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">które wybuduje Gr<span class="_ _0"></span>upa MIR<span class="_ _0"></span>BUD <span class="ff2"> </span></div></div><div class="c x1a y1ef w11 h1d"><div class="t m0 x1e h16 y1f0 ff1 fs1 fc0 sc0 ls0 ws0">Zaangażowanie <span class="_ _22"> </span>konsumentów <span class="_ _22"> </span>jest <span class="_ _23"> </span>pośrednie. </div><div class="t m0 x1e h16 y18a ff1 fs1 fc0 sc0 ls0 ws0">Grupa <span class="_ _18"> </span>buduje <span class="_ _18"> </span>obiekty <span class="_ _18"> </span>na <span class="_ _18"> </span>zlecenie <span class="_ _18"> </span>inwestorów, </div><div class="t m0 x1e h16 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">dlatego <span class="_ _27"> </span>końcowy <span class="_ _27"> </span>konsu<span class="_ _0"></span>ment <span class="_ _27"> </span>nie <span class="_ _27"> </span>ma </div><div class="t m0 x1e h16 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">bezpośredniego <span class="_ _11"> </span>kontaktu  z  Grupą<span class="_ _0"></span>.  W  przypadku </div><div class="t m0 x1e h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">działalności <span class="_ _27"> </span>deweloperskiej <span class="_ _27"> </span>spółka <span class="_ _27"> </span>JHM </div><div class="t m0 x1e h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">DEVELOPMENT<span class="_ _0"></span> <span class="_ _d"></span>występuje <span class="_ _c"></span>w <span class="_ _e"> </span>roli <span class="_ _d"></span>inwestora, <span class="_ _c"></span>który </div><div class="t m0 x1e h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">ma <span class="_ _1"></span>bez<span class="ff1">pośred<span class="_ _0"></span>ni <span class="_ _1"></span>wpływ <span class="_ _1"></span>na konsumenta <span class="_ _1"></span>końcoweg<span class="_ _0"></span>o </span></div><div class="t m0 x1e h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">oferując <span class="_ _1a"> </span>mu <span class="_ _1a"> </span>gotowe <span class="_ _1a"> </span>mieszkania. <span class="_ _1a"> </span>Konsumenci </div><div class="t m0 x1e h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">angażowani <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _16"> </span>bezpośredn<span class="_ _0"></span>io <span class="_ _16"> </span>podczas <span class="_ _16"> </span>spotkań <span class="_ _16"> </span>w </div><div class="t m0 x1e h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">procesie  sprzedażow<span class="_ _0"></span>ym  oraz  w  trakcie  realizacji </div><div class="t m0 x1e h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">inwestycji <span class="_ _1"></span>i <span class="_ _c"></span>odbiorów <span class="_ _1"></span>miesz<span class="_ _0"></span>kań. <span class="_ _1"></span>Spółka <span class="_ _1"></span>Marywilska </div><div class="t m0 x1e h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">44 <span class="_ _16"> </span>występuje <span class="_ _16"> </span>w <span class="_ _11"> </span>roli <span class="_ _16"> </span>wynajmującego <span class="_ _16"> </span>powierzchnię </div><div class="t m0 x1e h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">komercyjną,<span class="_ _0"></span> <span class="_ _28"> </span>który <span class="_ _28"> </span>ma<span class="_ _0"></span> <span class="_ _28"> </span>istotn<span class="_ _0"></span>y <span class="_ _28"> </span>wpływ <span class="_ _28"> </span>na<span class="_ _0"></span> <span class="_ _28"> </span>warunki<span class="_ _0"></span> </div><div class="t m0 x1e h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">wynajmu.  </div></div><div class="c x4 y1fb we h1e"><div class="t m0 x1d h16 y1fc ff2 fs1 fc0 sc0 ls9 ws0">2.<span class="ls0"> </span></div></div><div class="c x15 y1fb wf h1e"><div class="t m0 x2 h16 y1fc ff2 fs1 fc0 sc0 ls0 ws0">Pracownicy </div></div><div class="c x17 y1fb w10 h1e"><div class="t m0 x2 h16 y1fc ff1 fs1 fc0 sc0 ls0 ws0">Pracownikami<span class="_ _0"></span> <span class="_ _15"> </span>Gru<span class="_ _0"></span>py <span class="_ _15"> </span>są<span class="_ _0"></span> <span class="_ _15"> </span>o<span class="_ _10"></span>s<span class="_ _1"></span>oby<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1fd ff1 fs1 fc0 sc0 ls0 ws0">zatrudnione <span class="_ _1d"> </span>na <span class="_ _1d"> </span>umowę <span class="_ _17"> </span>o <span class="_ _1d"> </span>pracę <span class="_ _17"> </span>jak </div><div class="t m0 x2 h16 y1fe ff1 fs1 fc0 sc0 ls0 ws0">również <span class="_ _0"></span>na <span class="_ _0"></span>umowy <span class="_ _10"></span>cywilno –<span class="ff2"> pr<span class="_ _0"></span>awne <span class="_ _0"></span>(w </span></div><div class="t m0 x2 h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">tym <span class="_ _16"> </span>kontrakty). <span class="_ _16"> </span>Ze <span class="_ _11"> </span>względu<span class="_ _0"></span> <span class="_ _16"> </span>na <span class="_ _11"> </span>rodzaj </div><div class="t m0 x2 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">wykonywanej <span class="_ _e"> </span>pracy <span class="_ _e"> </span>pracownicy <span class="_ _e"> </span>dzielą </div><div class="t m0 x2 h16 y201 ff1 fs1 fc0 sc0 ls0 ws0">się <span class="_ _1d"> </span>na <span class="_ _28"> </span>pracowników <span class="_ _28"> </span>produkcyjnych <span class="_ _28"> </span>i </div><div class="t m0 x2 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">nieprodukcyjnych.<span class="_ _0"></span>  </div></div><div class="c x1a y1fb w11 h1e"><div class="t m0 x1e h16 y1fc ff1 fs1 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _29"> </span>są <span class="_ _29"> </span>z<span class="_ _1"></span>aang<span class="_ _10"></span>ażowani <span class="_ _2a"> </span>w </div><div class="t m0 x1e h16 y1fd ff1 fs1 fc0 sc0 ls0 ws0">realizację<span class="ff2"> </span>założon<span class="_ _0"></span>ych <span class="_ _e"> </span>celów <span class="_ _e"> </span>GK <span class="_ _e"> </span>MIRBUD. <span class="_ _e"> </span>Zasady<span class="_ _0"></span> </div><div class="t m0 x1e h16 y1fe ff1 fs1 fc0 sc0 ls0 ws0">współpracy z pra<span class="_ _0"></span>cownikami oraz pr<span class="_ _0"></span>zestrzegania ich<span class="_ _0"></span> </div><div class="t m0 x1e h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">praw <span class="_ _1f"> </span>opisane <span class="_ _1f"> </span>są <span class="_ _1f"> </span>w <span class="_ _1c"> </span>Kodeksie <span class="_ _1f"> </span>pracownika <span class="_ _1f"> </span>i </div><div class="t m0 x1e h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">współpracownika<span class="_ _0"></span> <span class="_ _1"></span>GK <span class="_ _1"></span>MI<span class="_ _1"></span>R<span class="_ _0"></span>BUD, <span class="_ _1"></span>który <span class="_ _1"></span>jest <span class="_ _1"></span>dostępny </div><div class="t m0 x1e h16 y201 ff1 fs1 fc0 sc0 ls0 ws0">dla w<span class="_ _0"></span>szystkich <span class="_ _10"></span>pracowników. <span class="_ _10"></span>W ce<span class="_ _0"></span>lu po<span class="_ _0"></span>znania <span class="_ _10"></span>opinii </div><div class="t m0 x1e h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">pracown<span class="ff1">ików <span class="_ _26"> </span>i <span class="_ _2b"> </span>przekazania<span class="_ _0"></span> <span class="_ _26"> </span>im <span class="_ _2b"> </span>kluczowych </span></div><div class="t m0 x1e h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">informacji <span class="_ _c"></span>odbywają <span class="_ _c"></span>się <span class="_ _d"></span>cykliczne <span class="_ _c"></span>spotkania <span class="_ _c"></span>kadry. </div><div class="t m0 x1e h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Odbywa <span class="_ _1e"> </span>się <span class="_ _2c"> </span>także <span class="_ _1e"> </span>bieżąca <span class="_ _1e"> </span>k<span class="_ _1"></span>omuni<span class="_ _0"></span>kacja <span class="_ _1e"> </span>z </div><div class="t m0 x1e h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">przełożonymi <span class="_ _1e"> </span>oraz <span class="_ _2c"> </span>ocena <span class="_ _2c"> </span>pr<span class="_ _10"></span>acy. <span class="_ _2c"> </span>Jest <span class="_ _2c"> </span>ona </div><div class="t m0 x1e h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">realizowana w m<span class="_ _0"></span>iarę potrzeb.<span class="ff2"> </span></div></div><div class="c x4 y202 we h1f"><div class="t m0 x1d h16 y203 ff2 fs1 fc0 sc0 ls9 ws0">3.<span class="ls0"> </span></div></div><div class="c x15 y202 wf h1f"><div class="t m0 x2 h16 y203 ff2 fs1 fc0 sc0 ls0 ws0">Dostawcy i </div><div class="t m0 x2 h16 y204 ff2 fs1 fc0 sc0 ls0 ws0">podwykonawcy<span class="_ _0"></span> </div></div><div class="c x17 y202 w10 h1f"><div class="t m0 x2 h16 y203 ff1 fs1 fc0 sc0 ls0 ws0">Podwykonawcami<span class="_ _0"></span>  Grupy  MIRBU<span class="_ _0"></span>D  są </div><div class="t m0 x2 h16 y204 ff2 fs1 fc0 sc0 ls0 ws0">m.in<span class="ff1">. <span class="_ _1a"> </span>firmy <span class="_ _1a"> </span>z<span class="_ _1"></span>ewnę<span class="_ _0"></span>trzne, <span class="_ _1a"> </span>realizujące </span></div><div class="t m0 x2 h16 y205 ff2 fs1 fc0 sc0 ls0 ws0">prace na budowa<span class="_ _0"></span>ch Grupy MIR<span class="_ _0"></span>BUD. </div><div class="t m0 x1f h16 y206 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x2 h16 y207 ff1 fs1 fc0 sc0 ls0 ws0">Dostawcami <span class="_ _11"> </span>Grup<span class="_ _0"></span>y <span class="_ _11"> </span>MIRBUD <span class="_ _16"> </span>s<span class="_ _1"></span>ą<span class="_ _0"></span> <span class="_ _11"> </span>m.in. </div><div class="t m0 x2 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">producenci <span class="_ _1e"> </span>dostarc<span class="_ _0"></span>zający <span class="_ _1e"> </span>materiały </div><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">budowlane<span class="_ _0"></span> na place budowy. </div></div><div class="c x1a y202 w11 h1f"><div class="t m0 x1e h16 y203 ff2 fs1 fc0 sc0 ls0 ws0">Z <span class="_ _1d"> </span>podwykonawcami <span class="_ _28"> </span>i <span class="_ _17"> </span>dostawca<span class="_ _0"></span>mi <span class="_ _1d"> </span>GK <span class="_ _1d"> </span>MIRBUD </div><div class="t m0 x1e h16 y204 ff1 fs1 fc0 sc0 ls0 ws0">nawiązywana  jest  bezpośrednia<span class="_ _0"></span>  współpraca  przy </div><div class="t m0 x1e h16 y205 ff1 fs1 fc0 sc0 ls0 ws0">realizacji <span class="_ _28"> </span>zleconych <span class="_ _28"> </span>zadań. <span class="_ _28"> </span>Podczas <span class="_ _1d"> </span>wspó<span class="_ _0"></span>łpracy </div><div class="t m0 x1e h16 y206 ff2 fs1 fc0 sc0 ls0 ws0">prowadzony <span class="_ _1c"> </span>jest <span class="_ _1c"> </span>otwarty <span class="_ _1c"> </span>dialog. <span class="_ _1c"> </span>Istotne <span class="_ _1c"> </span>jest </div><div class="t m0 x1e h16 y207 ff1 fs1 fc0 sc0 ls0 ws0">nawiązywanie i podtrzymywanie dług<span class="_ _0"></span>oletniej relacji. </div><div class="t m0 x1e h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">Dostawcy  i  podwykonawcy<span class="_ _0"></span>  po<span class="ff1">winni  kierować  się </span></div><div class="t m0 x1e h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">ogólnodostępny<span class="_ _0"></span>m <span class="_ _15"> </span>K<span class="_ _1"></span>ode<span class="_ _0"></span>ksem <span class="_ _15"> </span>pracownika <span class="_ _15"> </span>i </div><div class="t m0 x1e h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">współpracownika<span class="_ _0"></span> GK MIRBUD.<span class="ff2"> </span></div></div><span class="d m1" style="border-style:none;position:absolute;left:361.600000px;bottom:274.280000px;width:19.610000px;height:10.580000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pfe" class="pf w5 hc" ><div class="pc pce w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">14<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y208 we h20"><div class="t m0 x1d h16 y209 ff2 fs1 fc0 sc0 ls9 ws0">4.<span class="ls0"> </span></div></div><div class="c x15 y208 wf h20"><div class="t m0 x2 h16 y209 ff2 fs1 fc0 sc0 ls0 ws0">Pracownicy </div><div class="t m0 x2 h16 y20a ff1 fs1 fc0 sc0 ls0 ws0">dostawców i </div><div class="t m0 x2 h16 y20b ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x17 y208 w10 h20"><div class="t m0 x2 h16 y209 ff1 fs1 fc0 sc0 ls0 ws0">Pracownikami <span class="_ _13"> </span>dostaw<span class="_ _0"></span>ców <span class="_ _13"> </span>są <span class="_ _13"> </span>osoby </div><div class="t m0 x2 h16 y20a ff1 fs1 fc0 sc0 ls0 ws0">zatrudnione <span class="_ _2d"> </span>przez <span class="_ _2d"> </span>dostaw<span class="_ _0"></span>ców <span class="_ _2d"> </span>i </div><div class="t m0 x2 h16 y20b ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców <span class="_ _0"></span>Grupy MIR<span class="_ _0"></span>BUD<span class="ff2"> </span></div></div><div class="c x1a y208 w11 h20"><div class="t m0 x1e h16 y209 ff1 fs1 fc0 sc0 ls0 ws0">Pracownicy podwykonaw<span class="_ _10"></span>c<span class="_ _1"></span>ów pracu<span class="_ _0"></span>ją na <span class="_ _1"></span>budo<span class="_ _0"></span>wach </div><div class="t m0 x1e h16 y20a ff1 fs1 fc0 sc0 ls0 ws0">realizowanych przez <span class="_ _1"></span>Grupę <span class="_ _1"></span>MIRB<span class="_ _0"></span>UD. <span class="_ _1"></span>Komunika<span class="_ _10"></span>c<span class="_ _1"></span>ja<span class="_ _0"></span> </div><div class="t m0 x1e h16 y20b ff1 fs1 fc0 sc0 ls0 ws0">z <span class="_ _1"></span>nimi odbywa się <span class="_ _1"></span>be<span class="_ _0"></span>zpośrednio. Są oni <span class="_ _1"></span>objęci tymi </div><div class="t m0 x1e h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">samymi <span class="_ _10"></span>zasadami <span class="_ _5"></span>co <span class="_ _10"></span>pracownicy <span class="_ _5"></span>GK <span class="_ _10"></span>MIRBUD, <span class="_ _10"></span>gdyż </div><div class="t m0 x1e h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawcy <span class="_ _2b"> </span>mają <span class="_ _20"> </span>obowiązek <span class="_ _20"> </span>stosowania </div><div class="t m0 x1e h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Kodeksu <span class="_ _23"> </span>pracownika<span class="_ _0"></span> <span class="_ _23"> </span>i <span class="_ _1e"> </span>współpra<span class="ff2">cownika <span class="_ _23"> </span>GK </span></div><div class="t m0 x1e h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD.  </div><div class="t m0 x1e h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _16"> </span>dostawców <span class="_ _16"> </span>dostarczających <span class="_ _11"> </span>materiał<span class="_ _10"></span>y </div><div class="t m0 x1e h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">na <span class="_ _12"> </span>budowy <span class="_ _13"> </span>GK <span class="_ _12"> </span>MIRBUD <span class="_ _13"> </span>nie <span class="_ _12"> </span>są <span class="_ _12"> </span>angażowani<span class="_ _0"></span> </div><div class="t m0 x1e h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">bezpośrednio.<span class="_ _0"></span> <span class="ff2"> </span></div></div><div class="c x4 y20e we h21"><div class="t m0 x1d h16 y1f6 ff2 fs1 fc0 sc0 ls9 ws0">5.<span class="ls0"> </span></div></div><div class="c x15 y20e wf h21"><div class="t m0 x2 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Organy </div><div class="t m0 x2 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">prawodaw<span class="_ _0"></span>cze i </div><div class="t m0 x2 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">administracja </div><div class="t m0 x2 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">publiczna </div></div><div class="c x17 y20e w10 h21"><div class="t m0 x2 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Administracja<span class="_ _0"></span> <span class="_ _27"> </span>publiczna<span class="_ _0"></span> <span class="_ _27"> </span>mająca<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">bezpośredni<span class="_ _0"></span> <span class="_ _1a"> </span>wpływ <span class="_ _14"> </span>na <span class="_ _1a"> </span>realizowane<span class="_ _0"></span> </div><div class="t m0 x2 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">budowy <span class="_ _1"></span>poprze<span class="_ _0"></span>z <span class="_ _c"></span>wydawan<span class="_ _0"></span>ie <span class="_ _1"></span>decyzji, <span class="_ _1"></span>tj. </div><div class="t m0 x2 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">m.in. <span class="_ _18"> </span>pozwoleń <span class="_ _19"> </span>na <span class="_ _18"> </span>budowę, <span class="_ _18"> </span>decyzji </div><div class="t m0 x2 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch <span class="_ _2e"> </span>i <span class="_ _2e"> </span>inne <span class="_ _2d"> </span>decyzje </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">administracyjne,<span class="_ _0"></span> <span class="_ _19"> </span>bez <span class="_ _19"> </span>których <span class="_ _19"> </span>proces<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">budowy nie mógłby<span class="_ _0"></span> się odbyć.<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x1a y20e w11 h21"><div class="t m0 x1e h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Zaangażowanie <span class="_ _5"></span>tych <span class="_ _10"></span>interesariuszy <span class="_ _10"></span>realizowane <span class="_ _5"></span>jest </div><div class="t m0 x1e h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">poprzez <span class="_ _e"> </span>uzgodnienia <span class="_ _e"> </span>i <span class="_ _e"> </span>przygotowan<span class="_ _0"></span>ie <span class="_ _e"> </span>wniosków <span class="_ _e"> </span>o </div><div class="t m0 x1e h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">wydanie <span class="_ _c"></span>decyzji <span class="_ _c"></span>administracyjnyc<span class="_ _0"></span>h <span class="_ _c"></span>koniecznych <span class="_ _c"></span>do </div><div class="t m0 x1e h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">prowadzenia <span class="_ _e"> </span>i <span class="_ _11"> </span>oddania <span class="_ _16"> </span>do <span class="_ _16"> </span>użytkowania <span class="_ _16"> </span>inwestycji </div><div class="t m0 x1e h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">budowlane<span class="_ _0"></span>j. </div><div class="t m0 x0 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y20f we h22"><div class="t m0 x1d h16 y1eb ff2 fs1 fc0 sc0 ls9 ws0">6.<span class="ls0"> </span></div></div><div class="c x15 y20f wf h22"><div class="t m0 x2 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Inwestorzy i </div><div class="t m0 x2 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">potencjalni </div><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">inwestorzy </div></div><div class="c x17 y20f w10 h22"><div class="t m0 x2 h16 y210 ff1 fs1 fc0 sc0 ls0 ws0">Inwestorzy <span class="_ _2f"> </span>dzielą <span class="_ _2f"> </span>się <span class="_ _2f"> </span>na </div><div class="t m0 x2 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">instytucjonaln<span class="_ _0"></span>ych <span class="_ _30"> </span>(fundusze<span class="_ _0"></span> </div><div class="t m0 x2 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">inwestycyjne)<span class="_ _0"></span> <span class="_ _2c"> </span>oraz <span class="_ _2c"> </span>indywidu<span class="_ _0"></span>alnych.<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Inwestorami <span class="_ _d"></span>są <span class="_ _e"> </span><span class="ff2">osoby <span class="_ _d"></span>zainteresowane </span></div><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">lub <span class="_ _2"> </span>potencjalnie <span class="_ _2"> </span>zaintere<span class="_ _0"></span>sowane </div><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">zakupem akcji <span class="_ _0"></span>MIRBUD S.A<span class="_ _0"></span>. </div></div><div class="c x1a y20f w11 h22"><div class="t m0 x1e h16 y210 ff1 fs1 fc0 sc0 ls0 ws0">Z <span class="_ _15"> </span>inwestorami <span class="_ _2e"> </span>prowadzona <span class="_ _15"> </span>jest <span class="_ _15"> </span>bieżą<span class="_ _0"></span>ca </div><div class="t m0 x1e h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">komunikacja <span class="_ _1c"> </span>zgodnie <span class="_ _1c"> </span>z<span class="_ _1"></span> <span class="_ _1c"> </span>wymogami <span class="_ _1b"> </span>prawnymi </div><div class="t m0 x1e h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">(raporty <span class="_ _1"></span>giełdowe <span class="_ _c"></span>bieżące <span class="_ _c"></span>i <span class="_ _c"></span>okresowe). <span class="_ _1"></span>Dodatkowo </div><div class="t m0 x1e h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">prowadzona<span class="_ _0"></span> <span class="_ _1"></span>jes<span class="_ _1"></span>t <span class="_ _1"></span>stała <span class="_ _1"></span>komunikacja<span class="_ _0"></span>. <span class="_ _c"></span>Organizowane<span class="_ _10"></span> </div><div class="t m0 x1e h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">są <span class="_ _20"> </span>spotkania <span class="_ _2b"> </span>inwestorskie <span class="_ _2b"> </span>bezpośrednio <span class="_ _20"> </span>z </div><div class="t m0 x1e h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">inwestorami <span class="_ _23"> </span>oraz<span class="_ _0"></span> <span class="_ _23"> </span>za <span class="_ _23"> </span>pośrednictwe<span class="_ _0"></span>m <span class="_ _23"> </span>domów </div><div class="t m0 x1e h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">maklerskich.  </div></div><div class="c x4 y212 we h23"><div class="t m0 x1d h16 y20c ff2 fs1 fc0 sc0 ls9 ws0">7.<span class="ls0"> </span></div></div><div class="c x15 y212 wf h23"><div class="t m0 x2 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Instytucje </div><div class="t m0 x2 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">finansowe </div></div><div class="c x17 y212 w10 h23"><div class="t m0 x2 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Instytucje <span class="_ _2c"> </span>finansowe <span class="_ _26"> </span>to <span class="_ _26"> </span>po<span class="_ _0"></span>dmioty </div><div class="t m0 x2 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">zewnętrzne <span class="_ _31"> </span>obsługujące <span class="_ _31"> </span>Grupę<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _c"></span>poprzez <span class="_ _d"></span>udzielanie<span class="_ _0"></span> <span class="_ _d"></span>gwarancji </div><div class="t m0 x2 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">oraz kredytów ban<span class="_ _10"></span>k<span class="_ _1"></span>owy<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x1a y212 w11 h23"><div class="t m0 x1e h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Interesariusze<span class="_ _0"></span> <span class="_ _1"></span>Ci<span class="_ _0"></span> <span class="_ _1"></span>zajmują<span class="_ _10"></span> <span class="_ _1"></span>się <span class="_ _1"></span>udzi<span class="_ _10"></span>elaniem <span class="_ _1"></span>kredytów </div><div class="t m0 x1e h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">na  finansowanie  bie<span class="_ _0"></span>żącej  działal<span class="_ _0"></span>ności  lub  rozwój<span class="_ _0"></span> </div><div class="t m0 x1e h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">firmy  (inwestycje)  oraz  gwaran<span class="_ _0"></span>cji  niezbędnych  w </div><div class="t m0 x1e h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">procesie <span class="_ _15"> </span>r<span class="_ _0"></span>ealizacji<span class="_ _0"></span> <span class="_ _15"> </span>pr<span class="_ _0"></span>ojektów <span class="_ _2e"> </span>budowlanych. </div><div class="t m0 x1e h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Komunikacja z nim<span class="_ _0"></span>i prowadzona <span class="_ _0"></span>jest bezpo<span class="_ _10"></span>ś<span class="_ _1"></span>redn<span class="_ _0"></span>io. <span class="ff2"> </span></div></div><div class="c x4 y213 we h24"><div class="t m0 x1d h16 y4e ff2 fs1 fc0 sc0 ls9 ws0">8.<span class="ls0"> </span></div></div><div class="c x15 y213 wf h24"><div class="t m0 x2 h16 y4e ff1 fs1 fc0 sc0 ls0 ws0">Społeczność </div><div class="t m0 x2 h16 y209 ff2 fs1 fc0 sc0 ls0 ws0">lokalna </div></div><div class="c x17 y213 w10 h24"><div class="t m0 x2 h16 y4e ff1 fs1 fc0 sc0 ls0 ws0">Społeczność <span class="_ _32"> </span>lokalna <span class="_ _32"> </span>to <span class="_ _32"> </span>osoby </div><div class="t m0 x2 h16 y209 ff1 fs1 fc0 sc0 ls0 ws0">zamieszkujące <span class="_ _9"> </span>w<span class="_ _10"></span> <span class="_ _2f"> </span>sąsied<span class="_ _0"></span>ztwie </div><div class="t m0 x2 h16 y214 ff2 fs1 fc0 sc0 ls0 ws0">realizowanych inwe<span class="_ _10"></span>s<span class="_ _1"></span>tycji </div></div><div class="c x1a y213 w11 h24"><div class="t m0 x1e h16 y4e ff1 fs1 fc0 sc0 ls0 ws0">Dla <span class="_ _1c"> </span>społeczności <span class="_ _1c"> </span>lokalnych <span class="_ _1c"> </span>organizowane <span class="_ _1c"> </span>są </div><div class="t m0 x1e h16 y209 ff1 fs1 fc0 sc0 ls0 ws0">spotkania <span class="_ _d"> </span>informacyjne <span class="_ _e"> </span>związane<span class="_ _0"></span> <span class="_ _e"> </span>z <span class="_ _e"> </span>prowadzon<span class="_ _0"></span>ymi </div><div class="t m0 x1e h16 y214 ff1 fs1 fc0 sc0 ls0 ws0">robotami <span class="_ _33"> </span>budowlany<span class="_ _0"></span>mi <span class="_ _33"> </span>w <span class="_ _24"> </span>s<span class="_ _1"></span>ąsied<span class="_ _0"></span>ztwie <span class="_ _33"> </span>ich </div><div class="t m0 x1e h16 y215 ff1 fs1 fc0 sc0 ls0 ws0">zamieszkania<span class="_ _0"></span>. <span class="_ _20"> </span>Przekazywane<span class="_ _0"></span> <span class="_ _20"> </span>są <span class="_ _20"> </span>im <span class="_ _20"> </span>także </div><div class="t m0 x1e h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">informacje <span class="_ _1"></span>o <span class="_ _1"></span>planowa<span class="_ _0"></span>nych <span class="_ _1"></span>działaniach <span class="_ _1"></span>w <span class="_ _1"></span>związ<span class="_ _0"></span>ku <span class="_ _1"></span>z </div><div class="t m0 x1e h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">realizacją <span class="_ _1"></span>inwestycji <span class="_ _c"></span>budowlanej <span class="_ _1"></span>za <span class="_ _c"></span>poś<span class="ff2">rednictwem </span></div><div class="t m0 x1e h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">prasy. <span class="_ _15"> </span>W<span class="_ _10"></span> <span class="_ _15"> </span>przypad<span class="_ _0"></span>ku <span class="_ _2e"> </span>organizacji <span class="_ _15"> </span>p<span class="_ _0"></span>ożytku </div><div class="t m0 x1e h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">publicznego <span class="_ _1d"> </span>działających<span class="_ _0"></span> <span class="_ _1d"> </span>na <span class="_ _17"> </span>rzecz <span class="_ _1d"> </span>społeczności </div><div class="t m0 x1e h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">lokalnych <span class="_ _34"> </span>zamieszkując<span class="_ _0"></span>ych <span class="_ _34"> </span>w <span class="_ _34"> </span>sąsiedztwie </div><div class="t m0 x1e h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">prowadzonych <span class="_ _20"> </span>inwe<span class="_ _0"></span>stycji <span class="_ _20"> </span>przekazywane <span class="_ _20"> </span>jest </div><div class="t m0 x1e h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">wsparcie finansowe<span class="_ _10"></span> <span class="_ _1"></span>i r<span class="_ _0"></span>zeczowe  </div></div><div class="c x4 y217 we h25"><div class="t m0 x1d h16 y218 ff2 fs1 fc0 sc0 ls9 ws0">9.<span class="ls0"> </span></div></div><div class="c x15 y217 wf h25"><div class="t m0 x2 h16 y218 ff2 fs1 fc0 sc0 ls0 ws0">Media </div></div><div class="c x17 y217 w10 h25"><div class="t m0 x2 h16 y218 ff1 fs1 fc0 sc0 ls0 ws0">Media <span class="_ _15"> </span>to <span class="_ _2e"> </span>dz<span class="_ _1"></span>ienni<span class="_ _0"></span>karze <span class="_ _15"> </span>m<span class="_ _0"></span>ediów </div><div class="t m0 x2 h16 y219 ff1 fs1 fc0 sc0 ls0 ws0">lokalnych <span class="_ _2a"> </span>i <span class="_ _2a"> </span>ogólnopolskich<span class="_ _0"></span> </div><div class="t m0 x2 h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">zainteresowani<span class="_ _0"></span> <span class="_ _1"></span>publi<span class="_ _0"></span>kacją informacji na </div><div class="t m0 x2 h16 y1fe ff2 fs1 fc0 sc0 ls0 ws0">temat <span class="_ _31"> </span>prowadzonych <span class="_ _31"> </span>inwestycji </div><div class="t m0 x2 h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">budowlanych<span class="_ _0"></span> <span class="_ _28"> </span>lub <span class="_ _28"> </span>ogó<span class="_ _0"></span>lnie <span class="_ _28"> </span>działa<span class="_ _0"></span>lności </div><div class="t m0 x2 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">GK MIRBUD </div></div><div class="c x1a y217 w11 h25"><div class="t m0 x1e h16 y218 ff1 fs1 fc0 sc0 ls0 ws0">Dla <span class="_ _2c"> </span>mediów<span class="_ _10"></span> <span class="_ _2c"> </span>przygotowywa<span class="_ _0"></span>ne <span class="_ _1e"> </span>są <span class="_ _2c"> </span>informa<span class="_ _0"></span>cje </div><div class="t m0 x1e h16 y219 ff1 fs1 fc0 sc0 ls0 ws0">prasowe <span class="_ _14"> </span>poświęcone <span class="_ _14"> </span>realizacji <span class="_ _14"> </span>poszczególnych<span class="_ _0"></span> </div><div class="t m0 x1e h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">inwestycji, <span class="_ _13"> </span>które <span class="_ _13"> </span>są <span class="_ _13"> </span>wysyłane <span class="_ _13"> </span>do <span class="_ _13"> </span>dziennikar<span class="_ _0"></span>zy </div><div class="t m0 x1e h16 y1fe ff1 fs1 fc0 sc0 ls0 ws0">mediów <span class="_ _1d"> </span>lokalny<span class="_ _0"></span>ch <span class="_ _1d"> </span>działający<span class="_ _0"></span>ch <span class="_ _1d"> </span>na <span class="_ _28"> </span>t<span class="_ _1"></span>ere<span class="_ _0"></span>nach, <span class="_ _1d"> </span>na </div><div class="t m0 x1e h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">których <span class="_ _1d"> </span>znajduje <span class="_ _28"> </span>się <span class="_ _17"> </span>inwestycja<span class="_ _0"></span> <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>informacje </div><div class="t m0 x1e h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">prasowe <span class="_ _17"> </span>poświęcone <span class="_ _1d"> </span>ogólnej <span class="_ _18"> </span>działalno<span class="_ _0"></span>ści <span class="_ _17"> </span>fi<span class="_ _1"></span><span class="ff2">rmy,<span class="_ _0"></span> </span></div><div class="t m0 x1e h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">które <span class="_ _1b"> </span>są <span class="_ _22"> </span>wysyłane <span class="_ _1c"> </span>do <span class="_ _22"> </span>dziennikarz<span class="_ _0"></span>y <span class="_ _1b"> </span>mediów </div><div class="t m0 x1e h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">ogólnopolskich,<span class="_ _0"></span>  w <span class="_ _f"> </span>tym  branżowych.  Na  potrzeby </div><div class="t m0 x1e h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">kontaktu <span class="_ _e"> </span>z <span class="_ _e"> </span>mediami <span class="_ _e"> </span>organizowane <span class="_ _e"> </span>są <span class="_ _e"> </span>konferencje </div><div class="t m0 x1e h16 y21e ff2 fs1 fc0 sc0 ls0 ws0">prasowe <span class="_ _18"> </span>oraz <span class="_ _13"> </span>wizyty <span class="_ _18"> </span>studyjne <span class="_ _19"> </span>dziennikarzy <span class="_ _19"> </span>na </div><div class="t m0 x1e h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">poszczególny<span class="_ _0"></span>ch budowach. Realizowana jest także </div><div class="t m0 x1e h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">bieżąca komunika<span class="_ _0"></span>cja z me<span class="ff2">diami. </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h18 y79 ff2 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y21f ff1 fs3 fc0 sc0 ls0 ws0">Istotną <span class="_ _d"></span>grup<span class="_ _1"></span>ę <span class="_ _d"></span>Interesarius<span class="_ _1"></span>zy <span class="_ _d"></span>stanowią <span class="_ _e"></span>również <span class="_ _e"></span>klienci, <span class="_ _d"></span>cz<span class="_ _1"></span>yli <span class="_ _c"></span>Zam<span class="_ _1"></span>awiający, <span class="_ _d"></span>na <span class="_ _e"></span>zlecenie <span class="_ _d"></span>k<span class="_ _1"></span>tórych <span class="_ _d"></span>G<span class="_ _1"></span>rupa </div><div class="t m0 x4 h6 y220 ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowa <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>realizuje <span class="_ _1"></span>inwesty<span class="_ _1"></span>cje kubat<span class="_ _1"></span>urowe <span class="_ _1"></span>i <span class="_ _1"></span>drogowe. <span class="_ _1"></span>Są <span class="_ _1"></span>to n<span class="_ _1"></span>ajczęściej <span class="_ _1"></span>podmioty <span class="_ _1"></span>publiczne </div><div class="t m0 x4 h6 y221 ff1 fs3 fc0 sc0 ls0 ws0">zlecające <span class="_ _f"> </span>wykonanie  inwestycji <span class="_ _f"> </span>budowlanych. <span class="_ _f"> </span>Ws<span class="_ _1"></span>półpraca <span class="_ _f"> </span>z <span class="_ _f"> </span>t<span class="_ _1"></span>ym <span class="_ _f"> </span>interesar<span class="_ _1"></span>iuszem <span class="_ _f"> </span>prowadzona <span class="_ _f"> </span>jest<span class="_ _1"></span> </div><div class="t m0 x4 h6 y1f0 ff1 fs3 fc0 sc0 ls0 ws0">podczas <span class="_ _18"> </span>cał<span class="_ _1"></span>ego <span class="_ _18"> </span>procesu <span class="_ _19"> </span>inwestycyjnego,<span class="_ _1"></span> <span class="_ _17"> </span>roz<span class="_ _1"></span>poczynając <span class="_ _18"> </span>od <span class="_ _19"> </span>analizy <span class="_ _18"> </span>w<span class="_ _1"></span>arunków <span class="_ _18"> </span>prz<span class="_ _1"></span>etargu, <span class="_ _18"> </span>przez<span class="_ _1"></span> </div><div class="t m0 x4 h6 y222 ff1 fs3 fc0 sc0 ls0 ws0">współpracę <span class="_ _1d"> </span>podczas <span class="_ _1d"> </span>procesu <span class="_ _1d"> </span>inwestycyjnego, <span class="_ _1d"> </span>która <span class="_ _1d"> </span>to <span class="_ _1d"> </span>współpraca <span class="_ _1d"> </span>obejmuje<span class="_ _1"></span>  realizację <span class="_ _1d"> </span>inwesty<span class="_ _1"></span>cji </div><div class="t m0 x4 h6 y223 ff1 fs3 fc0 sc0 ls0 ws0">zgodnie z<span class="_ _1"></span> harmon<span class="_ _1"></span>ogramem i <span class="_ _1"></span>projektem <span class="_ _1"></span>budow<span class="_ _1"></span>lanym, <span class="_ _1"></span>współpracę z<span class="_ _1"></span> innymi <span class="_ _1"></span>interesarius<span class="_ _1"></span>zami, takimi <span class="_ _1"></span>jak </div><div class="t m0 x4 h6 y224 ff1 fs3 fc0 sc0 ls0 ws0">społeczności <span class="_ _d"></span>lokalne, <span class="_ _d"></span>a <span class="_ _d"></span>kończąc<span class="_ _1"></span> <span class="_ _c"></span>na <span class="_ _c"></span>od<span class="_ _1"></span>biorach, <span class="_ _d"></span>przekazaniu <span class="_ _d"></span>inwes<span class="_ _1"></span>tycji <span class="_ _c"></span>do <span class="_ _d"></span>użytkowan<span class="_ _1"></span>ia <span class="_ _c"></span>oraz <span class="_ _d"></span>realizacji<span class="_ _1"></span> </div><div class="t m0 x4 h6 y225 ff1 fs3 fc0 sc0 ls0 ws0">okresu gwarancy<span class="_ _1"></span>jnego. Klienci są klucz<span class="_ _1"></span>ową grupą interesariusz<span class="_ _1"></span>y, poniważ mają bez<span class="_ _1"></span>pośredni wpływ n<span class="_ _1"></span><span class="lsf">a </span></div><div class="t m0 x4 h6 y226 ff1 fs3 fc0 sc0 ls0 ws0">model biznesowy G<span class="_ _1"></span>rupy, jej rozwój i osiąganie celów s<span class="_ _1"></span>trategicznych. <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pff" class="pf w5 hc" ><div class="pc pcf w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">15<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szanse<span class="_ _1"></span> oraz ich wzajemne związki <span class="_ _1"></span>ze </span></div><div class="t m0 x4 h12 y228 ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y229 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y22a ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _14"> </span>z<span class="_ _1"></span> <span class="_ _14"> </span>wy<span class="_ _1"></span>nikami <span class="_ _14"> </span>bad<span class="_ _1"></span>ania <span class="_ _14"> </span>istotnośc<span class="_ _1"></span>i, <span class="_ _14"> </span>biorąc <span class="_ _1a"> </span>pod <span class="_ _1a"> </span>uwagę <span class="_ _1a"> </span>podwójną <span class="_ _1a"> </span>istotność <span class="_ _1a"> </span>jako <span class="_ _1a"> </span>istotne </div><div class="t m0 x4 h6 y22b ff1 fs3 fc0 sc0 ls0 ws0">zidentyfikowane zosta<span class="_ _1"></span>ły następujące zagadnienia:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y22c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Zmiana klimatu [E<span class="_ _1"></span>SRS E1] </span></div><div class="t m0 x6 h6 y22d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Zanieczyszcz<span class="_ _1"></span>enia [ESRS E2]<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y22e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Zasoby wodne i mors<span class="_ _1"></span>kie [ESRS E3]<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y22f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Bioróżnorodność i ek<span class="_ _1"></span>osystemy [ESRS E4]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y230 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Wykorzystanie zasob<span class="_ _1"></span>ów i gospodarka o obiegu za<span class="_ _1"></span>mkniętym [ESRS E5]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y231 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Osoby <span class="ff1">świadczące pracę<span class="_ _1"></span> na rzecz przedsięb<span class="_ _1"></span>iorstwa [ESRS S1]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y232 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Pracownicy w łańcuchu <span class="_ _1"></span>wartości [ESRS S2]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y233 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Społeczności dotkn<span class="_ _1"></span>ięte wpływem [ESRS S3]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y234 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Konsumenci i użytk<span class="_ _1"></span>ownicy końcowi [ESRS S4]<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y235 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Praktyki biznesowe [E<span class="_ _1"></span>SRS G1] </span></div><div class="t m0 x4 h6 y236 ff1 fs3 fc0 sc0 ls0 ws0">Poniżej <span class="_ _10"></span>opisano <span class="_ _0"></span>istotne <span class="_ _10"></span>wpływy<span class="_ _1"></span> <span class="_ _5"></span>jak<span class="_ _1"></span>ie <span class="_ _5"></span>Grupa<span class="_ _1"></span> <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>w<span class="_ _1"></span>ywiera <span class="_ _10"></span>na <span class="_ _10"></span>powyżs<span class="_ _1"></span>ze <span class="_ _5"></span>z<span class="_ _1"></span>agadnienia. <span class="_ _10"></span>Wpływ <span class="_ _10"></span>to<span class="_ _1"></span> <span class="_ _5"></span>efekt<span class="_ _1"></span> </div><div class="t m0 x4 h6 y237 ff1 fs3 fc0 sc0 ls0 ws0">oddziaływania <span class="_ _14"> </span>Grupy<span class="_ _1"></span> <span class="_ _12"> </span>na<span class="_ _1"></span> <span class="_ _12"> </span>jej <span class="_ _14"> </span>otoc<span class="_ _1"></span>zenie: <span class="_ _14"> </span>na <span class="_ _14"> </span>śr<span class="_ _1"></span>odowisko <span class="_ _12"> </span>n<span class="_ _1"></span>aturalne, <span class="_ _14"> </span>osoby <span class="_ _1a"> </span>świadczące <span class="_ _14"> </span>pracę <span class="_ _1a"> </span>i </div><div class="t m0 x4 h6 y238 ff1 fs3 fc0 sc0 ls0 ws0">społeczeństwo. <span class="_ _13"> </span>Wpływ <span class="_ _12"> </span>może <span class="_ _13"> </span>być <span class="_ _13"> </span>pozy<span class="_ _1"></span>tywny, <span class="_ _13"> </span>negatywny, <span class="_ _13"> </span>faktyc<span class="_ _1"></span>zny <span class="_ _13"> </span>(występujący <span class="_ _13"> </span>obecnie) <span class="_ _13"> </span>lub </div><div class="t m0 x4 h6 y239 ff2 fs3 fc0 sc0 ls0 ws0">potencjalny (j<span class="_ _1"></span>eszcze nie <span class="_ _1"></span><span class="ff1">występujący, ale jest prawd<span class="_ _1"></span>opodobne, że tak<span class="_ _1"></span> się stanie w<span class="_ _1"></span> przyszłości). Wpły<span class="_ _1"></span>w </span></div><div class="t m0 x4 h6 y23a ff1 fs3 fc0 sc0 ls0 ws0">może być<span class="_ _1"></span> wywierany <span class="_ _1"></span>bezpośrednio prz<span class="_ _1"></span>ez działalność <span class="_ _1"></span>operacyjną G<span class="_ _1"></span>K MIRBUD <span class="_ _1"></span>lub <span class="_ _1"></span>może być poś<span class="_ _1"></span>redni, </div><div class="t m0 x4 h6 y23b ff1 fs3 fc0 sc0 ls0 ws0">wywierany np. poprzez<span class="_ _1"></span> dostawców lub w czasie uży<span class="_ _1"></span>tkowania oddanych inwes<span class="_ _1"></span>tycji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y23c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y23d ff1 fs3 fc0 sc0 ls0 ws0">Perspektywa <span class="_ _1"></span>czasowa <span class="_ _1"></span>wpływów <span class="_ _1"></span>określona <span class="_ _1"></span>jest <span class="_ _1"></span>na <span class="_ _1"></span>okres <span class="_ _1"></span>obowiązywania <span class="_ _1"></span>badania <span class="_ _1"></span>istotności, <span class="_ _1"></span>tj. <span class="_ _1"></span>przez <span class="_ _1"></span>3 </div><div class="t m0 x4 h6 y23e ff1 fs3 fc0 sc0 ls0 ws0">lata od daty zakończen<span class="_ _1"></span>ia badania, czyli do 4 paźdz<span class="_ _1"></span>iernika 2026 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y23f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y240 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 3: Isto<span class="_ _0"></span>tne wpływy<span class="ffa"> </span></div></div><div class="c x20 y241 w12 h27"><div class="t m0 x2 h16 y242 ff2 fs1 fc5 sc0 ls9 ws0">Lp.<span class="ls0"> </span></div></div><div class="c x21 y241 w13 h27"><div class="t m0 x22 h16 y242 ff2 fs1 fc5 sc0 ls0 ws0">Temat ESRS </div></div><div class="c x23 y241 w14 h27"><div class="t m0 x24 h16 y242 ff1 fs1 fc5 sc0 ls0 ws0">Obszar wpływu<span class="ff2"> </span></div></div><div class="c x25 y241 w15 h27"><div class="t m0 x20 h16 y242 ff1 fs1 fc5 sc0 ls0 ws0">Opis wpływu<span class="ff2"> </span></div></div><div class="c x26 y241 w16 h27"><div class="t m0 x2 h16 y243 ff1 fs1 fc5 sc0 ls0 ws0">Miejsce w łań<span class="_ _0"></span>cuchu </div><div class="t m0 x27 h16 y244 ff1 fs1 fc5 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x7 y241 w17 h28"><div class="t m0 x28 h29 y0 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y245 w18 h2a"><div class="t m0 x14 h29 y246 ff3 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x21 y247 w19 h2b"><div class="t m0 x29 h16 y248 ff2 fs1 fc0 sc0 ls0 ws0">E1 - Zmiana </div><div class="t m0 x2a h16 y249 ff2 fs1 fc0 sc0 ls0 ws0">klimatu </div></div><div class="c x23 y245 w1a h2a"><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Przystosowanie<span class="_ _0"></span> się </div><div class="t m0 x2b h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">do zmiany klima<span class="_ _0"></span>tu </div></div><div class="c x25 y245 w1b h2a"><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _35"> </span>pozyt<span class="_ _0"></span>ywny <span class="_ _35"> </span>wpływ <span class="_ _35"> </span>na </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">przystosowywanie <span class="_ _11"> </span>się  do  zmian  klimatu  poprzez </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">realizację <span class="_ _18"> </span>inwesty<span class="_ _0"></span>cji <span class="_ _18"> </span>odpornych <span class="_ _18"> </span>na <span class="_ _18"> </span>ekstremalne<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">warunki <span class="_ _17"> </span>pogodowe <span class="_ _17"> </span>oraz <span class="_ _17"> </span>s<span class="_ _1"></span>tosow<span class="_ _10"></span>anie <span class="_ _18"> </span>technologii </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">zwiększających <span class="_ _36"> </span>efektywnoś<span class="_ _0"></span>ć <span class="_ _36"> </span>energetyczną </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">budynków.<span class="ff2"> </span></div></div><div class="c x26 y245 w1c h2a"><div class="t m0 x28 h16 y246 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y245 w1d h2a"><div class="t m0 x2b h10 y24a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y24b w18 h24"><div class="t m0 x14 h29 y1f7 ff3 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c x23 y24b w1a h24"><div class="t m0 x2b h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">Emisje gazów </div><div class="t m0 x2b h16 y24d ff2 fs1 fc0 sc0 ls0 ws0">cieplarnianych </div></div><div class="c x25 y24b w1b h24"><div class="t m0 x2b h16 y219 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _2c"> </span>ne<span class="_ _0"></span>gatywny <span class="_ _2c"> </span>wpł<span class="_ _0"></span>yw <span class="_ _2c"> </span>związan<span class="_ _0"></span>y <span class="_ _2c"> </span>z </div><div class="t m0 x2b h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">emisjami <span class="_ _18"> </span>gazów <span class="_ _17"> </span>cieplarnianych <span class="_ _17"> </span>wynikającego <span class="_ _17"> </span>z </div><div class="t m0 x2b h16 y24e ff1 fs1 fc0 sc0 ls0 ws0">charakteru <span class="_ _1b"> </span>działalnoś<span class="_ _0"></span>ci <span class="_ _22"> </span>GK <span class="_ _1c"> </span>MIRBUD. <span class="_ _22"> </span>Wpływ<span class="_ _0"></span> </div><div class="t m0 x2b h16 y24f ff1 fs1 fc0 sc0 ls0 ws0">obejmuje e<span class="_ _0"></span>misje <span class="_ _0"></span>powstające<span class="_ _0"></span> m.in<span class="_ _0"></span>. <span class="_ _0"></span>z zuż<span class="_ _0"></span>ycia paliw<span class="_ _0"></span> w<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">maszynach <span class="_ _17"> </span>budowlanych, <span class="_ _17"> </span>transportu <span class="_ _17"> </span>materiałów </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">oraz <span class="_ _d"></span>z <span class="_ _d"></span>procesów <span class="_ _c"></span>produkcyjnych. <span class="_ _c"></span>Emisje <span class="_ _e"> </span>po<span class="_ _0"></span>chodzą </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">również <span class="_ _0"></span>z <span class="_ _0"></span>produkcji<span class="_ _0"></span> ma<span class="_ _0"></span>teriałów <span class="_ _0"></span>bu<span class="_ _0"></span>dowlanych, <span class="_ _0"></span>takich<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">jak <span class="_ _13"> </span>cement <span class="_ _13"> </span>lub <span class="_ _13"> </span>stal, <span class="_ _19"> </span>kt<span class="_ _1"></span>óre<span class="_ _10"></span> <span class="_ _13"> </span>s<span class="_ _1"></span>ą<span class="_ _0"></span> <span class="_ _13"> </span>niezbędne <span class="_ _13"> </span>dla </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">realizowanych <span class="_ _10"></span>projektów<span class="_ _0"></span>. <span class="_ _10"></span>Grupa <span class="_ _10"></span>redukuje <span class="_ _10"></span>t<span class="_ _1"></span>en <span class="_ _10"></span>wpływ<span class="_ _0"></span> </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">poprzez <span class="_ _2c"> </span>optyma<span class="_ _0"></span>lizację <span class="_ _1e"> </span>z<span class="_ _1"></span>u<span class="_ _0"></span>życia <span class="_ _2c"> </span>energ<span class="_ _0"></span>ii <span class="_ _2c"> </span>oraz </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">wdrażanie bard<span class="_ _0"></span>ziej efektywny<span class="_ _0"></span>ch technolog<span class="_ _0"></span>ii. <span class="ff2"> </span></div></div><div class="c x26 y24b w1c h24"><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Cały łańcuch wa<span class="_ _0"></span>rtości<span class="ff2"> </span></div></div><div class="c x7 y24b w1d h24"><div class="t m0 x2b h10 y250 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y247 w18 h21"><div class="t m0 x14 h29 y207 ff3 fs1 fc0 sc0 ls0 ws0">3 </div></div><div class="c x23 y247 w1a h21"><div class="t m0 x2b h16 y251 ff2 fs1 fc0 sc0 ls0 ws0">Zapotrzebowanie n<span class="_ _0"></span>a </div><div class="t m0 x2b h16 y252 ff1 fs1 fc0 sc0 ls0 ws0">energię<span class="ff2"> </span></div></div><div class="c x25 y247 w1b h21"><div class="t m0 x2b h16 y204 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, negatywny wpływ poprzez zużywanie </div><div class="t m0 x2b h16 y205 ff2 fs1 fc0 sc0 ls0 ws0">przez <span class="_ _2b"> </span>GK <span class="_ _26"> </span>MIRBUD <span class="_ _26"> </span>energii <span class="_ _26"> </span>w <span class="_ _2b"> </span>procesach </div><div class="t m0 x2b h16 y206 ff1 fs1 fc0 sc0 ls0 ws0">budowlanych, <span class="_ _31"> </span>e<span class="_ _10"></span>k<span class="_ _1"></span>sploa<span class="_ _0"></span>tacji <span class="_ _31"> </span>spr<span class="_ _0"></span>zętu <span class="_ _31"> </span>ora<span class="_ _0"></span>z </div><div class="t m0 x2b h16 y207 ff1 fs1 fc0 sc0 ls0 ws0">funkcjonowaniu <span class="_ _18"> </span>biur <span class="_ _19"> </span>i <span class="_ _19"> </span>zakładów <span class="_ _18"> </span>produkcyjnych. </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Przyczynia <span class="_ _31"> </span>się <span class="_ _31"> </span>t<span class="_ _1"></span>o<span class="_ _0"></span> <span class="_ _37"> </span>do <span class="_ _31"> </span>zwiększonego </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">zapotrzebowania <span class="_ _d"></span>na <span class="_ _d"> </span>energię <span class="_ _d"> </span>z<span class="_ _1"></span> <span class="_ _d"></span>sieci, <span class="_ _e"> </span>co <span class="_ _d"></span>przekłada </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">się <span class="_ _18"> </span>na <span class="_ _18"> </span>pośrednie <span class="_ _18"> </span>emisje <span class="_ _18"> </span>gazów <span class="_ _18"> </span>cieplarnian<span class="_ _0"></span>ych </div></div><div class="c x26 y247 w1c h21"><div class="t m0 x24 h16 y207 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y247 w1d h21"><div class="t m0 x2b h10 y253 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf10" class="pf w5 hc" ><div class="pc pc10 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">16<span class="ff5 fs8 ls0"> </span></div></div><div class="c x25 y254 w1b h2c"><div class="t m0 x2b h16 y255 ff1 fs1 fc0 sc0 ls0 ws0">(zakres <span class="_ _c"></span>2). <span class="_ _d"></span>Grupa <span class="_ _c"></span>minimalizuje <span class="_ _c"></span>ten <span class="_ _d"></span>wpływ <span class="_ _c"></span>poprzez </div><div class="t m0 x2b h16 y256 ff1 fs1 fc0 sc0 ls0 ws0">wdrażanie <span class="_ _13"> </span>energooszczędn<span class="_ _0"></span>ych <span class="_ _13"> </span>technologii <span class="_ _12"> </span>oraz </div><div class="t m0 x2b h16 y257 ff1 fs1 fc0 sc0 ls0 ws0">poprawę miksu u<span class="_ _0"></span>żytkowanej<span class="_ _0"></span> energii elektryc<span class="_ _0"></span>znej.<span class="ff2"> </span></div></div><div class="c x4 y258 w18 h1f"><div class="t m0 x14 h29 y259 ff3 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x21 y258 w19 h1f"><div class="t m0 x2c h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">E2 - </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">Zanieczyszczenia<span class="_ _0"></span> </div></div><div class="c x23 y258 w1a h1f"><div class="t m0 x2b h16 y259 ff2 fs1 fc0 sc0 ls0 ws0">Zanieczyszczenia<span class="_ _0"></span> </div></div><div class="c x25 y258 w1b h1f"><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _2c"> </span>ne<span class="_ _0"></span>gatywny <span class="_ _2c"> </span>wpł<span class="_ _0"></span>yw <span class="_ _2c"> </span>związan<span class="_ _0"></span>y <span class="_ _2c"> </span>z </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">zanieczyszczenia<span class="_ _0"></span>mi <span class="_ _1b"> </span>powietrza <span class="_ _1b"> </span>poprzez <span class="_ _1b"> </span>emisję </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">pyłów <span class="_ _f"> </span>i <span class="_ _28"> </span>związków  chemicznych  pochodzących <span class="_ _28"> </span>z<span class="_ _10"></span> </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">procesów <span class="_ _13"> </span>budowlanych, <span class="_ _12"> </span>spalania <span class="_ _13"> </span>paliw, <span class="_ _12"> </span>awarii </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">maszyn <span class="_ _e"> </span>oraz <span class="_ _16"> </span>transportu <span class="_ _e"> </span>materiałów. <span class="_ _e"> </span>GK <span class="_ _16"> </span>MIRBUD<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">minimalizuje <span class="_ _0"></span>ten w<span class="_ _0"></span>pływ <span class="_ _0"></span>m.in. <span class="_ _0"></span>poprzez u<span class="_ _0"></span><span class="ff2">trzymywanie<span class="_ _0"></span> </span></div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls9 ws0">dobrego <span class="_ _15"> </span>stanu <span class="_ _15"> </span>technicznego <span class="_ _15"> </span>urządzeń <span class="_ _15"> </span>i </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">przestrzeganie pr<span class="_ _10"></span>z<span class="_ _1"></span>episów <span class="_ _0"></span>środowi<span class="_ _0"></span>skowych.<span class="ff2"> </span></div></div><div class="c x26 y258 w1c h1f"><div class="t m0 x24 h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y258 w1d h1f"><div class="t m0 x2b h10 y25a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y25b w18 h2d"><div class="t m0 x14 h29 y25c ff3 fs1 fc0 sc0 ls0 ws0">5 </div></div><div class="c x21 y25b w19 h2d"><div class="t m0 x2d h16 y25d ff2 fs1 fc0 sc0 ls0 ws0">E3 - Woda i </div><div class="t m0 x2e h16 y6 ff2 fs1 fc0 sc0 ls0 ws0">zasoby morskie<span class="_ _0"></span> </div></div><div class="c x23 y25b w1a h2d"><div class="t m0 x2b h16 y25c ff1 fs1 fc0 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div></div><div class="c x25 y25b w1b h2d"><div class="t m0 x2b h16 y25e ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, negatywny wpływ poprzez zużywanie </div><div class="t m0 x2b h16 y25f ff2 fs1 fc0 sc0 ls0 ws0">wody <span class="_ _1c"> </span>w <span class="_ _1c"> </span>procesa<span class="_ _0"></span>ch <span class="_ _1c"> </span>budowlanych, <span class="_ _1f"> </span>takich <span class="_ _1c"> </span>jak </div><div class="t m0 x2b h16 y260 ff1 fs1 fc0 sc0 ls0 ws0">przygotowanie <span class="_ _13"> </span>betonu <span class="_ _13"> </span>lub <span class="_ _13"> </span>chłodzenie <span class="_ _13"> </span>maszyn. </div><div class="t m0 x2b h16 y261 ff1 fs1 fc0 sc0 ls0 ws0">Oprócz  tego <span class="_ _11"> </span>woda  zu<span class="_ _0"></span>żywana  je<span class="_ _0"></span>st  w  działalno<span class="_ _0"></span>ści<span class="_ _0"></span> </div><div class="t m0 x2b h16 y25c ff1 fs1 fc0 sc0 ls0 ws0">produkcyjnej <span class="_ _28"> </span>s<span class="_ _1"></span>półe<span class="_ _10"></span>k<span class="_ _1"></span> <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>w <span class="_ _1d"> </span>tra<span class="_ _0"></span>kcie <span class="_ _1d"> </span>eksploatacji<span class="_ _0"></span> </div><div class="t m0 x2b h16 y262 ff1 fs1 fc0 sc0 ls0 ws0">nieruchomości<span class="_ _0"></span>. <span class="_ _1a"> </span>GK <span class="_ _1a"> </span>MIR<span class="_ _0"></span>BUD <span class="_ _14"> </span>mi<span class="_ _1"></span>nimal<span class="_ _0"></span>izuje <span class="_ _1a"> </span>ten<span class="_ _10"></span> </div><div class="t m0 x2b h16 y263 ff1 fs1 fc0 sc0 ls0 ws0">wpływ <span class="_ _1f"> </span>poprzez <span class="_ _1a"> </span>s<span class="_ _1"></span>zkolenia<span class="_ _10"></span> <span class="_ _1c"> </span>dla <span class="_ _1c"> </span>pracowni<span class="_ _0"></span>ków <span class="_ _1f"> </span>i </div><div class="t m0 x2b h16 y11b ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców,<span class="_ _0"></span> <span class="_ _28"> </span>przestrzeganie<span class="_ _0"></span> <span class="_ _28"> </span>przepisów <span class="_ _28"> </span>oraz </div><div class="t m0 x2b h16 y114 ff1 fs1 fc0 sc0 ls0 ws0">optymalizację<span class="_ _0"></span> zużycia wody<span class="_ _0"></span> na placach<span class="_ _0"></span> budowy.<span class="ff2"> </span></div></div><div class="c x26 y25b w1c h2d"><div class="t m0 x2b h16 y25c ff1 fs1 fc0 sc0 ls0 ws0">Cały łańcuch wa<span class="_ _0"></span>rtości<span class="ff2"> </span></div></div><div class="c x7 y25b w1d h2d"><div class="t m0 x2b h10 y264 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y176 w18 h2e"><div class="t m0 x14 h29 y265 ff3 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x21 y176 w19 h2e"><div class="t m0 x2c h16 y266 ff2 fs1 fc0 sc0 ls0 ws0">E4 - </div><div class="t m0 x10 h16 y265 ff1 fs1 fc0 sc0 ls0 ws0">Bioróżnorodnoś<span class="_ _0"></span>ć i </div><div class="t m0 x2d h16 y267 ff2 fs1 fc0 sc0 ls0 ws0">ekosystemy </div></div><div class="c x23 y176 w1a h2e"><div class="t m0 x2b h16 y268 ff2 fs1 fc0 sc0 ls0 ws0">Utrata </div><div class="t m0 x2b h16 y269 ff1 fs1 fc0 sc0 ls0 ws0">bioróżnorodn<span class="_ _0"></span>ości<span class="ff2"> </span></div></div><div class="c x25 y176 w1b h2e"><div class="t m0 x2b h16 y26a ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _1"></span>nega<span class="_ _10"></span>ty<span class="_ _1"></span>wn<span class="_ _0"></span>y <span class="_ _1"></span>wpływ na <span class="_ _1"></span>bioróżnor<span class="_ _0"></span>odność </div><div class="t m0 x2b h16 y26b ff1 fs1 fc0 sc0 ls0 ws0">poprzez <span class="_ _28"> </span>pr<span class="_ _0"></span>zekształcenie  terenów <span class="_ _28"> </span>natura<span class="_ _0"></span>lnych <span class="_ _28"> </span>na<span class="_ _10"></span> </div><div class="t m0 x2b h16 y266 ff2 fs1 fc0 sc0 ls0 ws0">potrzeby <span class="_ _2c"> </span><span class="ff1">inwestycji <span class="_ _26"> </span>budow<span class="_ _0"></span>lanych, <span class="_ _2c"> </span>co <span class="_ _26"> </span>może<span class="_ _0"></span> </span></div><div class="t m0 x2b h16 y265 ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do <span class="_ _1"></span>utraty siedlisk zwierząt <span class="_ _1"></span>i roślin. Prace </div><div class="t m0 x2b h16 y267 ff1 fs1 fc0 sc0 ls0 ws0">ziemne, <span class="_ _1"></span>hałas i <span class="_ _1"></span>drgania <span class="_ _1"></span>mogą negatywnie <span class="_ _1"></span>wpływać<span class="_ _10"></span> </div><div class="t m0 x2b h16 y26c ff1 fs1 fc0 sc0 ls0 ws0">na <span class="_ _17"> </span>faunę, <span class="_ _17"> </span>szczególnie <span class="_ _17"> </span>na <span class="_ _17"> </span>gatunki <span class="_ _1d"> </span>wrażliwe <span class="_ _17"> </span>na </div><div class="t m0 x2b h16 y26d ff1 fs1 fc0 sc0 ls0 ws0">zmiany środow<span class="_ _0"></span>iskowe.<span class="ff2"> </span></div></div><div class="c x26 y176 w1c h2e"><div class="t m0 x2f h16 y268 ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="_ _0"></span>, </div><div class="t m0 x30 h16 y269 ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x7 y176 w1d h2e"><div class="t m0 x2b h10 y26e ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y3f w18 h2f"><div class="t m0 x14 h29 y24d ff3 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x21 y26f w19 h30"><div class="t m0 x31 h16 y270 ff2 fs1 fc0 sc0 ls0 ws0">E5 - Gospodarka </div><div class="t m0 x32 h16 y4 ff2 fs1 fc0 sc0 ls0 ws0">o obiegu </div><div class="t m0 x29 h16 y271 ff1 fs1 fc0 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x23 y3f w1a h2f"><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Zasoby </div><div class="t m0 x2b h16 y24d ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zane i </div><div class="t m0 x2b h16 y259 ff2 fs1 fc0 sc0 ls0 ws0">odprowad<span class="_ _0"></span>zane </div></div><div class="c x25 y3f w1b h2f"><div class="t m0 x2b h16 y272 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty,<span class="_ _0"></span> <span class="_ _27"> </span>nega<span class="_ _0"></span>tywny <span class="_ _38"> </span>wpływ <span class="_ _38"> </span>poprzez<span class="_ _0"></span> </div><div class="t m0 x2b h16 y273 ff1 fs1 fc0 sc0 ls0 ws0">wykorzystanie<span class="_ _0"></span> <span class="_ _d"></span>materiałów <span class="_ _d"></span>budowl<span class="_ _0"></span>anych, <span class="_ _d"></span>takich <span class="_ _d"></span>jak </div><div class="t m0 x2b h16 y215 ff2 fs1 fc0 sc0 ls0 ws0">asfalt,  cement,  beton,  spoiwa <span class="_ _f"> </span>hydrauliczne,  stal, </div><div class="t m0 x2b h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">piasek, <span class="_ _23"> </span>grys <span class="_ _23"> </span>oraz <span class="_ _23"> </span>prefabrykowa<span class="_ _0"></span>ne <span class="_ _23"> </span>elementy </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">konstrukcyjne. G<span class="_ _10"></span>K MIRBUD minim<span class="_ _0"></span>alizuje ten wp<span class="_ _0"></span>ływ </div><div class="t m0 x2b h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">m.in. <span class="_ _2e"> </span>poprzez <span class="_ _2e"> </span>wykorzystywa<span class="_ _0"></span>nie <span class="_ _39"> </span><span class="ff1">materiałów<span class="_ _10"></span> </span></div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">pochodzących <span class="_ _1b"> </span>z <span class="_ _22"> </span>wyburzenia <span class="_ _22"> </span>budynków <span class="_ _22"> </span>oraz<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">wykorzystywaniu<span class="_ _10"></span> <span class="_ _e"> </span>przez <span class="_ _d"></span>spółkę <span class="_ _c"></span>KOBYLARNIA <span class="_ _d"></span>S.A. </div><div class="t m0 x2b h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">destruktu <span class="_ _2d"> </span>asfaltowego <span class="_ _2e"> </span>w <span class="_ _2d"> </span>produkcji <span class="_ _2d"> </span>masy </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">bitumicznej. </div></div><div class="c x26 y3f w1c h2f"><div class="t m0 x24 h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="ff2"> </span></div></div><div class="c x7 y3f w1d h2f"><div class="t m0 x2b h10 y274 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y26f w18 h21"><div class="t m0 x14 h29 y1f9 ff3 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x23 y26f w1a h21"><div class="t m0 x2b h16 y275 ff2 fs1 fc0 sc0 ls0 ws0">Generowa<span class="_ _0"></span>ne </div><div class="t m0 x2b h16 y276 ff2 fs1 fc0 sc0 ls9 ws0">odpady<span class="ls0"> </span></div></div><div class="c x25 y26f w1b h21"><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _2c"> </span>ne<span class="_ _0"></span>gatywny <span class="_ _2c"> </span>wpł<span class="_ _0"></span>yw <span class="_ _2c"> </span>związan<span class="_ _0"></span>y <span class="_ _2c"> </span>z </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">generowa<span class="_ _0"></span>niem  od<span class="_ _0"></span>padów <span class="_ _11"> </span>budowlanych, <span class="_ _16"> </span>t<span class="_ _1"></span>akich<span class="_ _0"></span>  ja<span class="_ _0"></span>k </div><div class="t m0 x2b h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">gruz, <span class="_ _28"> </span>beton, <span class="_ _28"> </span>metal<span class="_ _0"></span> <span class="_ _28"> </span>lub <span class="_ _28"> </span>materiały <span class="_ _28"> </span>izolac<span class="_ _0"></span>yjne. <span class="_ _28"> </span>GK </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _20"> </span>minimalizuje <span class="_ _21"> </span>ten <span class="_ _21"> </span>wpływ <span class="_ _21"> </span>poprzez<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">segregację <span class="_ _24"> </span>odpadów,<span class="_ _0"></span> <span class="_ _24"> </span>zwiększanie <span class="_ _24"> </span>poziomu<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">recyklingu <span class="_ _3a"> </span>oraz <span class="_ _3a"> </span>wdrażani<span class="_ _0"></span>e <span class="_ _3a"> </span>rozwiązań </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ogranicza<span class="ff1">jących <span class="_ _0"></span>ilość odpadó<span class="_ _0"></span>w.<span class="ff2"> </span></span></div></div><div class="c x26 y26f w1c h21"><div class="t m0 x24 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="ff2"> </span></div></div><div class="c x7 y26f w1d h21"><div class="t m0 x2b h10 y277 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y278 w18 h31"><div class="t m0 x14 h29 y246 ff3 fs1 fc0 sc0 ls0 ws0">9 </div></div><div class="c x21 y279 w19 h32"><div class="t m0 x29 h16 y27a ff2 fs1 fc0 sc0 ls0 ws0">S1 - <span class="ff1">Własne </span></div><div class="t m0 x2a h16 y27b ff2 fs1 fc0 sc0 ls0 ws0">zasoby </div><div class="t m0 x1d h16 y27c ff2 fs1 fc0 sc0 ls0 ws0">pracownicze </div></div><div class="c x23 y278 w1a h31"><div class="t m0 x2b h16 y27d ff1 fs1 fc0 sc0 ls0 ws0">Bezpieczeństwo<span class="_ _0"></span> </div><div class="t m0 x2b h16 y246 ff2 fs1 fc0 sc0 ls0 ws0">zatrudnienia i </div><div class="t m0 x2b h16 y27e ff1 fs1 fc0 sc0 ls0 ws0">adekwatna pła<span class="_ _0"></span>ca<span class="ff2"> </span></div></div><div class="c x25 y278 w1b h31"><div class="t m0 x2b h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _2c"> </span>pozytywn<span class="_ _0"></span>y <span class="_ _26"> </span>w<span class="_ _0"></span>pływ <span class="_ _2c"> </span>związany <span class="_ _2c"> </span>z </div><div class="t m0 x2b h16 y21c ff2 fs1 fc0 sc0 ls0 ws0">tworzeniem <span class="_ _17"> </span>stabilnych <span class="_ _17"> </span>mi<span class="_ _1"></span>ej<span class="_ _0"></span>sc <span class="_ _18"> </span>pracy. <span class="_ _18"> </span>Realizacja<span class="_ _0"></span> </div><div class="t m0 x2b h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">długoterminowy<span class="_ _0"></span>ch <span class="_ _23"> </span>proje<span class="_ _0"></span>któw <span class="_ _23"> </span><span class="ff2">infrastru<span class="_ _0"></span>kturalnych </span></div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">wspiera <span class="_ _2e"> </span>stabilność <span class="_ _2e"> </span>zatrudnienia <span class="_ _2e"> </span>i <span class="_ _39"> </span>rozwój </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">kompetencji  pracow<span class="_ _0"></span>ników.  Pona<span class="_ _0"></span>dto  GK  MIR<span class="_ _0"></span>BUD </div><div class="t m0 x2b h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">oferuje możliwoś<span class="_ _0"></span>ci rozwoju zawo<span class="_ _0"></span>dowe<span class="_ _0"></span>go i awansu.<span class="ff2"> </span></div></div><div class="c x26 y278 w1c h31"><div class="t m0 x24 h16 y246 ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="ff2"> </span></div></div><div class="c x7 y278 w1d h31"><div class="t m0 x2b h10 y27f ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y279 w18 h1f"><div class="t m0 x2e h29 y259 ff3 fs1 fc0 sc0 ls9 ws0">10<span class="ls0"> </span></div></div><div class="c x23 y279 w1a h1f"><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Czas pracy i </div><div class="t m0 x2b h16 y24d ff1 fs1 fc0 sc0 ls10 ws0">równowaga </div><div class="t m0 x2b h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">pomiędzy życie<span class="_ _0"></span>m </div><div class="t m0 x2b h16 y246 ff2 fs1 fc0 sc0 ls0 ws0">prywatnym a </div><div class="t m0 x2b h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">zawodowym </div></div><div class="c x25 y279 w1b h1f"><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _1"></span>negatywn<span class="_ _0"></span>y <span class="_ _1"></span>wpływ <span class="_ _1"></span>związany <span class="_ _1"></span>z <span class="_ _1"></span>czasem </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">pracy, <span class="_ _37"> </span>szczególnie<span class="_ _0"></span> <span class="_ _37"> </span>wśród <span class="_ _37"> </span>pracowni<span class="_ _0"></span>ków </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">budowlanych <span class="_ _19"> </span>i <span class="_ _19"> </span>k<span class="_ _1"></span>adry <span class="_ _18"> </span>z<span class="_ _1"></span>arząd<span class="_ _0"></span>zającej <span class="_ _19"> </span>projektami. </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Charakter <span class="_ _1d"> </span>branży <span class="_ _17"> </span>budowlanej<span class="_ _0"></span> <span class="_ _17"> </span>oraz <span class="_ _1d"> </span>sezonowość </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">prac <span class="_ _1"></span>mogą <span class="_ _1"></span>prowadzić <span class="_ _1"></span>do <span class="_ _1"></span>długich godzin <span class="_ _c"></span>pracy. <span class="_ _1"></span>GK </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _19"> </span>przeciwdziała <span class="_ _19"> </span>temu <span class="_ _13"> </span>zja<span class="_ _0"></span>wisku<span class="ff2"> <span class="_ _13"> </span>poprzez </span></div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">przestrzeganie pr<span class="_ _0"></span>zepisów doty<span class="_ _0"></span>czących czasu pra<span class="_ _0"></span>cy </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">oraz wdrażanie <span class="_ _0"></span>standardów <span class="_ _0"></span>BHP.<span class="ff2"> </span></div></div><div class="c x26 y279 w1c h1f"><div class="t m0 x24 h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="ff2"> </span></div></div><div class="c x7 y279 w1d h1f"><div class="t m0 x2b h10 y25a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf11" class="pf w5 hc" ><div class="pc pc11 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">17<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y280 w18 h33"><div class="t m0 x2e h29 y259 ff3 fs1 fc0 sc0 ls9 ws0">11<span class="ls0"> </span></div></div><div class="c x23 y280 w1a h33"><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Bezpieczeństwo<span class="_ _0"></span> i </div><div class="t m0 x2b h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">higiena pracy </div></div><div class="c x25 y280 w1b h33"><div class="t m0 x2b h16 y215 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _26"> </span>negatywn<span class="_ _0"></span>y <span class="_ _26"> </span>wpływ <span class="_ _26"> </span>związany <span class="_ _26"> </span>z </div><div class="t m0 x2b h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">wypadkami <span class="_ _d"></span>i <span class="_ _e"> </span>urazami <span class="_ _e"> </span>podczas<span class="_ _0"></span> <span class="_ _e"> </span>prac <span class="_ _d"> </span>budowlanych. </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Szczególne <span class="_ _10"></span>zagrożenia <span class="_ _10"></span>dotyczą <span class="_ _10"></span>pracy <span class="_ _10"></span>na <span class="_ _10"></span>wysokości </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">i <span class="_ _26"> </span>ob<span class="_ _0"></span>sługi <span class="_ _2c"> </span>ciężkiego <span class="_ _3b"> </span>sprzętu. <span class="_ _2c"> </span>GK <span class="_ _3b"> </span>MIRBUD<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">minimalizuje <span class="_ _28"> </span>ten <span class="_ _28"> </span>wpływ <span class="_ _28"> </span>m.in. <span class="_ _28"> </span>poprzez <span class="_ _28"> </span>szkolenia </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">BHP, <span class="_ _1"></span>zapewnienie <span class="_ _c"></span>odpowiedni<span class="_ _0"></span>ch <span class="_ _1"></span>ś<span class="_ _1"></span>rodków<span class="_ _10"></span> <span class="_ _d"></span>ochrony<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">osobistej <span class="_ _1c"> </span>oraz <span class="_ _1b"> </span>kontrole <span class="_ _1b"> </span>warunków <span class="_ _1c"> </span>pracy <span class="_ _1b"> </span>na </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">budowach. </div></div><div class="c x26 y280 w1c h33"><div class="t m0 x24 h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="ff2"> </span></div></div><div class="c x7 y280 w1d h33"><div class="t m0 x2b h10 y25a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y18 w18 h1f"><div class="t m0 x2e h29 y275 ff3 fs1 fc0 sc0 ls9 ws0">12<span class="ls0"> </span></div></div><div class="c x23 y18 w1a h1f"><div class="t m0 x2b h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">Równoup<span class="_ _0"></span>rawnienie </div><div class="t m0 x2b h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">płci i równość </div><div class="t m0 x2b h16 y275 ff1 fs1 fc0 sc0 ls0 ws0">wynagrodzeń <span class="_ _0"></span>za </div><div class="t m0 x2b h16 y276 ff1 fs1 fc0 sc0 ls0 ws0">pracę o takiej <span class="_ _0"></span>samej </div><div class="t m0 x2b h16 y118 ff1 fs1 fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x25 y18 w1b h1f"><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _28"> </span>negatywny <span class="_ _1d"> </span>wpływ <span class="_ _28"> </span>związany <span class="_ _28"> </span>z <span class="_ _1d"> </span>luką </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">płacową <span class="_ _c"></span>między <span class="_ _c"></span>kobietami <span class="_ _c"></span>i <span class="_ _c"></span>mężczyznami. <span class="_ _c"></span>Branża<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">budowlana<span class="_ _0"></span> <span class="_ _3c"> </span>charakteryzuje <span class="_ _3d"> </span>się <span class="_ _3c"> </span>tradycyjnie<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">mniejszym <span class="_ _1b"> </span>udziałem <span class="_ _1c"> </span>kobiet <span class="_ _22"> </span>na <span class="_ _1b"> </span>stanowiskach<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">technicznych <span class="_ _d"> </span>i <span class="_ _e"> </span>kierowniczych, <span class="_ _e"> </span>co <span class="_ _d"> </span>moż<span class="_ _1"></span>e <span class="_ _e"> </span>prowa<span class="_ _0"></span>dzić </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">do nieró<span class="_ _0"></span>wności. GK<span class="_ _0"></span> MIR<span class="_ _10"></span>B<span class="_ _1"></span>UD <span class="_ _0"></span>akty<span class="_ _0"></span>wni<span class="ff2">e minimali<span class="_ _0"></span>zuje </span></div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">ten wpływ popr<span class="_ _0"></span>zez ustanowienie <span class="_ _0"></span>celu opera<span class="_ _0"></span>cyjnego </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">dotyczącego redu<span class="_ _0"></span>kcji luki pła<span class="_ _0"></span>cowej.<span class="ff2"> </span></div></div><div class="c x26 y18 w1c h1f"><div class="t m0 x24 h16 y275 ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="ff2"> </span></div></div><div class="c x7 y18 w1d h1f"><div class="t m0 x2b h10 y281 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y282 w18 h31"><div class="t m0 x2e h29 y276 ff3 fs1 fc0 sc0 ls9 ws0">13<span class="ls0"> </span></div></div><div class="c x21 y283 w19 h34"><div class="t m0 x33 h16 y284 ff2 fs1 fc0 sc0 ls0 ws0">S2 - Osoby </div><div class="t m0 x10 h16 y285 ff1 fs1 fc0 sc0 ls0 ws0">wykonujące pracę<span class="_ _0"></span> </div><div class="t m0 x33 h16 y286 ff1 fs1 fc0 sc0 ls0 ws0">w łańcuchu </div><div class="t m0 x34 h16 y287 ff1 fs1 fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x23 y282 w1a h31"><div class="t m0 x2b h16 y288 ff1 fs1 fc0 sc0 ls0 ws0">Bezpieczeństwo<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">zatrudnienia i </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">adekwatna pła<span class="_ _0"></span>ca w </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu wartoś<span class="_ _0"></span>ci<span class="ff2"> </span></div></div><div class="c x25 y282 w1b h31"><div class="t m0 x2b h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _1"></span>po<span class="_ _0"></span>zytywny <span class="_ _1"></span>wpływ <span class="_ _1"></span>na <span class="_ _1"></span>bezpie<span class="_ _0"></span>czeństwo<span class="_ _0"></span> </div><div class="t m0 x2b h16 y288 ff1 fs1 fc0 sc0 ls0 ws0">zatrudnienia<span class="_ _0"></span> <span class="_ _23"> </span>i <span class="_ _1e"> </span>adekwatnoś<span class="_ _0"></span>ć <span class="_ _23"> </span>wynagrodzeń <span class="_ _23"> </span>w </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu <span class="_ _3a"> </span>wartości <span class="_ _3a"> </span>poprzez <span class="_ _3a"> </span>realizację </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">długoterminowy<span class="_ _0"></span>ch <span class="_ _24"> </span>projektów <span class="_ _24"> </span>budowlan<span class="_ _0"></span>ych <span class="_ _24"> </span>i </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">infrastrukturaln<span class="_ _0"></span>ych, <span class="_ _27"> </span>które <span class="_ _3e"> </span>gener<span class="_ _0"></span>ują <span class="_ _27"> </span>st<span class="_ _1"></span>ałe<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">zapotrzebowanie na<span class="_ _10"></span> <span class="_ _1"></span>pracow<span class="_ _0"></span>ników. <span class="ff2"> </span></div></div><div class="c x26 y282 w1c h31"><div class="t m0 x35 h16 y276 ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x7 y282 w1d h31"><div class="t m0 x2b h10 y289 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y28a w18 h2a"><div class="t m0 x2e h29 y246 ff3 fs1 fc0 sc0 ls9 ws0">14<span class="ls0"> </span></div></div><div class="c x23 y28a w1a h2a"><div class="t m0 x2b h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Czas pracy i </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls10 ws0">równowaga </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">pomiędzy życie<span class="_ _0"></span>m </div><div class="t m0 x2b h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">prywatnym a </div><div class="t m0 x2b h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">zawodowym w </div><div class="t m0 x2b h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu wartoś<span class="_ _0"></span>ci<span class="ff2"> </span></div></div><div class="c x25 y28a w1b h2a"><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _1"></span>negatywn<span class="_ _0"></span>y <span class="_ _1"></span>wpływ <span class="_ _1"></span>związany <span class="_ _1"></span>z <span class="_ _1"></span>czasem </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">pracy <span class="_ _c"></span>u <span class="_ _c"></span>pracowników <span class="_ _1"></span>w <span class="_ _c"></span>łańcuchu <span class="_ _c"></span>wartości, <span class="_ _c"></span>przede<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">wszystkim  wśród  podwykonaw<span class="_ _0"></span>ców.  GK  MIRBUD </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">zarządza <span class="_ _28"> </span>tym <span class="_ _28"> </span>wpływem <span class="_ _28"> </span>poprzez <span class="_ _28"> </span>wymaganie <span class="_ _28"> </span>od </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">partnerów <span class="_ _16"> </span>biznesowych <span class="_ _16"> </span>przestrzegania <span class="_ _16"> </span>przepisów<span class="_ _0"></span> </div><div class="t m0 x2b h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">prawa pracy i pro<span class="_ _0"></span>mowania standa<span class="_ _0"></span>rdów<span class="_ _0"></span> etycznych.<span class="ff2"> </span></div></div><div class="c x26 y28a w1c h2a"><div class="t m0 x35 h16 y246 ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x7 y28a w1d h2a"><div class="t m0 x2b h10 y24a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y283 w18 h33"><div class="t m0 x2e h29 y28b ff3 fs1 fc0 sc0 ls9 ws0">15<span class="ls0"> </span></div></div><div class="c x23 y283 w1a h33"><div class="t m0 x2b h16 y28c ff1 fs1 fc0 sc0 ls0 ws0">Bezpieczeństwo<span class="_ _0"></span> i </div><div class="t m0 x2b h16 y28b ff2 fs1 fc0 sc0 ls0 ws0">higiena pracy w </div><div class="t m0 x2b h16 y28d ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu wartoś<span class="_ _0"></span>ci<span class="ff2"> </span></div></div><div class="c x25 y283 w1b h33"><div class="t m0 x2b h16 y215 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _c"></span>negatywny <span class="_ _c"></span>wpływ <span class="_ _d"></span>związany <span class="_ _d"></span>z <span class="_ _d"></span>BHP <span class="_ _c"></span>w </div><div class="t m0 x2b h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu <span class="_ _1"></span>wartości,<span class="_ _0"></span> <span class="_ _c"></span>szczególn<span class="_ _0"></span>ie <span class="_ _1"></span>wśród <span class="_ _1"></span>dostawców <span class="_ _1"></span>i </div><div class="t m0 x2b h16 y28e ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców <span class="_ _1"></span><span class="ff2">- <span class="_ _1"></span></span>branża <span class="_ _1"></span>budowla<span class="_ _0"></span>na <span class="_ _1"></span>wiąże <span class="_ _1"></span>się <span class="_ _1"></span>ze </div><div class="t m0 x2b h16 y28f ff1 fs1 fc0 sc0 ls0 ws0">stosunkowo<span class="_ _0"></span> <span class="_ _19"> </span>wysokim <span class="_ _19"> </span>ryzykiem <span class="_ _18"> </span>wypadków <span class="_ _19"> </span>przy<span class="_ _0"></span> </div><div class="t m0 x2b h16 y290 ff1 fs1 fc0 sc0 ls0 ws0">pracy. <span class="_ _0"></span>GK <span class="_ _10"></span>MIRBUD <span class="_ _0"></span>minimalizuje <span class="_ _10"></span>ten <span class="_ _0"></span>wpływ <span class="_ _10"></span>poprzez </div><div class="t m0 x2b h16 y291 ff1 fs1 fc0 sc0 ls0 ws0">wymaganie <span class="_ _37"> </span>od <span class="_ _37"> </span>partnerów <span class="_ _37"> </span>bi<span class="ff2">znesowych </span></div><div class="t m0 x2b h16 y292 ff1 fs1 fc0 sc0 ls0 ws0">przestrzegania <span class="_ _1f"> </span>przepisów <span class="_ _1c"> </span>BHP <span class="_ _1c"> </span>oraz <span class="_ _1c"> </span>k<span class="_ _1"></span>ontrolę<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">warunków pra<span class="_ _0"></span>cy na placach<span class="_ _0"></span> budowy.<span class="ff2"> </span></div></div><div class="c x26 y283 w1c h33"><div class="t m0 x35 h16 y28b ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x7 y283 w1d h33"><div class="t m0 x2b h10 y293 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y294 w18 h1f"><div class="t m0 x2e h29 y275 ff3 fs1 fc0 sc0 ls9 ws0">16<span class="ls0"> </span></div></div><div class="c x21 y295 w19 h35"><div class="t m0 x2f h16 y296 ff2 fs1 fc0 sc0 ls0 ws0">S3 - <span class="ff1">Dotknięte </span></div><div class="t m0 x1d h16 y297 ff1 fs1 fc0 sc0 ls0 ws0">społeczności<span class="ff2"> </span></div></div><div class="c x23 y294 w1a h1f"><div class="t m0 x2b h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">Rozwój lokalny<span class="_ _0"></span>ch </div><div class="t m0 x2b h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">gospodarek </div></div><div class="c x25 y294 w1b h1f"><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _d"></span>pozytywny <span class="_ _d"> </span>wpływ <span class="_ _e"> </span>poprzez <span class="_ _d"> </span>tworzenie </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">miejsc <span class="_ _3d"> </span>pracy <span class="_ _34"> </span>oraz <span class="_ _3d"> </span>realizację <span class="_ _34"> </span>inwestycji </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">budowlanych, <span class="_ _c"></span>które <span class="_ _e"> </span>popraw<span class="_ _0"></span>iają <span class="_ _d"></span>jakość <span class="_ _d"></span>życia, <span class="_ _d"></span>takie </div><div class="t m0 x2b h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">jak <span class="_ _28"> </span>osiedla <span class="_ _28"> </span>mieszkaniowe, <span class="_ _28"> </span>obiekty <span class="_ _28"> </span>komercyjne <span class="_ _28"> </span>i </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">publiczne, <span class="_ _2b"> </span>a <span class="_ _2b"> </span>także <span class="_ _2b"> </span>infrastru<span class="_ _0"></span>ktura <span class="_ _2b"> </span>drogowa. </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Działalność GK MIR<span class="_ _0"></span>BUD przycz<span class="_ _0"></span>ynia się do rozwoju<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">lokalnych <span class="_ _2c"> </span>gospo<span class="_ _0"></span>darek, <span class="_ _2c"> </span>popr<span class="_ _0"></span>zez <span class="_ _2c"> </span>anga<span class="_ _0"></span>żowanie<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">lokalnych wykona<span class="_ _0"></span>wców i dostaw<span class="_ _0"></span>ców.<span class="ff2"> </span></div></div><div class="c x26 y294 w1c h1f"><div class="t m0 x28 h16 y275 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y294 w1d h1f"><div class="t m0 x2b h10 y281 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y295 w18 h33"><div class="t m0 x2e h29 y27d ff3 fs1 fc0 sc0 ls9 ws0">17<span class="ls0"> </span></div></div><div class="c x23 y295 w1a h33"><div class="t m0 x2b h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">Potencjalne </div><div class="t m0 x2b h16 y21c ff2 fs1 fc0 sc0 ls0 ws0">utrudnienia dla </div><div class="t m0 x2b h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">społeczności </div><div class="t m0 x2b h16 y298 ff2 fs1 fc0 sc0 ls0 ws0">lokalnych </div></div><div class="c x25 y295 w1b h33"><div class="t m0 x2b h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _1"></span>nega<span class="_ _0"></span>tywny wpływ <span class="_ _1"></span>poprzez<span class="_ _0"></span> <span class="_ _1"></span>działalność<span class="_ _0"></span> </div><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">zakładów <span class="_ _23"> </span>produkcyjnych<span class="_ _0"></span> <span class="_ _1e"> </span>i <span class="_ _1e"> </span>prace <span class="_ _23"> </span>budowlane </div><div class="t m0 x2b h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">generujące <span class="_ _c"></span>hałas, <span class="_ _1"></span>zanieczyszczenia <span class="_ _c"></span>oraz <span class="_ _1"></span>c<span class="_ _1"></span>zasow<span class="_ _0"></span>e </div><div class="t m0 x2b h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">utrudnienia <span class="_ _11"> </span>dla  mie<span class="_ _0"></span>szkańców. <span class="_ _11"> </span>W <span class="_ _11"> </span>przypadku  p<span class="_ _0"></span>rac </div><div class="t m0 x2b h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">budowlanych<span class="_ _0"></span> <span class="_ _1"></span>wpływ<span class="_ _0"></span> t<span class="_ _1"></span>en<span class="_ _0"></span> ma <span class="_ _1"></span>chara<span class="_ _10"></span>k<span class="_ _1"></span>ter<span class="_ _0"></span> <span class="_ _1"></span>tymc<span class="_ _0"></span>zasowy. </div><div class="t m0 x2b h16 y298 ff2 fs1 fc0 sc0 ls0 ws0">Jest <span class="_ _10"></span>on <span class="_ _0"></span>minimali<span class="_ _0"></span>zowany <span class="_ _10"></span>przez <span class="_ _10"></span>GK <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>poprzez </div><div class="t m0 x2b h16 y299 ff1 fs1 fc0 sc0 ls0 ws0">aktywną <span class="_ _10"></span>komunikację <span class="_ _10"></span>ze społe<span class="_ _0"></span>cznościami <span class="_ _10"></span>lokalnymi<span class="_ _0"></span> </div><div class="t m0 x2b h16 y29a ff1 fs1 fc0 sc0 ls0 ws0">oraz przestr<span class="_ _0"></span>zeganie przepisów<span class="_ _0"></span> oraz Kode<span class="_ _0"></span>ksu Etyki.<span class="ff2"> </span></div></div><div class="c x26 y295 w1c h33"><div class="t m0 x28 h16 y27d ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y295 w1d h33"><div class="t m0 x2b h10 y29b ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y29c w18 h36"><div class="t m0 x2e h29 y1f8 ff3 fs1 fc0 sc0 ls9 ws0">18<span class="ls0"> </span></div></div><div class="c x21 y29c w19 h36"><div class="t m0 x36 h16 y201 ff2 fs1 fc0 sc0 ls0 ws0">S4 - Konsumenci<span class="_ _0"></span> i </div><div class="t m0 x29 h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">użytkownicy </div><div class="t m0 x34 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">końcowi<span class="ff2"> </span></div></div><div class="c x23 y29c w1a h36"><div class="t m0 x2b h16 y29d ff1 fs1 fc0 sc0 ls0 ws0">Użytkowanie </div><div class="t m0 x2b h16 y275 ff2 fs1 fc0 sc0 ls0 ws0">infrastruktur<span class="_ _0"></span>y </div></div><div class="c x25 y29c w1b h36"><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _28"> </span>pozytywny <span class="_ _28"> </span>wpływ <span class="_ _28"> </span>na <span class="_ _28"> </span>użytk<span class="_ _1"></span>owni<span class="_ _0"></span>ków </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">końcowych <span class="_ _1"></span>ma <span class="_ _d"> </span>charakter <span class="_ _d"></span>pośredni, <span class="_ _c"></span>występujący <span class="_ _c"></span>w </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu wartości. Cho<span class="_ _0"></span>ć GK MIRBUD w przypadku </div><div class="t m0 x2b h16 y201 ff1 fs1 fc0 sc0 ls0 ws0">większości <span class="_ _10"></span>inwestycji <span class="_ _0"></span>nie <span class="_ _10"></span>ma kontr<span class="_ _10"></span>oli nad <span class="_ _10"></span>s<span class="_ _1"></span>po<span class="_ _0"></span>sobem </div><div class="t m0 x2b h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">użytkowania <span class="_ _1d"> </span>budynków <span class="_ _1d"> </span>i <span class="_ _17"> </span>infrastruktury, <span class="_ _17"> </span>wywier<span class="_ _0"></span>a </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">pośredni <span class="_ _23"> </span>poz<span class="_ _0"></span>ytywny <span class="_ _23"> </span>wpł<span class="_ _0"></span>yw <span class="_ _23"> </span>p<span class="_ _0"></span>oprzez <span class="_ _22"> </span>budowę </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">obiektów <span class="_ _d"></span>zapewniających <span class="_ _e"> </span>pr<span class="_ _0"></span>zestrzeń <span class="_ _d"></span>komercyjną <span class="_ _e"> </span>i </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">poprawiający<span class="_ _0"></span>ch <span class="_ _12"> </span>bezpieczeń<span class="_ _0"></span>stwo <span class="_ _13"> </span>i <span class="_ _12"> </span>jakość <span class="_ _13"> </span>życia </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">użytkowników <span class="_ _0"></span>końcowych. <span class="ff2"> </span></div></div><div class="c x26 y29c w1c h36"><div class="t m0 x28 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x7 y29c w1d h36"><div class="t m0 x2b h10 y29e ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y29f w18 h37"><div class="t m0 x2e h29 y2a0 ff3 fs1 fc0 sc0 ls9 ws0">19<span class="ls0"> </span></div></div><div class="c x21 y29f w19 h37"><div class="t m0 x2c h16 y2a1 ff2 fs1 fc0 sc0 ls0 ws0">G1 - </div><div class="t m0 x2 h16 y2a0 ff1 fs1 fc0 sc0 ls0 ws0">Postępowanie w </div><div class="t m0 x34 h16 y2a2 ff2 fs1 fc0 sc0 ls0 ws0">biznesie </div></div><div class="c x23 y29f w1a h37"><div class="t m0 x2b h16 y2a3 ff2 fs1 fc0 sc0 ls0 ws0">Kultura </div><div class="t m0 x2b h16 y2a4 ff2 fs1 fc0 sc0 ls0 ws0">korporacyjna </div></div><div class="c x25 y29f w1b h37"><div class="t m0 x2b h16 y2a5 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _38"> </span>pozytywny <span class="_ _27"> </span>wpływ <span class="_ _27"> </span>poprzez<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2a3 ff1 fs1 fc0 sc0 ls0 ws0">promowanie <span class="_ _c"></span>wartości <span class="_ _c"></span>takich <span class="_ _c"></span>jak <span class="_ _d"> </span>odpowiedzialność,<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2a4 ff1 fs1 fc0 sc0 ls0 ws0">bezpieczeństwo <span class="_ _3e"> </span>i <span class="_ _31"> </span>innowacyjność <span class="_ _31"> </span>wśród </div><div class="t m0 x2b h16 y2a6 ff1 fs1 fc0 sc0 ls0 ws0">pracowników,<span class="_ _0"></span>  współpracowników<span class="_ _10"></span> <span class="_ _f"> </span>i  partnerów  GK </div></div><div class="c x26 y29f w1c h37"><div class="t m0 x14 h16 y2a3 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ff1">Własne opera<span class="_ _0"></span>cje, </span></div><div class="t m0 x37 h16 y2a4 ff2 fs1 fc0 sc0 ls0 ws0">dowstream </div></div><div class="c x7 y29f w1d h37"><div class="t m0 x2b h10 y2a7 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf12" class="pf w5 hc" ><div class="pc pc12 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">18<span class="ff5 fs8 ls0"> </span></div></div><div class="c x25 y2a8 w1b h38"><div class="t m0 x2b h16 y2a9 ff1 fs1 fc0 sc0 ls0 ws0">MIRBUD.  No<span class="_ _0"></span>rmy  grupo<span class="_ _0"></span>we,  ta<span class="_ _0"></span>kie  jak <span class="_ _11"> </span>współpraca, </div><div class="t m0 x2b h16 y2aa ff1 fs1 fc0 sc0 ls0 ws0">przejrzystość <span class="_ _19"> </span>i <span class="_ _13"> </span>szacunek <span class="_ _19"> </span>k<span class="_ _1"></span>ształtują <span class="_ _19"> </span>środowisko<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2ab ff1 fs1 fc0 sc0 ls0 ws0">sprzyjające <span class="_ _12"> </span>efektywnej <span class="_ _12"> </span>współpr<span class="_ _0"></span>acy <span class="_ _12"> </span>i <span class="_ _14"> </span>osiąganiu<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2ac ff1 fs1 fc0 sc0 ls0 ws0">wspólnych celów.<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x4 y2ad w18 h21"><div class="t m0 x2e h29 y1eb ff3 fs1 fc0 sc0 ls9 ws0">20<span class="ls0"> </span></div></div><div class="c x23 y2ad w1a h21"><div class="t m0 x2b h16 y259 ff2 fs1 fc0 sc0 ls0 ws0">Ochrona </div><div class="t m0 x2b h16 y246 ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów <span class="ff2"> </span></div></div><div class="c x25 y2ad w1b h21"><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _1"></span>poz<span class="_ _0"></span>ytywny <span class="_ _1"></span>wpływ z<span class="_ _1"></span>wi<span class="_ _0"></span>ązany <span class="_ _1"></span>z <span class="_ _1"></span>ochroną </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów <span class="_ _1c"> </span>poprzez <span class="_ _1c"> </span>tworzenie <span class="_ _1c"> </span>warunków <span class="_ _1c"> </span>do </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">zgłaszania <span class="_ _0"></span>nieprawidłow<span class="_ _0"></span>ości w<span class="_ _0"></span> sp<span class="_ _0"></span>osób <span class="ff2">bezpiec<span class="_ _0"></span>zny i<span class="_ _0"></span> </span></div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">poufny. <span class="_ _12"> </span>GK <span class="_ _13"> </span>MIRBUD <span class="_ _13"> </span>zarządza <span class="_ _12"> </span>tym <span class="_ _13"> </span>wpływem </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">poprzez <span class="_ _3f"> </span>ustanowienie <span class="_ _15"> </span>procedur<span class="_ _0"></span>y <span class="_ _3f"> </span>zgłoszeń </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wewnętrznych <span class="_ _28"> </span>i <span class="_ _28"> </span>ochro<span class="_ _0"></span>ny <span class="_ _28"> </span>sygnalistów, <span class="_ _28"> </span>zgo<span class="_ _0"></span>dnie <span class="_ _28"> </span>z </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">obowiązującym<span class="_ _0"></span> prawem.<span class="ff2"> </span></div></div><div class="c x26 y2ad w1c h21"><div class="t m0 x24 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x7 y2ad w1d h21"><div class="t m0 x2b h10 y2ae ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2af w18 h39"><div class="t m0 x2e h29 y2b0 ff3 fs1 fc0 sc0 ls9 ws0">21<span class="ls0"> </span></div></div><div class="c x23 y2af w1a h39"><div class="t m0 x2b h16 y27d ff2 fs1 fc0 sc0 ls0 ws0">Stosunki z </div><div class="t m0 x2b h16 y2b1 ff2 fs1 fc0 sc0 ls0 ws0">dostawcami </div></div><div class="c x25 y2af w1b h39"><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Rzeczywisty, <span class="_ _38"> </span>pozytywny <span class="_ _27"> </span>wpływ <span class="_ _27"> </span>poprzez<span class="_ _0"></span> </div><div class="t m0 x2b h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">utrzymywanie <span class="_ _c"></span>długoterminowy<span class="_ _0"></span>ch <span class="_ _c"></span>i <span class="_ _d"></span>transparentnych<span class="_ _0"></span> </div><div class="t m0 x2b h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">relacji <span class="_ _c"></span>z <span class="_ _e"> </span>dostaw<span class="_ _0"></span>cami, <span class="_ _c"></span>kierując <span class="_ _c"></span>s<span class="_ _1"></span>ię<span class="_ _0"></span> <span class="_ _d"></span>zasadami <span class="_ _d"></span>etyki <span class="_ _c"></span>i </div><div class="t m0 x2b h16 y2b0 ff1 fs1 fc0 sc0 ls0 ws0">uczciwości. <span class="_ _12"> </span>GK <span class="_ _1a"> </span>MIR<span class="_ _0"></span>BUD <span class="_ _14"> </span>zapewnia <span class="_ _12"> </span>stabilność </div><div class="t m0 x2b h16 y21e ff1 fs1 fc0 sc0 ls0 ws0">łańcucha <span class="_ _40"> </span>dostaw <span class="_ _40"> </span>poprzez<span class="_ _0"></span> <span class="_ _40"> </span>dywersyfikację </div><div class="t m0 x2b h16 y299 ff1 fs1 fc0 sc0 ls0 ws0">dostawców, odpowiedzialne <span class="_ _1"></span>prak<span class="_ _0"></span>tyki <span class="_ _1"></span>pła<span class="_ _0"></span>tnicze <span class="_ _1"></span>oraz<span class="_ _0"></span> </div><div class="t m0 x2b h16 y29a ff1 fs1 fc0 sc0 ls0 ws0">dzięki ścisłej wspó<span class="_ _0"></span>łpracy<span class="ff2"> z podwyk<span class="_ _0"></span>onawcami. </span></div></div><div class="c x26 y2af w1c h39"><div class="t m0 x2f h16 y27d ff1 fs1 fc0 sc0 ls0 ws0">Własne operacje<span class="_ _0"></span>, </div><div class="t m0 x37 h16 y2b1 ff2 fs1 fc0 sc0 ls0 ws0">dowstream </div></div><div class="c x7 y2af w1d h39"><div class="t m0 x2b h10 y2b2 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y2b3 w18 h3a"><div class="t m0 x2e h29 y24c ff3 fs1 fc0 sc0 ls9 ws0">22<span class="ls0"> </span></div></div><div class="c x23 y2b3 w1a h3a"><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Incydenty związane<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">z korupcją<span class="ff2"> </span></div></div><div class="c x25 y2b3 w1b h3a"><div class="t m0 x2b h16 y2b4 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny, <span class="_ _26"> </span>negatywn<span class="_ _0"></span>y <span class="_ _26"> </span>wpływ <span class="_ _26"> </span>związany <span class="_ _26"> </span>z </div><div class="t m0 x2b h16 y2b5 ff2 fs1 fc0 sc0 ls0 ws0">przypadkami <span class="_ _12"> </span>korupcji <span class="_ _14"> </span>w <span class="_ _1a"> </span>GK <span class="_ _12"> </span>MIRBUD <span class="_ _14"> </span>lub <span class="_ _1a"> </span>w<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu <span class="_ _28"> </span>war<span class="_ _0"></span>tości, <span class="_ _28"> </span>na <span class="_ _28"> </span>przy<span class="_ _0"></span>kład <span class="_ _28"> </span>przy <span class="_ _28"> </span>w<span class="_ _0"></span>ydawaniu<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">zezwoleń <span class="_ _d"> </span>na <span class="_ _e"> </span>budowę, <span class="_ _e"> </span>zleceń <span class="_ _d"></span>dla <span class="_ _e"> </span><span class="ff2">podwykonawstw<span class="_ _0"></span> </span></div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">lub <span class="_ _12"> </span>przetargach <span class="_ _12"> </span>publicznych. <span class="_ _13"> </span>Moż<span class="_ _1"></span>e <span class="_ _13"> </span>skutkować </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">utratą <span class="_ _38"> </span>zau<span class="_ _0"></span>fania, <span class="_ _38"> </span>ogranic<span class="_ _0"></span>zeniem <span class="_ _38"> </span>uc<span class="_ _0"></span>zciwej </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">konkurencji <span class="_ _b"> </span>lub <span class="_ _b"> </span>pogor<span class="_ _0"></span>szeniem <span class="_ _b"> </span>jakoś<span class="_ _0"></span>ci </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">realizowanych <span class="_ _d"></span>projektów, <span class="_ _d"> </span>bezpośrednio <span class="_ _d"></span>wpływając </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">na <span class="_ _10"></span>k<span class="_ _1"></span>lientów<span class="_ _0"></span>, <span class="_ _0"></span>partneró<span class="_ _0"></span>w <span class="_ _0"></span>biznesow<span class="_ _10"></span>y<span class="_ _1"></span>ch <span class="_ _10"></span>i u<span class="_ _0"></span>żytkowników<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">końcowych. <span class="_ _10"></span>Grupa a<span class="_ _0"></span>ktywnie <span class="_ _0"></span>minimalizuje<span class="_ _0"></span> ten<span class="_ _0"></span> wp<span class="_ _0"></span>ływ </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">m.in. <span class="_ _28"> </span>poprzez <span class="_ _28"> </span>us<span class="_ _0"></span>tanowienie <span class="_ _28"> </span>pr<span class="_ _0"></span>ocedur <span class="_ _28"> </span>zgłaszania<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">przypadków korup<span class="_ _10"></span>c<span class="_ _1"></span>ji.<span class="ff2"> </span></div></div><div class="c x26 y2b3 w1c h3a"><div class="t m0 x2b h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">Cały łańcuch wa<span class="_ _0"></span>rtości<span class="ff2"> </span></div></div><div class="c x7 y2b3 w1d h3a"><div class="t m0 x2b h10 y2b6 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y2b7 ff1 fs3 fc0 sc0 ls0 ws0">Poniżej <span class="_ _11"> </span>opisano <span class="_ _11"> </span>istotne <span class="_ _11"> </span>ry<span class="_ _1"></span>zyka <span class="_ _11"> </span>i <span class="_ _16"> </span>szans<span class="_ _1"></span>e <span class="_ _16"> </span>jak<span class="_ _1"></span>ie <span class="_ _16"> </span>są <span class="_ _11"> </span>ge<span class="_ _1"></span>nerowane <span class="_ _11"> </span>przez <span class="_ _11"> </span>zagadnienia <span class="_ _11"> </span>zrówno<span class="_ _1"></span>ważonego </div><div class="t m0 x4 h6 y2b8 ff1 fs3 fc0 sc0 ls0 ws0">rozwoju. <span class="_ _11"> </span>Zestawienie <span class="_ _11"> </span>nie <span class="_ _11"> </span>uwzględnia <span class="_ _11"> </span>ryzyk<span class="_ _1"></span> <span class="_ _16"> </span>i <span class="_ _11"> </span>szans <span class="_ _11"> </span>związanych <span class="_ _11"> </span>ze <span class="_ _11"> </span>zmianami <span class="_ _11"> </span>k<span class="_ _1"></span>li<span class="_ _0"></span>matu, <span class="_ _11"> </span>które <span class="_ _11"> </span>zostały </div><div class="t m0 x4 h6 y2b9 ff2 fs3 fc0 sc0 ls0 ws0">opisane <span class="_ _1"></span>w <span class="_ _1"></span>ujawnieniu <span class="_ _1"></span>ESRS <span class="_ _1"></span>E1 SBM<span class="_ _1"></span>-<span class="ff1">3. <span class="_ _1"></span>W <span class="_ _1"></span>2024 <span class="_ _1"></span>roku <span class="_ _1"></span>nie wystąp<span class="_ _1"></span>iły istot<span class="_ _1"></span>ne <span class="_ _1"></span>efekty <span class="_ _1"></span>finansowe <span class="_ _1"></span>związane<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y2ba ff1 fs3 fc0 sc0 ls0 ws0">z niżej opisanymi ryz<span class="_ _1"></span>ykami i szansami.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y2bb ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y2bc ff9 fs1 fc4 sc0 ls0 ws0">Tabela 4: Isto<span class="_ _0"></span>tne ryzyka i s<span class="_ _0"></span>zanse<span class="ffa"> </span></div></div><div class="c x20 y2bd w1e h3b"><div class="t m0 x36 h16 y2be ff2 fs1 fc5 sc0 ls9 ws0">Lp.<span class="ls0"> </span></div></div><div class="c x38 y2bd w1f h3b"><div class="t m0 x37 h16 y2be ff2 fs1 fc5 sc0 ls0 ws0">Obszar </div></div><div class="c x39 y2bd w20 h3b"><div class="t m0 x2b h16 y2bf ff2 fs1 fc5 sc0 ls0 ws0">Ryzyko </div><div class="t m0 x29 h16 y2be ff2 fs1 fc5 sc0 ls11 ws0">/ </div><div class="t m0 x2b h16 y2c0 ff2 fs1 fc5 sc0 ls0 ws0">Szansa </div></div><div class="c x3a y2bd w21 h3b"><div class="t m0 x16 h16 y2be ff2 fs1 fc5 sc0 ls0 ws0">Opis ryzyka / <span class="_ _0"></span>szansy </div></div><div class="c x3b y2bd w22 h3b"><div class="t m0 x1e h16 y2bf ff2 fs1 fc5 sc0 ls0 ws0">Miejsce w </div><div class="t m0 x3c h16 y2be ff1 fs1 fc5 sc0 ls0 ws0">łańcuchu </div><div class="t m0 x14 h16 y2c0 ff1 fs1 fc5 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x3d y2bd w23 h3b"><div class="t m0 x2d h16 y2be ff2 fs1 fc5 sc0 ls0 ws0">Przewidywany e<span class="_ _0"></span>fekt finansow<span class="_ _0"></span>y </div></div><div class="c x4 y2c1 w24 h20"><div class="t m0 x2 h29 y2c2 ff3 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x38 y2c1 w25 h20"><div class="t m0 x2b h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">Redukcja </div><div class="t m0 x2b h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">zanieczyszczeń<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x39 y2c1 w26 h20"><div class="t m0 x2b h16 y2c2 ff2 fs1 fc0 sc0 ls0 ws0">Szansa </div></div><div class="c x3a y2c1 w27 h20"><div class="t m0 x2b h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">Redukcja zanie<span class="_ _0"></span>czyszczeń </div><div class="t m0 x2b h16 y24e ff2 fs1 fc0 sc0 ls0 ws0">emitowanych pod<span class="_ _0"></span>czas prac </div><div class="t m0 x2b h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">budowlanych i pr<span class="_ _0"></span>ocesów </div><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">produkcyjnych.<span class="_ _0"></span> Może zwię<span class="_ _0"></span>kszyć </div><div class="t m0 x2b h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">konkurencyjno<span class="_ _0"></span>ść spółki i pro<span class="_ _0"></span>wadzić </div><div class="t m0 x2b h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">do oszczędnoś<span class="_ _0"></span>ci operacyjnych,<span class="_ _0"></span> np. </div><div class="t m0 x2b h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">poprzez efektywniej<span class="_ _0"></span>sze zuży<span class="_ _0"></span>cie paliw </div><div class="t m0 x2b h16 y298 ff1 fs1 fc0 sc0 ls0 ws0">i surowców, prow<span class="_ _0"></span>adząc do<span class="_ _0"></span> </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">zwiększonej lic<span class="_ _0"></span>zby zamówień od </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">podmiotów publi<span class="_ _0"></span>cznych i prywatn<span class="_ _0"></span>ych.<span class="ff2"> </span></div></div><div class="c x3b y2c1 w28 h20"><div class="t m0 x3c h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x22 h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x3d y2c1 w29 h20"><div class="t m0 x2b h16 y2c3 ff1 fs1 fc0 sc0 ls0 ws0">Obniżenie ko<span class="_ _0"></span>sztów operacyjny<span class="_ _0"></span>ch </div><div class="t m0 x2b h16 y2c4 ff1 fs1 fc0 sc0 ls0 ws0">poprzez mniej<span class="_ _0"></span>sze opłaty </div><div class="t m0 x2b h16 y2c5 ff1 fs1 fc0 sc0 ls0 ws0">środowiskowe, pop<span class="_ _0"></span>rawa przepł<span class="_ _0"></span>ywów </div><div class="t m0 x2b h16 y2c2 ff1 fs1 fc0 sc0 ls0 ws0">pieniężnych dzię<span class="_ _0"></span>ki oszczędnoś<span class="_ _0"></span>ciom </div><div class="t m0 x2b h16 y27d ff2 fs1 fc0 sc0 ls0 ws0">na paliwach i <span class="_ _0"></span>surowcach, </div><div class="t m0 x2b h16 y2c6 ff1 fs1 fc0 sc0 ls0 ws0">zwiększenie do<span class="_ _0"></span>stępność kapi<span class="_ _0"></span>tału </div><div class="t m0 x2b h16 y27e ff2 fs1 fc0 sc0 ls0 ws0">poprzez leps<span class="_ _0"></span>ze warunki finan<span class="_ _0"></span>sowania  </div></div><div class="c x4 y2c7 w24 h1f"><div class="t m0 x2 h29 y275 ff3 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c x38 y2c7 w25 h1f"><div class="t m0 x2b h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Zanieczyszczenie </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">środowiska<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x39 y2c7 w26 h1f"><div class="t m0 x2b h16 y275 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y2c7 w27 h1f"><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Zanieczyszczenie <span class="_ _0"></span>środowiska <span class="_ _0"></span>może </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do konie<span class="_ _10"></span>czności </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">kosztownych dz<span class="_ _0"></span>iałań napraw<span class="_ _0"></span>czych </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">oraz utrudnień w<span class="_ _0"></span> realizacji inwe<span class="_ _0"></span>stycji. </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Niewłaściwe zar<span class="_ _0"></span>ządzanie tym<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">obszarem mo<span class="_ _0"></span>że skutkować san<span class="_ _10"></span>k<span class="_ _1"></span>cjami </div><div class="t m0 x2b h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">administracyjn<span class="_ _0"></span>ymi i roszczeniami<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">społecznymi. <span class="ff2"> </span></div></div><div class="c x3b y2c7 w28 h1f"><div class="t m0 x3c h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x22 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x3d y2c7 w29 h1f"><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Wzrost kosztów<span class="_ _0"></span> dostosowania do<span class="_ _10"></span> </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">norm środowi<span class="_ _0"></span>skowych, poten<span class="_ _0"></span>cjalne </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">kary oraz negat<span class="_ _0"></span>ywny wpływ na<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">reputację firmy.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf13" class="pf w5 hc" ><div class="pc pc13 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 lsc ws0">19<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y2c8 w24 h3c"><div class="t m0 x2 h29 y2c9 ff3 fs1 fc0 sc0 ls0 ws0">3 </div></div><div class="c x38 y2c8 w25 h3c"><div class="t m0 x2b h16 y2ca ff2 fs1 fc0 sc0 ls0 ws0">Koszt i </div><div class="t m0 x2b h16 y2cb ff1 fs1 fc0 sc0 ls0 ws0">dostępność wod<span class="_ _0"></span>y<span class="ff2"> </span></div></div><div class="c x39 y2c8 w26 h3c"><div class="t m0 x2b h16 y2c9 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y2c8 w27 h3c"><div class="t m0 x2b h16 y2cc ff1 fs1 fc0 sc0 ls0 ws0">Malejąca dostępn<span class="_ _0"></span>ość wody w <span class="_ _0"></span>Polsce i </div><div class="t m0 x2b h16 y2cd ff1 fs1 fc0 sc0 ls0 ws0">Europie oraz regula<span class="_ _10"></span>c<span class="_ _1"></span>je podno<span class="_ _10"></span>s<span class="_ _1"></span>zą<span class="_ _0"></span>ce </div><div class="t m0 x2b h16 y2ce ff1 fs1 fc0 sc0 ls0 ws0">jej cenę mogą zwię<span class="_ _10"></span>k<span class="_ _1"></span>szyć<span class="_ _0"></span> wydatki </div><div class="t m0 x2b h16 y2ca ff1 fs1 fc0 sc0 ls0 ws0">operacyjne, sz<span class="_ _0"></span>czególnie w zakre<span class="_ _10"></span>s<span class="_ _1"></span>ie </div><div class="t m0 x2b h16 y2cb ff2 fs1 fc0 sc0 ls0 ws0">produkcji masy<span class="_ _0"></span> bitumicznej or<span class="_ _0"></span>az cen </div><div class="t m0 x2b h16 y2cf ff1 fs1 fc0 sc0 ls0 ws0">materiałów budow<span class="_ _0"></span>lanych </div><div class="t m0 x2b h16 y2d0 ff1 fs1 fc0 sc0 ls0 ws0">wymagających du<span class="_ _0"></span>żych ilości<span class="_ _0"></span> wody, </div><div class="t m0 x2b h16 y2d1 ff2 fs1 fc0 sc0 ls0 ws0">takich jak beton.<span class="_ _0"></span> </div></div><div class="c x3b y2c8 w28 h3c"><div class="t m0 x3c h16 y2d2 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x24 h16 y2c9 ff1 fs1 fc0 sc0 ls0 ws0">własne, </div><div class="t m0 x31 h16 y2d3 ff2 fs1 fc0 sc0 ls0 ws0">dowstream </div></div><div class="c x3d y2c8 w29 h3c"><div class="t m0 x2b h16 y2ce ff1 fs1 fc0 sc0 ls0 ws0">Wzrost wydat<span class="_ _0"></span>ków operacyjny<span class="_ _0"></span>ch i </div><div class="t m0 x2b h16 y2ca ff2 fs1 fc0 sc0 ls0 ws0">inwestycyjnych<span class="_ _0"></span>, pogorszenia<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2cb ff1 fs1 fc0 sc0 ls0 ws0">przepływów gotów<span class="_ _0"></span>kowych ora<span class="_ _0"></span>z </div><div class="t m0 x2b h16 y2cf ff1 fs1 fc0 sc0 ls0 ws0">obniżenia rentowno<span class="_ _0"></span>ści projek<span class="_ _0"></span>tów.<span class="ff2"> </span></div></div><div class="c x4 y2d4 w24 h3d"><div class="t m0 x2 h29 y2b4 ff3 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x38 y2d4 w25 h3d"><div class="t m0 x2b h16 y2d5 ff2 fs1 fc0 sc0 ls0 ws0">Regulacje </div><div class="t m0 x2b h16 y2d6 ff1 fs1 fc0 sc0 ls0 ws0">związane z </div><div class="t m0 x2b h16 y2d7 ff1 fs1 fc0 sc0 ls0 ws0">ochroną przyro<span class="_ _0"></span>dy </div><div class="t m0 x2b h16 y2d8 ff1 fs1 fc0 sc0 ls0 ws0">i bioróżnorodno<span class="_ _0"></span>ści<span class="ff2"> </span></div></div><div class="c x39 y2d4 w26 h3d"><div class="t m0 x2b h16 y2b4 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y2d4 w27 h3d"><div class="t m0 x2b h16 y2d9 ff1 fs1 fc0 sc0 ls0 ws0">Dodatkowe wymog<span class="_ _0"></span>i związane <span class="_ _0"></span>z </div><div class="t m0 x2b h16 y2da ff1 fs1 fc0 sc0 ls0 ws0">ochroną środowis<span class="_ _0"></span>ka, takie jak<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2db ff1 fs1 fc0 sc0 ls0 ws0">konieczność zabe<span class="_ _0"></span>zpieczenia siedl<span class="_ _0"></span>isk </div><div class="t m0 x2b h16 y2dc ff1 fs1 fc0 sc0 ls0 ws0">czy ograniczenia<span class="_ _0"></span> dotyczące </div><div class="t m0 x2b h16 y2dd ff1 fs1 fc0 sc0 ls0 ws0">gospodarki leśnej<span class="_ _0"></span> i wodnej, mogą<span class="_ _10"></span> </div><div class="t m0 x2b h16 y2de ff1 fs1 fc0 sc0 ls0 ws0">wymuszać mody<span class="_ _0"></span>fikacje projek<span class="_ _0"></span>tów, co </div><div class="t m0 x2b h16 y2df ff1 fs1 fc0 sc0 ls0 ws0">wpływa na harmono<span class="_ _0"></span>gramy reali<span class="_ _0"></span>zacji i </div><div class="t m0 x2b h16 y2e0 ff1 fs1 fc0 sc0 ls0 ws0">rentowność kon<span class="_ _0"></span>traktów. Opó<span class="_ _0"></span>źnien<span class="ff2">ia </span></div><div class="t m0 x2b h16 y2e1 ff1 fs1 fc0 sc0 ls0 ws0">mogą wynika<span class="_ _0"></span>ć także z </div><div class="t m0 x2b h16 y2e2 ff1 fs1 fc0 sc0 ls0 ws0">przedłużających <span class="_ _0"></span>się procedur </div><div class="t m0 x2b h16 y2e3 ff1 fs1 fc0 sc0 ls0 ws0">uzyskiwania zezwoleń<span class="_ _10"></span> na realizację </div><div class="t m0 x2b h16 y2b4 ff2 fs1 fc0 sc0 ls0 ws0">inwestycji drogow<span class="_ _0"></span>ych (ZRID), </div><div class="t m0 x2b h16 y1f2 ff2 fs1 fc0 sc0 ls0 ws0">spowodowan<span class="_ _0"></span>ych protestami or<span class="_ _0"></span>az </div><div class="t m0 x2b h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">odwołaniami orga<span class="_ _0"></span>nizacji </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">pozarządowych i<span class="_ _0"></span> środowisk </div><div class="t m0 x2b h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">proekologiczny<span class="_ _0"></span>ch. Ryzyko to<span class="_ _0"></span> dotyczy </div><div class="t m0 x2b h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">przede wszystki<span class="_ _0"></span>m inwestycji </div><div class="t m0 x2b h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">drogowych reali<span class="_ _0"></span>zowanych w for<span class="_ _0"></span>mule </div><div class="t m0 x2b h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">„zaprojektuj i bu<span class="_ _0"></span>duj”, gdzie </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">konieczność dos<span class="_ _0"></span>tosowania się<span class="_ _0"></span> do </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">zmieniających s<span class="_ _0"></span>ię wymagań </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch może prow<span class="_ _0"></span>adzić do </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">istotnych przesunię<span class="_ _10"></span>ć<span class="_ _1"></span> w<span class="_ _0"></span> czasie.<span class="ff2"> </span></div></div><div class="c x3b y2d4 w28 h3d"><div class="t m0 x24 h16 y2d6 ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y2d7 ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y2d4 w29 h3d"><div class="t m0 x2b h16 y2e4 ff1 fs1 fc0 sc0 ls0 ws0">Wyższe wydat<span class="_ _0"></span>ki operacyjne<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2d5 ff1 fs1 fc0 sc0 ls0 ws0">wynikające z po<span class="_ _0"></span>trzeby uz<span class="_ _0"></span>yskania </div><div class="t m0 x2b h16 y2d6 ff1 fs1 fc0 sc0 ls0 ws0">roszczeń term<span class="_ _0"></span>inowych, wydłu<span class="_ _0"></span>żony </div><div class="t m0 x2b h16 y2d7 ff1 fs1 fc0 sc0 ls0 ws0">cykl realizacji pr<span class="_ _0"></span>ojektów oraz<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2d8 ff1 fs1 fc0 sc0 ls0 ws0">pogorszenie pr<span class="_ _0"></span>zepływów </div><div class="t m0 x2b h16 y2e5 ff1 fs1 fc0 sc0 ls0 ws0">gotówkowych.<span class="ff2"> </span></div></div><div class="c x4 y2e6 w24 h3e"><div class="t m0 x2 h29 y2e7 ff3 fs1 fc0 sc0 ls0 ws0">5 </div></div><div class="c x38 y2e6 w25 h3e"><div class="t m0 x2b h16 y218 ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko związane </div><div class="t m0 x2b h16 y219 ff1 fs1 fc0 sc0 ls0 ws0">z dostępnością<span class="_ _0"></span> i </div><div class="t m0 x2b h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">cenami surowców<span class="_ _0"></span> </div><div class="t m0 x2b h16 y24e ff2 fs1 fc0 sc0 ls0 ws0">naturalnych. </div></div><div class="c x39 y2e6 w26 h3e"><div class="t m0 x2b h16 y2e7 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y2e6 w27 h3e"><div class="t m0 x2b h16 y2e8 ff2 fs1 fc0 sc0 ls0 ws0">Wzrost cen lub<span class="_ _0"></span> ograniczona </div><div class="t m0 x2b h16 y2e9 ff1 fs1 fc0 sc0 ls0 ws0">dostępność surow<span class="_ _0"></span>ców, taki<span class="_ _0"></span>ch jak </div><div class="t m0 x2b h16 y2ea ff2 fs1 fc0 sc0 ls0 ws0">piasek, <span class="ff1">kruszywa<span class="_ _0"></span>, cement, żela<span class="_ _0"></span>zo i </span></div><div class="t m0 x2b h16 y2eb ff1 fs1 fc0 sc0 ls0 ws0">węgiel, wykor<span class="_ _0"></span>zystywanych do<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2ec ff2 fs1 fc0 sc0 ls0 ws0">produkcji betonu,<span class="_ _0"></span> stali czy bi<span class="_ _0"></span>tumu, </div><div class="t m0 x2b h16 y2ed ff1 fs1 fc0 sc0 ls0 ws0">mogą wynika<span class="_ _0"></span>ć z degradacji </div><div class="t m0 x2b h16 y2ee ff1 fs1 fc0 sc0 ls0 ws0">środowiska, ro<span class="_ _0"></span>snącego </div><div class="t m0 x2b h16 y2ef ff1 fs1 fc0 sc0 ls0 ws0">zapotrzebowania <span class="_ _0"></span>i trudności w </div><div class="t m0 x2b h16 y218 ff1 fs1 fc0 sc0 ls0 ws0">dostępie do złóż<span class="_ _0"></span>. Ponadto, przej<span class="_ _0"></span>ście </div><div class="t m0 x2b h16 y219 ff1 fs1 fc0 sc0 ls0 ws0">na gospodarkę o<span class="_ _0"></span> obiegu zam<span class="_ _0"></span>kniętym, </div><div class="t m0 x2b h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">które wymaga re<span class="_ _0"></span>cyklingu surow<span class="_ _0"></span>ców, </div><div class="t m0 x2b h16 y24e ff1 fs1 fc0 sc0 ls0 ws0">może wiązać <span class="_ _0"></span>się z wyzwaniami<span class="_ _0"></span> </div><div class="t m0 x2b h16 y24f ff1 fs1 fc0 sc0 ls0 ws0">związanymi z <span class="_ _0"></span>technologią i </div><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">infrastrukturą do<span class="_ _0"></span> odzyskiwania<span class="_ _0"></span> </div><div class="t m0 x2b h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">materiałów. Ogra<span class="_ _0"></span>niczona do<span class="_ _0"></span>stępność </div><div class="t m0 x2b h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">surowców oraz<span class="_ _0"></span> rosnące ich <span class="_ _0"></span>ceny </div><div class="t m0 x2b h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">mogą prowadzi<span class="_ _0"></span>ć do opóźnień w<span class="_ _0"></span> </div><div class="t m0 x2b h16 y298 ff1 fs1 fc0 sc0 ls0 ws0">realizacji proje<span class="_ _0"></span>któw, a także </div><div class="t m0 x2b h16 y2f0 ff1 fs1 fc0 sc0 ls0 ws0">konieczności pos<span class="_ _0"></span>zukiwania<span class="ff2"> </span></div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">alternatywnych<span class="_ _0"></span> materiałów.<span class="ff2"> </span></div></div><div class="c x3b y2e6 w28 h3e"><div class="t m0 x24 h16 y219 ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y21a ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y2e6 w29 h3e"><div class="t m0 x2b h16 y2f1 ff1 fs1 fc0 sc0 ls0 ws0">Wyższe ceny surow<span class="_ _10"></span>ców i </div><div class="t m0 x2b h16 y2f2 ff1 fs1 fc0 sc0 ls0 ws0">konieczność stosow<span class="_ _0"></span>ania </div><div class="t m0 x2b h16 y2f3 ff1 fs1 fc0 sc0 ls0 ws0">alternatywnych<span class="_ _0"></span> rozwiązań <span class="_ _0"></span>mogą </div><div class="t m0 x2b h16 y2e7 ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do zwię<span class="_ _0"></span>kszenia ko<span class="_ _0"></span>sztów </div><div class="t m0 x2b h16 y2f4 ff1 fs1 fc0 sc0 ls0 ws0">operacyjnych<span class="_ _0"></span>, obniżenia rentown<span class="_ _0"></span>ości </div><div class="t m0 x2b h16 y2c3 ff1 fs1 fc0 sc0 ls0 ws0">projektów oraz wp<span class="_ _0"></span>ływać na pr<span class="_ _0"></span>zepływy </div><div class="t m0 x2b h16 y2f5 ff1 fs1 fc0 sc0 ls0 ws0">gotówkowe.<span class="ff2"> </span></div></div><div class="c x4 y2f6 w24 h36"><div class="t m0 x2 h29 y20c ff3 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x38 y2f6 w25 h36"><div class="t m0 x2b h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Wzrost <span class="ff1">kosztów<span class="_ _0"></span> </span></div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">zarządzania </div><div class="t m0 x2b h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">odpadami </div></div><div class="c x39 y2f6 w26 h36"><div class="t m0 x2b h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y2f6 w27 h36"><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko związane <span class="_ _0"></span>z zarządzanie<span class="_ _10"></span>m </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">odpadami może ob<span class="_ _0"></span>ejmować w<span class="_ _0"></span>zrost </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">kosztów związan<span class="_ _0"></span>ych z ich <span class="_ _0"></span>segregacją, </div><div class="t m0 x2b h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">przechowywanie<span class="_ _0"></span>m, transporte<span class="_ _0"></span>m i </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">unieszkodliwianie<span class="_ _0"></span>m, szczególnie<span class="_ _0"></span> w </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">kontekście zao<span class="_ _0"></span>strzających <span class="_ _0"></span>się </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">regulacji środow<span class="_ _0"></span>iskowych ora<span class="_ _0"></span>z </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">rosnących wy<span class="_ _0"></span>magań w zakre<span class="_ _0"></span>sie </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls10 ws0">rec<span class="ff1 ls0">yklingu i redukcji od<span class="_ _0"></span>padów.<span class="ff2"> </span></span></div></div><div class="c x3b y2f6 w28 h36"><div class="t m0 x24 h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y275 ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y2f6 w29 h36"><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Wyższe koszty<span class="_ _0"></span> zarządzania<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">odpadami, ryzy<span class="_ _0"></span>ko kar finansow<span class="_ _0"></span>ych </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">oraz koniecznoś<span class="_ _0"></span>ć inwestycji<span class="_ _0"></span> w </div><div class="t m0 x2b h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">nowoczesne te<span class="_ _0"></span>chnologie </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">unieszkodliwiania<span class="_ _0"></span> i recyklingu<span class="_ _0"></span> mogą </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">zwiększyć ko<span class="_ _0"></span>szty operacyjne i<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wpłynąć na rentow<span class="_ _0"></span>ność proje<span class="_ _0"></span>któw.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf14" class="pf w5 hc" ><div class="pc pc14 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">20<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y2f7 w24 h3f"><div class="t m0 x2 h29 y24c ff3 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x38 y2f7 w25 h3f"><div class="t m0 x2b h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Inwestycja w </div><div class="t m0 x2b h16 y201 ff1 fs1 fc0 sc0 ls0 ws0">rozwój zawodow<span class="_ _10"></span>y<span class="ff2"> </span></div></div><div class="c x39 y2f7 w26 h3f"><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Szansa </div></div><div class="c x3a y2f7 w27 h3f"><div class="t m0 x2b h16 y1f1 ff1 fs1 fc0 sc0 ls0 ws0">Inwestowanie<span class="_ _0"></span> w rozwój zawodo<span class="_ _0"></span>wy </div><div class="t m0 x2b h16 y1f2 ff1 fs1 fc0 sc0 ls0 ws0">pracowników <span class="_ _0"></span>może przyczynić<span class="_ _0"></span> się do </div><div class="t m0 x2b h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">poprawy ich zaang<span class="_ _0"></span>ażowania, </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">lojalności i efekt<span class="_ _0"></span>ywności, co w<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">dłuższym okre<span class="_ _0"></span>sie czasu wpłynie<span class="_ _0"></span> na </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">jakość realizowany<span class="_ _0"></span>ch projektów<span class="_ _0"></span>. </div><div class="t m0 x2b h16 y201 ff1 fs1 fc0 sc0 ls0 ws0">Oferowanie sz<span class="_ _0"></span>koleń, mentor<span class="_ _0"></span>stwa oraz </div><div class="t m0 x2b h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">możliwości awansu<span class="_ _0"></span> może tak<span class="_ _0"></span>że </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">przyciągnąć utalen<span class="_ _10"></span>t<span class="_ _1"></span>owan<span class="_ _0"></span>ych </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">kandydatów, <span class="_ _0"></span>zwiększając </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">konkurencyjno<span class="_ _0"></span>ść firmy na rynku<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">pracy. </div></div><div class="c x3b y2f7 w28 h3f"><div class="t m0 x24 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y201 ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y2f7 w29 h3f"><div class="t m0 x2b h16 y2e5 ff1 fs1 fc0 sc0 ls0 ws0">Obniżenie ko<span class="_ _0"></span>sztów związan<span class="_ _0"></span>ych z </div><div class="t m0 x2b h16 y2f8 ff1 fs1 fc0 sc0 ls0 ws0">rotacją pracown<span class="_ _0"></span>ików, zmniejs<span class="_ _0"></span>zenie </div><div class="t m0 x2b h16 y2f9 ff1 fs1 fc0 sc0 ls0 ws0">wydatków na rekru<span class="_ _10"></span>t<span class="_ _1"></span>ację<span class="_ _0"></span> oraz </div><div class="t m0 x2b h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">zwiększenie prod<span class="_ _0"></span>uktywności, co<span class="_ _10"></span> </div><div class="t m0 x2b h16 y29d ff1 fs1 fc0 sc0 ls0 ws0">przełoży się na<span class="_ _0"></span> lepszą efe<span class="_ _0"></span>ktywność </div><div class="t m0 x2b h16 y275 ff1 fs1 fc0 sc0 ls0 ws0">realizowanych pro<span class="_ _0"></span>jektów i wyż<span class="_ _0"></span>sze </div><div class="t m0 x2b h16 y276 ff2 fs1 fc0 sc0 ls0 ws0">przychody. </div></div><div class="c x4 y2fa w24 h39"><div class="t m0 x2 h29 y21d ff3 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x38 y2fa w25 h39"><div class="t m0 x2b h16 y21c ff2 fs1 fc0 sc0 ls0 ws0">Poprawa </div><div class="t m0 x2b h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">zaangażowania i<span class="_ _0"></span> </div><div class="t m0 x2b h16 y298 ff2 fs1 fc0 sc0 ls0 ws0">satysfakcji z prac<span class="_ _0"></span>y </div></div><div class="c x39 y2fa w26 h39"><div class="t m0 x2b h16 y21d ff2 fs1 fc0 sc0 ls0 ws0">Szansa </div></div><div class="c x3a y2fa w27 h39"><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Zwiększenie zaang<span class="_ _0"></span>ażowania </div><div class="t m0 x2b h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">pracowników <span class="_ _0"></span>może popraw<span class="_ _0"></span>ić </div><div class="t m0 x2b h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">atmosferę w firmie<span class="_ _0"></span>, co wpłynie<span class="_ _0"></span> na ich </div><div class="t m0 x2b h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">motywację, zmniej<span class="_ _0"></span>szenie liczby<span class="_ _0"></span> </div><div class="t m0 x2b h16 y298 ff1 fs1 fc0 sc0 ls0 ws0">absencji oraz po<span class="_ _0"></span>prawę jakośc<span class="_ _0"></span>i i </div><div class="t m0 x2b h16 y2f0 ff1 fs1 fc0 sc0 ls0 ws0">organizacji prac<span class="_ _0"></span>y, szczególnie<span class="_ _0"></span> na </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">budowach. </div></div><div class="c x3b y2fa w28 h39"><div class="t m0 x24 h16 y27d ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y2c6 ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y2fa w29 h39"><div class="t m0 x2b h16 y2c5 ff1 fs1 fc0 sc0 ls0 ws0">Zmniejszenie ko<span class="_ _0"></span>sztów zwią<span class="_ _0"></span>zanych z </div><div class="t m0 x2b h16 y2c2 ff1 fs1 fc0 sc0 ls0 ws0">absencjami, pop<span class="_ _0"></span>rawa jakości pra<span class="_ _0"></span>cy i </div><div class="t m0 x2b h16 y27d ff1 fs1 fc0 sc0 ls0 ws0">efektywności, <span class="_ _0"></span>co prowadzi do <span class="_ _0"></span>lepszej </div><div class="t m0 x2b h16 y2c6 ff1 fs1 fc0 sc0 ls0 ws0">realizacji proje<span class="_ _0"></span>któw oraz opt<span class="_ _0"></span>ymalizacji </div><div class="t m0 x2b h16 y2fb ff1 fs1 fc0 sc0 ls0 ws0">procesów, skut<span class="_ _0"></span>kując zwięks<span class="_ _0"></span>zeniem </div><div class="t m0 x2b h16 y2fc ff1 fs1 fc0 sc0 ls0 ws0">rentowności i w<span class="_ _0"></span>yższymi prz<span class="_ _0"></span>ychodami.<span class="ff2"> </span></div></div><div class="c x4 y2fd w24 h1f"><div class="t m0 x2 h29 y259 ff3 fs1 fc0 sc0 ls0 ws0">9 </div></div><div class="c x38 y2fd w25 h1f"><div class="t m0 x2b h16 y24d ff2 fs1 fc0 sc0 ls0 ws0">Wypadki przy </div><div class="t m0 x2b h16 y259 ff2 fs1 fc0 sc0 ls0 ws0">pracy i naruszenia<span class="_ _10"></span> </div><div class="t m0 x2b h16 y276 ff2 fs1 fc0 sc0 ls0 ws0">BHP </div></div><div class="c x39 y2fd w26 h1f"><div class="t m0 x2b h16 y259 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y2fd w27 h1f"><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Wzrost liczby wypad<span class="_ _10"></span>k<span class="_ _1"></span>ów pr<span class="_ _0"></span>zy pracy </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">lub naruszeń pr<span class="_ _0"></span>zepisów BHP <span class="_ _0"></span>może </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do zwię<span class="_ _0"></span>kszenia kos<span class="_ _0"></span>ztów </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">związanych <span class="_ _0"></span>z leczeniem </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">poszkodowany<span class="_ _0"></span>ch pracowników<span class="_ _0"></span>, </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">wypłatami od<span class="_ _0"></span>szkodowań, a ta<span class="_ _0"></span>kże do </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">kar finansowych w<span class="_ _0"></span>ynikający<span class="_ _0"></span>ch z </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">nieprzestrzegan<span class="_ _0"></span>ia przepisów<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x3b y2fd w28 h1f"><div class="t m0 x24 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y2fd w29 h1f"><div class="t m0 x2b h16 y2f9 ff1 fs1 fc0 sc0 ls0 ws0">Wyższe koszty<span class="_ _0"></span> operacyjne związa<span class="_ _10"></span>ne </div><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">z odszkodowan<span class="_ _0"></span>iami, karami<span class="_ _0"></span> oraz </div><div class="t m0 x2b h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">możliwymi opóźn<span class="_ _0"></span>ieniami w </div><div class="t m0 x2b h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">projektach, a ta<span class="_ _0"></span>kże poten<span class="_ _0"></span>cjalne straty </div><div class="t m0 x2b h16 y276 ff1 fs1 fc0 sc0 ls0 ws0">reputacyjne, mog<span class="_ _0"></span>ą wpłynąć na<span class="_ _0"></span> </div><div class="t m0 x2b h16 y118 ff1 fs1 fc0 sc0 ls0 ws0">rentowność firm<span class="_ _0"></span>y i jej zdolnoś<span class="_ _0"></span>ć do </div><div class="t m0 x2b h16 y2fe ff1 fs1 fc0 sc0 ls0 ws0">pozyskiwania now<span class="_ _0"></span>ych kontra<span class="_ _0"></span>któw.<span class="ff2"> </span></div></div><div class="c x4 y2ff w24 h20"><div class="t m0 x10 h29 y28c ff3 fs1 fc0 sc0 ls9 ws0">10<span class="ls0"> </span></div></div><div class="c x38 y2ff w25 h20"><div class="t m0 x2b h16 y300 ff2 fs1 fc0 sc0 ls0 ws0">Czas pracy i </div><div class="t m0 x2b h16 y301 ff1 fs1 fc0 sc0 ls10 ws0">równowaga </div><div class="t m0 x2b h16 y28c ff1 fs1 fc0 sc0 ls0 ws0">pomiędzy życie<span class="_ _0"></span>m </div><div class="t m0 x2b h16 y28b ff2 fs1 fc0 sc0 ls0 ws0">prywatnym a </div><div class="t m0 x2b h16 y28d ff2 fs1 fc0 sc0 ls0 ws0">zawodowym </div></div><div class="c x39 y2ff w26 h20"><div class="t m0 x2b h16 y28c ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y2ff w27 h20"><div class="t m0 x2b h16 y209 ff1 fs1 fc0 sc0 ls0 ws0">Nadmierna ilość nadg<span class="_ _0"></span>odzin, </div><div class="t m0 x2b h16 y273 ff1 fs1 fc0 sc0 ls0 ws0">niewłaściwe zar<span class="_ _0"></span>ządzanie cza<span class="_ _0"></span>sem </div><div class="t m0 x2b h16 y215 ff2 fs1 fc0 sc0 ls0 ws0">pracy oraz bra<span class="_ _0"></span>k odpowiedniej </div><div class="t m0 x2b h16 y216 ff1 fs1 fc0 sc0 ls10 ws0">równowagi między<span class="_ _1"></span> życiem </div><div class="t m0 x2b h16 y28e ff2 fs1 fc0 sc0 ls0 ws0">zawodowym a prywa<span class="_ _10"></span>tnym, </div><div class="t m0 x2b h16 y28f ff1 fs1 fc0 sc0 ls0 ws0">szczególnie w konte<span class="_ _10"></span>kście specyfiki </div><div class="t m0 x2b h16 y290 ff1 fs1 fc0 sc0 ls0 ws0">branży budowlane<span class="_ _0"></span>j, mogą pro<span class="_ _0"></span>wadzić </div><div class="t m0 x2b h16 y302 ff2 fs1 fc0 sc0 ls0 ws0">do wypalenia zaw<span class="_ _0"></span>odowego, <span class="_ _0"></span>spadku </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wydajności i w<span class="_ _0"></span>zrostu <span class="ff2">absencji </span></div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">chorobowych<span class="_ _0"></span>.  </div></div><div class="c x3b y2ff w28 h20"><div class="t m0 x24 h16 y28e ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y28f ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y2ff w29 h20"><div class="t m0 x2b h16 y303 ff1 fs1 fc0 sc0 ls0 ws0">Zwiększone ko<span class="_ _0"></span>szty związane<span class="_ _0"></span> z </div><div class="t m0 x2b h16 y300 ff1 fs1 fc0 sc0 ls0 ws0">absencją chorobo<span class="_ _0"></span>wą, rotacją<span class="_ _0"></span> </div><div class="t m0 x2b h16 y301 ff1 fs1 fc0 sc0 ls0 ws0">pracowników oraz<span class="_ _0"></span> zmniejszen<span class="_ _0"></span>iem </div><div class="t m0 x2b h16 y28c ff1 fs1 fc0 sc0 ls0 ws0">podaży pracy w br<span class="_ _0"></span>anży budo<span class="_ _0"></span>wlanej </div><div class="t m0 x2b h16 y28b ff1 fs1 fc0 sc0 ls0 ws0">mogą prowadzi<span class="_ _0"></span>ć do wyższ<span class="_ _0"></span>ych </div><div class="t m0 x2b h16 y28d ff1 fs1 fc0 sc0 ls0 ws0">kosztów opera<span class="_ _0"></span>cyjnych i obni<span class="_ _0"></span>żenia </div><div class="t m0 x2b h16 y118 ff1 fs1 fc0 sc0 ls0 ws0">efektywności pr<span class="_ _0"></span>acy.<span class="ff2"> </span></div></div><div class="c x4 y304 w24 h40"><div class="t m0 x10 h29 y20c ff3 fs1 fc0 sc0 ls9 ws0">11<span class="ls0"> </span></div></div><div class="c x38 y304 w25 h40"><div class="t m0 x2b h16 y305 ff2 fs1 fc0 sc0 ls0 ws0">Incydenty </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">związane z </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">dyskryminacją i<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">brakiem </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls10 ws0">równouprawnienia<span class="_ _1"></span><span class="ff2 ls0"> </span></div></div><div class="c x39 y304 w26 h40"><div class="t m0 x2b h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y304 w27 h40"><div class="t m0 x2b h16 y306 ff1 fs1 fc0 sc0 ls0 ws0">Incydenty związane<span class="_ _10"></span> <span class="_ _1"></span>z dys<span class="_ _0"></span>kryminacją, </div><div class="t m0 x2b h16 y307 ff1 fs1 fc0 sc0 ls0 ws0">brakiem równości<span class="_ _0"></span> płacowej lub </div><div class="t m0 x2b h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">nierównością s<span class="_ _0"></span>zans w proce<span class="_ _0"></span>sach </div><div class="t m0 x2b h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">rekrutacyjnych<span class="_ _0"></span> i awansowy<span class="_ _0"></span>ch mogą </div><div class="t m0 x2b h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do ob<span class="_ _0"></span>niżenia morale w<span class="_ _10"></span> </div><div class="t m0 x2b h16 y246 ff1 fs1 fc0 sc0 ls0 ws0">zespole, zwięks<span class="_ _0"></span>zonej rotacji </div><div class="t m0 x2b h16 y27e ff1 fs1 fc0 sc0 ls0 ws0">pracowników oraz<span class="_ _0"></span> uszczerb<span class="_ _0"></span>ku na </div><div class="t m0 x2b h16 y308 ff2 fs1 fc0 sc0 ls0 ws0">reputacji firmy<span class="_ _0"></span>. </div></div><div class="c x3b y304 w28 h40"><div class="t m0 x24 h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y259 ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y304 w29 h40"><div class="t m0 x2b h16 y20a ff1 fs1 fc0 sc0 ls0 ws0">Wyższe koszty<span class="_ _0"></span> związane z </div><div class="t m0 x2b h16 y20b ff1 fs1 fc0 sc0 ls0 ws0">procesami sądo<span class="_ _0"></span>wymi, </div><div class="t m0 x2b h16 y305 ff2 fs1 fc0 sc0 ls0 ws0">odszkodowaniami<span class="_ _0"></span> oraz </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">koniecznością w<span class="_ _0"></span>drażania działań </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">naprawczych (np.<span class="_ _0"></span> szkoleń, aud<span class="_ _0"></span>ytów), </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">które mogą obciąż<span class="_ _0"></span>yć budżet firm<span class="_ _0"></span>y, a </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">także obniżyć<span class="_ _0"></span> jej zdolność do </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">przyciągania i za<span class="_ _0"></span>trzymywania </div><div class="t m0 x2b h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">talentów.<span class="ff2"> </span></div></div><div class="c x4 y309 w24 h25"><div class="t m0 x10 h29 y24c ff3 fs1 fc0 sc0 ls9 ws0">12<span class="ls0"> </span></div></div><div class="c x38 y309 w25 h25"><div class="t m0 x2b h16 y24f ff2 fs1 fc0 sc0 ls0 ws0">Nieodpowied<span class="_ _0"></span>nie </div><div class="t m0 x2b h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">warunki pracy u<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców <span class="_ _0"></span>i </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">dostawców<span class="ff2"> </span></div></div><div class="c x39 y309 w26 h25"><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y309 w27 h25"><div class="t m0 x2b h16 y218 ff2 fs1 fc0 sc0 ls0 ws0">Wykorzystywanie<span class="_ _10"></span> <span class="_ _1"></span>pracy niele<span class="_ _0"></span>galnej </div><div class="t m0 x2b h16 y219 ff1 fs1 fc0 sc0 ls0 ws0">lub zapewnianie niewła<span class="_ _10"></span>ściwych </div><div class="t m0 x2b h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">warunków pra<span class="_ _0"></span>cy (np. </div><div class="t m0 x2b h16 y24e ff2 fs1 fc0 sc0 ls0 ws0">nieprzestrzegan<span class="_ _0"></span>ie norm BH<span class="_ _0"></span>P, zbyt </div><div class="t m0 x2b h16 y24f ff1 fs1 fc0 sc0 ls0 ws0">długie godziny pra<span class="_ _10"></span>c<span class="_ _1"></span>y, ni<span class="_ _0"></span>skie płace)<span class="_ _0"></span> </div><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">przez podwykonaw<span class="_ _10"></span>ców lub </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">dostawców w rama<span class="_ _10"></span>c<span class="_ _1"></span>h łań<span class="_ _0"></span>cucha </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">wartości może pro<span class="_ _0"></span>wadzić do </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">poważnych prob<span class="_ _0"></span>lemów praw<span class="ff2">nych <span class="_ _0"></span>i </span></div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">reputacyjnych,<span class="_ _0"></span> a także negat<span class="_ _0"></span>ywnie </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">wpłynąć na ter<span class="_ _0"></span>minowość reali<span class="_ _0"></span>zacji </div><div class="t m0 x2b h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">projektów budowlan<span class="_ _0"></span>ych.<span class="ff2"> </span></div></div><div class="c x3b y309 w28 h25"><div class="t m0 x2e h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x3d y309 w29 h25"><div class="t m0 x2b h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">Koszty związan<span class="_ _0"></span>e z karami </div><div class="t m0 x2b h16 y24e ff1 fs1 fc0 sc0 ls0 ws0">finansowymi, <span class="_ _0"></span>koniecznością z<span class="_ _0"></span>miany </div><div class="t m0 x2b h16 y24f ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców,<span class="_ _0"></span> weryfikacją<span class="_ _0"></span> i </div><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">monitorowaniem war<span class="_ _0"></span>unków pr<span class="_ _0"></span>acy, co </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">może prowadzić<span class="_ _0"></span> do opóźnień w </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">realizacji proje<span class="_ _0"></span>któw oraz </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">dodatkowych w<span class="_ _0"></span>ydatków związan<span class="_ _10"></span>ych </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">z naprawą repu<span class="_ _0"></span>tacji.<span class="ff2"> </span></div></div><div class="c x4 y30a w24 h21"><div class="t m0 x10 h29 y207 ff3 fs1 fc0 sc0 ls9 ws0">13<span class="ls0"> </span></div></div><div class="c x38 y30a w25 h21"><div class="t m0 x2b h16 y206 ff2 fs1 fc0 sc0 ls0 ws0">Konflikty z </div><div class="t m0 x2b h16 y207 ff2 fs1 fc0 sc0 ls0 ws0">lokalnymi </div><div class="t m0 x2b h16 y30b ff1 fs1 fc0 sc0 ls0 ws0">społecznościami<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x39 y30a w26 h21"><div class="t m0 x2b h16 y207 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y30a w27 h21"><div class="t m0 x2b h16 y204 ff2 fs1 fc0 sc0 ls0 ws0">W przypadku inw<span class="_ _0"></span>estycji drog<span class="_ _0"></span>owych i </div><div class="t m0 x2b h16 y205 ff1 fs1 fc0 sc0 ls0 ws0">budowlanych, mogą<span class="_ _0"></span> wystąpi<span class="_ _0"></span>ć konflikty </div><div class="t m0 x2b h16 y206 ff1 fs1 fc0 sc0 ls0 ws0">z lokalnymi społe<span class="_ _0"></span>cznościami,<span class="_ _0"></span> które </div><div class="t m0 x2b h16 y207 ff1 fs1 fc0 sc0 ls0 ws0">obawiają się neg<span class="_ _0"></span>atywnych <span class="_ _0"></span>skutków </div><div class="t m0 x2b h16 y30b ff1 fs1 fc0 sc0 ls0 ws0">dla środowiska, ha<span class="_ _0"></span>łasu, </div><div class="t m0 x2b h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">zanieczyszczenia<span class="_ _0"></span> czy zniszc<span class="_ _0"></span>zenia </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">lokalnej infrastruk<span class="_ _0"></span>tury. Może </div></div><div class="c x3b y30a w28 h21"><div class="t m0 x2b h16 y207 ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x3d y30a w29 h21"><div class="t m0 x2b h16 y30c ff1 fs1 fc0 sc0 ls0 ws0">Dodatkowe kos<span class="_ _0"></span>zty związane <span class="_ _0"></span>z </div><div class="t m0 x2b h16 y30d ff2 fs1 fc0 sc0 ls0 ws0">procedurami media<span class="_ _0"></span>cyjnymi, </div><div class="t m0 x2b h16 y251 ff1 fs1 fc0 sc0 ls0 ws0">opóźnienia w harmon<span class="_ _0"></span>ogramie </div><div class="t m0 x2b h16 y252 ff1 fs1 fc0 sc0 ls0 ws0">realizacji proje<span class="_ _0"></span>któw, koniec<span class="_ _0"></span>zność </div><div class="t m0 x2b h16 y118 ff1 fs1 fc0 sc0 ls0 ws0">zmiany proje<span class="_ _0"></span>któw budowlan<span class="_ _0"></span>ych, a </div><div class="t m0 x2b h16 y2fe ff1 fs1 fc0 sc0 ls0 ws0">także potencjalne<span class="_ _0"></span> kary wynikają<span class="_ _0"></span>ce z </div></div></div><div class="pi" ></div></div><div id="pf15" class="pf w5 hc" ><div class="pc pc15 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">21<span class="ff5 fs8 ls0"> </span></div></div><div class="c x3a y30e w27 h41"><div class="t m0 x2b h16 y30f ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do pr<span class="_ _0"></span>otestów, opó<span class="_ _0"></span>źnień w </div><div class="t m0 x2b h16 y310 ff2 fs1 fc0 sc0 ls0 ws0">realizacji inwe<span class="_ _0"></span>stycji i utraty po<span class="_ _0"></span>parcia </div><div class="t m0 x2b h16 y311 ff1 fs1 fc0 sc0 ls0 ws0">lokalnej społeczno<span class="_ _0"></span>ści.<span class="ff2"> </span></div></div><div class="c x3d y30e w29 h41"><div class="t m0 x2b h16 y30f ff1 fs1 fc0 sc0 ls0 ws0">braku akcepta<span class="_ _0"></span>cji społecznej lub<span class="_ _0"></span> </div><div class="t m0 x2b h16 y310 ff2 fs1 fc0 sc0 ls0 ws0">decyzji administra<span class="_ _0"></span>cyjnych. </div></div><div class="c x4 y312 w24 h3a"><div class="t m0 x10 h29 y24c ff3 fs1 fc0 sc0 ls9 ws0">14<span class="ls0"> </span></div></div><div class="c x38 y312 w25 h3a"><div class="t m0 x2b h16 y2f8 ff1 fs1 fc0 sc0 ls0 ws0">Bezpieczeństwo<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2f9 ff1 fs1 fc0 sc0 ls0 ws0">użytkowników </div><div class="t m0 x2b h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">końcowych po </div><div class="t m0 x2b h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">zakończeniu </div><div class="t m0 x2b h16 y275 ff2 fs1 fc0 sc0 ls0 ws0">inwestycji </div></div><div class="c x39 y312 w26 h3a"><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y312 w27 h3a"><div class="t m0 x2b h16 y2b4 ff1 fs1 fc0 sc0 ls0 ws0">Po zakończeniu<span class="_ _0"></span> inwestycji </div><div class="t m0 x2b h16 y2b5 ff1 fs1 fc0 sc0 ls0 ws0">budowlane<span class="_ _0"></span>j, istnieje ryzyko zwią<span class="_ _0"></span>zane </div><div class="t m0 x2b h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">z bezpieczeń<span class="_ _0"></span>stwem użytkowni<span class="_ _0"></span>ków </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">obiektów, które <span class="_ _0"></span>zostały przeka<span class="_ _0"></span>zane </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">do użytku. Cho<span class="_ _0"></span>ciaż GK MIR<span class="_ _0"></span>BUD nie </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">jest odpowiedzialna<span class="_ _10"></span> <span class="_ _1"></span>za zar<span class="_ _0"></span>ządzanie </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">ani administra<span class="_ _0"></span>cję budynkami,<span class="_ _0"></span> </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">niewłaściwie wykona<span class="_ _0"></span>ne prace lub </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">ukryte wady kon<span class="_ _0"></span>strukcyjne<span class="_ _0"></span> mogą </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do inc<span class="_ _0"></span>ydentów, które<span class="_ _0"></span> mogą<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wpłynąć na bezp<span class="_ _0"></span>ieczeństwo </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">użytkowników.<span class="ff2"> </span></div></div><div class="c x3b y312 w28 h3a"><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Downstream </div></div><div class="c x3d y312 w29 h3a"><div class="t m0 x2b h16 y2b5 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalne kos<span class="_ _0"></span>zty związane <span class="_ _0"></span>z </div><div class="t m0 x2b h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">naprawą ukryt<span class="_ _0"></span>ych usterek, które<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">mogą wyniknąć w w<span class="_ _10"></span>y<span class="_ _1"></span>ni<span class="_ _0"></span>ku błędów </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">konstrukcyjnych lub<span class="_ _10"></span> <span class="_ _1"></span>niezgodno<span class="_ _10"></span>ś<span class="_ _1"></span>ci <span class="_ _0"></span>z </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">normami, a tak<span class="_ _0"></span>że koszty repu<span class="_ _0"></span>tacyjne </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">związane z ros<span class="_ _0"></span>zczeniami </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">użytkowników lub<span class="_ _0"></span> koniecznoś<span class="_ _0"></span>cią </div><div class="t m0 x2b h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zania dodatkowy<span class="_ _0"></span>ch </div><div class="t m0 x2b h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">inspekcji <span class="ff1">oraz pr<span class="_ _0"></span>zeglądów </span></div><div class="t m0 x2b h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">budowlanych. </div></div><div class="c x4 y23b w24 h42"><div class="t m0 x10 h29 y307 ff3 fs1 fc0 sc0 ls9 ws0">15<span class="ls0"> </span></div></div><div class="c x38 y23b w25 h42"><div class="t m0 x2b h16 y306 ff1 fs1 fc0 sc0 ls0 ws0">Niezgodność z </div><div class="t m0 x2b h16 y307 ff1 fs1 fc0 sc0 ls0 ws0">wartościami </div><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">korporacyjny<span class="_ _0"></span>mi </div></div><div class="c x39 y23b w26 h42"><div class="t m0 x2b h16 y307 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y23b w27 h42"><div class="t m0 x2b h16 y2ee ff1 fs1 fc0 sc0 ls0 ws0">Niezgodność międ<span class="_ _0"></span>zy wartoś<span class="_ _0"></span>ciami </div><div class="t m0 x2b h16 y2ef ff1 fs1 fc0 sc0 ls0 ws0">korporacyjny<span class="_ _0"></span>mi a działaniami<span class="_ _0"></span> </div><div class="t m0 x2b h16 y2b4 ff1 fs1 fc0 sc0 ls0 ws0">pracowników <span class="_ _0"></span>może prowad<span class="_ _0"></span>zić do </div><div class="t m0 x2b h16 y2b5 ff1 fs1 fc0 sc0 ls0 ws0">osłabienia spójnoś<span class="_ _0"></span>ci organiza<span class="_ _0"></span>cyjnej, a </div><div class="t m0 x2b h16 y313 ff1 fs1 fc0 sc0 ls0 ws0">także negatywnie wp<span class="_ _0"></span>łynąć na <span class="ff2">mor<span class="_ _0"></span>ale </span></div><div class="t m0 x2b h16 y20a ff1 fs1 fc0 sc0 ls0 ws0">zespołu i efektywno<span class="_ _10"></span>ś<span class="_ _1"></span>ć pra<span class="_ _0"></span>cy. Może<span class="_ _0"></span> to </div><div class="t m0 x2b h16 y20b ff1 fs1 fc0 sc0 ls0 ws0">dotyczyć zarów<span class="_ _0"></span>no przestrzegania<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">zasad etyczn<span class="_ _0"></span>ych, jak i reali<span class="_ _0"></span>zacji celów<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">związanych <span class="_ _0"></span>z odpowiedzialno<span class="_ _0"></span>ścią </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">społeczną i śro<span class="_ _0"></span>dowiskową. Tego<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">rodzaju rozbie<span class="_ _0"></span>żności mogą w<span class="_ _0"></span>ystąpić </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">szczególnie, gdy<span class="_ _0"></span> kultura korp<span class="_ _0"></span>oracyjna </div><div class="t m0 x2b h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">nie jest odpowiednio <span class="_ _0"></span>komunikowa<span class="_ _10"></span>na </div><div class="t m0 x2b h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">lub wdrażana w pra<span class="_ _10"></span>ktyc<span class="_ _1"></span>e<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x3b y23b w28 h42"><div class="t m0 x2f h16 y306 ff2 fs1 fc0 sc0 ls0 ws0"> <span class="ff1">Własne </span></div><div class="t m0 x3c h16 y307 ff2 fs1 fc0 sc0 ls0 ws0">operacje, </div><div class="t m0 x31 h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">dowstream </div></div><div class="c x3d y23b w29 h42"><div class="t m0 x2b h16 y2b5 ff1 fs1 fc0 sc0 ls0 ws0">Zwiększone ko<span class="_ _0"></span>szty związane<span class="_ _0"></span> z </div><div class="t m0 x2b h16 y313 ff1 fs1 fc0 sc0 ls0 ws0">rotacją pracown<span class="_ _0"></span>ików, spadek </div><div class="t m0 x2b h16 y20a ff1 fs1 fc0 sc0 ls0 ws0">efektywności ope<span class="_ _0"></span>racyjnej, wyda<span class="_ _0"></span>tki na </div><div class="t m0 x2b h16 y20b ff1 fs1 fc0 sc0 ls0 ws0">dodatkowe szkolen<span class="_ _0"></span>ia i komuni<span class="_ _0"></span>kację </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">wewnętrzną, a<span class="_ _0"></span> także możliwe <span class="_ _0"></span>straty </div><div class="t m0 x2b h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">w postaci utrat<span class="_ _0"></span>y reputacji lub </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">problemów z poz<span class="_ _0"></span>yskaniem nowy<span class="_ _0"></span>ch </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">talentów.<span class="ff2"> </span></div></div><div class="c x4 y314 w24 h1d"><div class="t m0 x10 h29 y2f9 ff3 fs1 fc0 sc0 ls9 ws0">16<span class="ls0"> </span></div></div><div class="c x38 y314 w25 h1d"><div class="t m0 x2b h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">Silna kultura </div><div class="t m0 x2b h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">korporacyjna </div></div><div class="c x39 y314 w26 h1d"><div class="t m0 x2b h16 y2f9 ff2 fs1 fc0 sc0 ls0 ws0">Szansa </div></div><div class="c x3a y314 w27 h1d"><div class="t m0 x2b h16 y1f0 ff2 fs1 fc0 sc0 ls0 ws0">Silna i pozytywna <span class="_ _0"></span>kultura </div><div class="t m0 x2b h16 y18a ff2 fs1 fc0 sc0 ls0 ws0">korporacyjna, opar<span class="_ _0"></span>ta na </div><div class="t m0 x2b h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">transparentnoś<span class="_ _0"></span>ci, etyce i współpr<span class="_ _0"></span>acy, </div><div class="t m0 x2b h16 y4e ff1 fs1 fc0 sc0 ls0 ws0">może przyczyn<span class="_ _0"></span>ić się do zwię<span class="_ _0"></span>kszenia </div><div class="t m0 x2b h16 y313 ff1 fs1 fc0 sc0 ls0 ws0">zaangażowania pracow<span class="_ _0"></span>ników ora<span class="_ _10"></span>z </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">poprawy efekt<span class="_ _0"></span>ywności organi<span class="_ _0"></span>zacyjnej. </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Kultura, która pro<span class="_ _0"></span>muje innowa<span class="_ _0"></span>cyjność, </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">otwartą komuni<span class="_ _0"></span>kację i szacune<span class="_ _0"></span>k do </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">różnorodno<span class="_ _0"></span>ści, przyciąga </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">utalentowanych pra<span class="_ _0"></span>cowników,<span class="_ _0"></span> sprzyja </div><div class="t m0 x2b h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">ich lojalności i po<span class="_ _0"></span>zwala na s<span class="_ _0"></span>kuteczną </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">realizację celów<span class="_ _0"></span> biznesow<span class="_ _0"></span>ych, c<span class="ff2">o w </span></div><div class="t m0 x2b h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">efekcie prowadzi<span class="_ _0"></span> do wzrostu </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">polepszenia finan<span class="_ _0"></span>sowych. </div></div><div class="c x3b y314 w28 h1d"><div class="t m0 x24 h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x14 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">operacje </div></div><div class="c x3d y314 w29 h1d"><div class="t m0 x2b h16 y18c ff1 fs1 fc0 sc0 ls0 ws0">Lepsza atmosfera<span class="_ _10"></span> <span class="_ _1"></span>pracy<span class="_ _0"></span> i większe </div><div class="t m0 x2b h16 y2e5 ff1 fs1 fc0 sc0 ls0 ws0">zaangażowanie pr<span class="_ _0"></span>acowników </div><div class="t m0 x2b h16 y2f8 ff1 fs1 fc0 sc0 ls0 ws0">przekładają się<span class="_ _0"></span> na wyższą </div><div class="t m0 x2b h16 y2f9 ff1 fs1 fc0 sc0 ls0 ws0">produktywno<span class="_ _0"></span>ść, co z kolei pro<span class="_ _0"></span>wadzi </div><div class="t m0 x2b h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">do zmniejszenia <span class="_ _0"></span>kosztów </div><div class="t m0 x2b h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">operacyjnych<span class="_ _0"></span> i zwiększenia </div><div class="t m0 x2b h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">przychodów.<span class="ff2"> </span></div></div><div class="c x4 y15d w24 h43"><div class="t m0 x10 h29 y200 ff3 fs1 fc0 sc0 ls9 ws0">17<span class="ls0"> </span></div></div><div class="c x38 y15d w25 h43"><div class="t m0 x2b h29 y1ff ff3 fs1 fc0 sc0 ls0 ws0">Konflikty z </div><div class="t m0 x2b h29 y200 ff3 fs1 fc0 sc0 ls0 ws0">partnerami </div><div class="t m0 x2b h29 y1f7 ff3 fs1 fc0 sc0 ls0 ws0">biznesowymi </div></div><div class="c x39 y15d w26 h43"><div class="t m0 x2b h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y15d w27 h43"><div class="t m0 x2b h16 y2ef ff2 fs1 fc0 sc0 ls0 ws0">Problemy w sto<span class="_ _0"></span>sunkach z do<span class="_ _0"></span>stawcami </div><div class="t m0 x2b h16 y218 ff2 fs1 fc0 sc0 ls0 ws0">i partnerami bizne<span class="_ _10"></span>s<span class="_ _1"></span>owy<span class="_ _0"></span>mi, w tym </div><div class="t m0 x2b h16 y1fc ff1 fs1 fc0 sc0 ls0 ws0">opóźnienia w pła<span class="_ _0"></span>tnościach lub<span class="_ _0"></span> spory </div><div class="t m0 x2b h16 y1fd ff1 fs1 fc0 sc0 ls0 ws0">dotyczące jako<span class="_ _0"></span>ści dostarczon<span class="_ _10"></span>y<span class="_ _1"></span>ch </div><div class="t m0 x2b h16 y1fe ff1 fs1 fc0 sc0 ls0 ws0">materiałów, usług<span class="_ _0"></span> oraz realiza<span class="_ _0"></span>cji </div><div class="t m0 x2b h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">umów, mogą nega<span class="_ _0"></span>tywnie wpł<span class="_ _0"></span>ynąć na </div><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">stabilność opera<span class="_ _0"></span>cyjną firmy. Ta<span class="_ _0"></span>kie </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">problemy mogą dot<span class="_ _0"></span>yczyć zarów<span class="_ _0"></span>no </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">dostawców, ja<span class="_ _0"></span>k i klientów, prow<span class="_ _0"></span>adząc </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">do zakłóceń w łań<span class="_ _10"></span>c<span class="_ _1"></span>uchu<span class="_ _0"></span> dostaw, </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">opóźnień w reali<span class="_ _0"></span>zacji projektów,<span class="_ _0"></span> czy </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">utraty zaufania,<span class="_ _0"></span> co w efekcie <span class="_ _0"></span>może </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">podważyć reputa<span class="_ _0"></span>cję firmy.<span class="ff2"> </span></div></div><div class="c x3b y15d w28 h43"><div class="t m0 x24 h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">Własne </div><div class="t m0 x3c h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">operacje, </div><div class="t m0 x31 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">dowstream </div></div><div class="c x3d y15d w29 h43"><div class="t m0 x2b h16 y1fc ff1 fs1 fc0 sc0 ls0 ws0">Opóźnienia w<span class="_ _0"></span> płatnościach, zarów<span class="_ _10"></span>no </div><div class="t m0 x2b h16 y1fd ff1 fs1 fc0 sc0 ls0 ws0">od dostawców, <span class="_ _0"></span>jak i od klientów<span class="_ _0"></span>, </div><div class="t m0 x2b h16 y1fe ff1 fs1 fc0 sc0 ls0 ws0">mogą prowadzi<span class="_ _0"></span>ć do trudnoś<span class="_ _0"></span>ci z </div><div class="t m0 x2b h16 y1ff ff1 fs1 fc0 sc0 ls0 ws0">utrzymaniem pł<span class="_ _0"></span>ynności finansowej<span class="_ _0"></span>, </div><div class="t m0 x2b h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">zwiększenia kos<span class="_ _0"></span>ztów finansow<span class="_ _0"></span>ania </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">zewnętrznego, a <span class="_ _0"></span>także ponie<span class="_ _0"></span>sienia </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">dodatkowych ko<span class="_ _0"></span>sztów związan<span class="_ _0"></span>ych z </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">windykacją, ren<span class="_ _0"></span>egocjacją<span class="ff2"> </span>umów <span class="_ _0"></span>czy </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">utratą przyszły<span class="_ _0"></span>ch kontraktów.<span class="ff2"> </span></div></div><div class="c x4 y316 w24 h44"><div class="t m0 x10 h29 y251 ff3 fs1 fc0 sc0 ls9 ws0">18<span class="ls0"> </span></div></div><div class="c x38 y316 w25 h44"><div class="t m0 x2b h29 y205 ff3 fs1 fc0 sc0 ls0 ws0">Zaufanie i silne<span class="_ _0"></span> </div><div class="t m0 x2b h29 y206 ff3 fs1 fc0 sc0 ls0 ws0">relacje z </div><div class="t m0 x2b h29 y207 ff3 fs1 fc0 sc0 ls0 ws0">partnerami </div><div class="t m0 x2b h29 y1ec ff3 fs1 fc0 sc0 ls0 ws0">biznesowymi </div></div><div class="c x39 y316 w26 h44"><div class="t m0 x2b h16 y251 ff2 fs1 fc0 sc0 ls0 ws0">Szansa </div></div><div class="c x3a y316 w27 h44"><div class="t m0 x2b h16 y317 ff2 fs1 fc0 sc0 ls0 ws0">Budowanie i u<span class="_ _0"></span>trzymywanie siln<span class="_ _0"></span>ych, </div><div class="t m0 x2b h16 y204 ff1 fs1 fc0 sc0 ls0 ws0">długoterminowy<span class="_ _0"></span>ch relacji z par<span class="_ _0"></span>tnerami </div><div class="t m0 x2b h16 y205 ff2 fs1 fc0 sc0 ls0 ws0">biznesowymi, w<span class="_ _0"></span> tym dostawca<span class="_ _0"></span>mi i </div><div class="t m0 x2b h16 y206 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawca<span class="_ _0"></span>mi, może prowa<span class="_ _0"></span>dzić </div><div class="t m0 x2b h16 y207 ff1 fs1 fc0 sc0 ls0 ws0">do lepszych warun<span class="_ _0"></span>ków współpra<span class="_ _10"></span>c<span class="_ _1"></span>y, </div><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">terminowości do<span class="_ _0"></span>staw oraz </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">optymalizacji <span class="_ _0"></span>kosztów. Wzajemne<span class="_ _0"></span> </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">zaufanie i transpa<span class="_ _0"></span>rentność sprzyja<span class="_ _0"></span>ją </div></div><div class="c x3b y316 w28 h44"><div class="t m0 xe h16 y30d ff1 fs1 fc0 sc0 ls0 ws0">Cały </div><div class="t m0 x24 h16 y251 ff1 fs1 fc0 sc0 ls0 ws0">łańcuch </div><div class="t m0 x2f h16 y252 ff1 fs1 fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x3d y316 w29 h44"><div class="t m0 x2b h16 y30c ff1 fs1 fc0 sc0 ls0 ws0">Obniżenie ko<span class="_ _0"></span>sztów operacyjny<span class="_ _0"></span>ch, </div><div class="t m0 x2b h16 y30d ff1 fs1 fc0 sc0 ls0 ws0">lepsze warunki u<span class="_ _0"></span>mów oraz </div><div class="t m0 x2b h16 y251 ff1 fs1 fc0 sc0 ls0 ws0">stabilniejsze pr<span class="_ _0"></span>zepływy gotów<span class="_ _0"></span>kowe, </div><div class="t m0 x2b h16 y252 ff1 fs1 fc0 sc0 ls0 ws0">co przyczynia<span class="_ _0"></span> się do zwięks<span class="_ _0"></span>zenia </div><div class="t m0 x2b h16 y27e ff1 fs1 fc0 sc0 ls0 ws0">rentowności.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf16" class="pf w5 hc" ><div class="pc pc16 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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vRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3t3HmfbVRZ4/3metfY+51TVHTIPEEKAgKDQ0iiCqAgOrzQ0TogEJ4L4okBDNwrihBFxAlsbwQZp6VbE4QVaQWQGRQJGGmiBgBBkCpCEm+mOVXXO3ms9z/vHPpV7U/cmVbdSScjN7/vJJ5/kJnXqnF27ztm/vfZeaz5i4paShJqIm+UjzqDE2uGHubuqmWlSNVV1V0kyvA6zUmrO41qHqy7CfZZSculVehMPUfOsKiKrG54H1GN9Vm5t3ILkOwFO4miIuoi711rD9IazJjacEfZNfJJt6TTcun+vN/Nev9l22cpx0ZZ2+MNPbHiSeowrnbZyPLb+GGgzIwx67O+rx/ORqceq0zjya7d0h4xuNFzgW5mS1DfcsJuotU1ctBwbHtD4Tf1QD7+xemy8Y9zEUezNHROte7+OjX8aN/Mgx3H4tYk/OeJ8Qdzkg6z/T3q8P57Da9ve9DfazGHsui/fcDhuU7+/R33JbXPN35Y/u498jbGJ57upk2+68TfdcDBt8+cgNn858fAlx3tp9LrfyuHJH/f74W10dKUbDrF6bPgbFrfVbrvRW+htNcqHo9XSp5wiIsI8Uk7JTGoVUU0qEtqORtOVfjRuhh0qpTYkYn7wkIbec3dzV0kp6zDAnFPrItVrDW9URaKr0yaNpJp7NTPTGFmcd7fTnvfzT/vu7/y2T3z83+5973s++Jse0M96iV5zktJrShEp5iOGoiLJGgmZri6PJyP3mvOor6HJRKTrI4mG1iPf6kPEUtRaQnoX76tk9eFmwggxU7VU+jCTlMRSWptLRcRVXEW1VMlJhqiTsJA6X5PBpYaoibq7RK2SsoRKVTMJi5AYKleTqdcw1XCRlIeF2/u+V0vVJUQlpFYPCTtiyk8dEtctdLPv8HfO3wiS7xifzL72HmlmoTG/sHM46IrNDebcCvuS3vj4S7frssDtfrrDxQPHunHlljzaZpNPb+IqLNXDrzU2/HTXmx7lWztbrNvzAo8aQrHjf5TNXAK38UkI3cperZt+kLUf42YGfNZ/y80Fw7rL2LZlgG4LIww39SWbPFC7qYvxYrP7gh7XsfuGF3Zu4YVs7X7Xo57JMU6qHN0dN/Xyj/xtvYVMRMK3561xg+0W617msbb0hnu1H7HZ9Xj34Zu5sHPdf71DT2R6rHehr5Z7s2/+F2Qzlx7g1mPJPMps6l0vZk1Z7tXUPVRdzVTq4lLbjMTD+2pXX3fgS1dc1Zc+WTpp9+5TT9l9yu7FxkSlaAqJcE8eOu1kzzXXHzy0vH//AdU4+eSTzzr7zKWFtlTLmqzJUWaSUy1FU24svukbvvah3/h1XfGcJUsyi1q7lGzWyeq09DEfdFQ10/Dan7R7oS+zlJq9B1Y/87krrrzqum62evppux/20K/vvNz4TTLc63DwG/OP7Galky996ctf/uKVywdXx+PxWWecetaZZ528e9I0GmsrpYdkFT1waCrWzma1adRi6LFhbUHdMU7uns3CNFwOrUxDs2uoVo2wCIvaqTQW6r60OBJxnV8gqh7Se7Nnz7V7rr4u3JucTztl96mnLbmqWnZpjpjDwbfwC3WnOjNC8h3jaD+JFBFzlygqplrliGv9N3UH3bZ8fsQGD6vb95Jv4U6//uM/tvXj8IjVZjacQSfi6AlcDj+lodRUj/sA7oYTrGvPJOz4DyaP/rCuR2+pOP7tdozh06Onl/Dt2GNjE4efusFXbyJm1h/WbGmVsC3U2m0wJc8tuJdv43k71h27H+vK1Q2vo4t1P8ejn9Umxos9brJY1p5rHOPZr38iG/+K1WPsOcdZybHRT2pbzgcffaR+9LDY2skp3d7dbyvnPm7qt/rm5xHZjolAt/RbueEMPHH4/f8mnqqvTRB/S57qJjI4buGW2cbZVknHrW01l/S2d73nVf/rr1RakZGYdd1s1KpHd+opu//oj16ck+zbv/ryV/z5G970rquvPbQ6601laSGfdcbJT/2pJz7+cY/KaZhSSMLs8sv3/sEfvup9F3/ouuv3rc5KSmlhYeG+9/2aRz/m3/3IEx4/ytKqSNbrr9//3ov/5T885jtT1hpSi6RsxSWZvf0d7/nmh3z9rt27X/2a17/17ZfMSi/ZI0Jqk1UWFvVFv/3808846Yqrrn7ms37l0o9/oevUvX7zQ+//0Id9fWrGon7EbR0qojmn6iVsLCZ7vrL6y7/+on/+5w/svX5/m9qu6xcXJrt3LT3jaT95wQWPGjVWvZpqqBxc7S56we9+/otXT1e7nBtTFxlOP1lI+sXnPuUhD75/SHjU6/Yu/9RPP9d95BphvXlYJAtbVV0ax/3uc/dfft4zR61KeNebNfqZz1370v/+J5dc8oE911zbdd2OhaUdO8bf/C3//qlPffLX3OecKgtVGlcN7SXFZt4MjjiQu9P9OpB8R+8RNVTMdcfSQpOtrtuB1GXjqb1utxvZN3UJ3PqPuvVHHlt4kNvsGh7b6HR7iMbGp2381tj4t9dj3mZvVbfZXr3xfn6irW2x8RbwjW4nO/omSbF0jP/rtjgE35aD4608yBZ22i08k83c8b/hVY6bud10w5eztS2w4VfZ7Xf0s6U3mY33nNvmXP6d9jjyTnR4KCKSrr1u74c//EmzcZW2Vrckqr17f+45Z4fKaifP+8Xfecc7L56W1vJCX1OT7cByt/KFqy/6tf962WWffc5zf3px0qjoO979gV/8pd+88qp9YgsSjWvjrvsPlX/+4Mc//JH37Nmz+gvPvXClq5NWq9vLX/7nf/2G93/Hd37Lgx9y/5ytVvvM5774vve+/81vfP0/XfJOF/nK1Qcu+edL3cRTJyISo0ZkYVF7GZeQ33rRyz7woU9E7AhpLEJ1Ul1qpMO3Y4SJSvVo2tar951JyAt/47+99R2XlFKT7Vjuvc2TlWldnu6/6IUvvvzLlz/rmU/eudiKiYjXkI/966cv/cQXxqOl6XRmImqhYhFqqV1emfr86tZcQj/0oU9UGblaqFtEchOx3lKSQ+O2DdFae8utZ/3CF/f9v09/7uc+/5W+8yKmtrgyS10pb3jjP7z3fR9+/A9dcNJJd+lKjCa5lplq3XAVwTv5KDnJd6xfapdkumtpYefixMzW9qEbzlxvZmHK7big6Ki7e1T0tnpTu+UHrdvwuHGMYaWNL1CMjcdCfTte4a2z8Td1f+P6PWUbfqqbmgvVN7FROMS5fX4r9db6vnH8u0psx7OLr5bfyVsyw+8Gr0bXv3Vt4bmobP+PI76KdslNHKDZ8Vb9V1Ov4o71PmwuUiMXGZksuLSetUYRT22z4LLjXz5y5Ut+/0/ee/EHayz2oSmyJO0jxLNos3959lev/Yd2fMrTn3bBa1//9j94ySv2HujddkXkGC5E1+HuuOjKjj999Rvvdte7P+6HHj7zGnmyOp38/d9//O/f8+Hdp6SFhXbaxd69q/1qGY/ytLdcxZodJRZDfD5ZUYymJcY6cmn+v7/+xze/45LeJ6oTiSa0VGlDJKIJrWu/yyqiyfLy8nRpcdx1+cUvfuNb3/pPHouqOutqSrmr0mTrutWw/o//5LXL09Vf/ZX/kpJkC2taTZMaC4emlmxniaIxXCBqFiM5fN2GRZhL6zL2aFzCQ1xUQ0u0qq5pXDzaUV6elT/+09f91Wv/7rOfvbbr86hZNJuV3jWNZ6tlND7pK3uWX/aHr77bufe2ZuwSYV5llmTCXkryHdeB/fx92+SG+2DrjX/n6232VNZ9bsUtfYxjfxxuOKn6dtyktqXoPepsevimVtHa4GN4KytoHHXoux330Mcmmu9YF1BtcEh0jLlRN67ctJWf0LpB19h4PjrXDQ7pWJ3+mD/Tr55jSdu4F3TDbtx4mcG4rd5lZEvvBhs9kc0sAbL+puJNXdQd27ENbs9pSI5/axNj+CpiIqqm0obkKjlCaq1tOymlrKzG037mBV+4/JpmtDTrZ804df2qaqSUq0hI0rRj/7K86n/+7VeuXn3z3711tQu1xWH9cdcQcdFq4iI1YrwyTS944e+efZddD3/4/d29eFtjQUKv3X8o9s76XnKepLxY6sHUmiUpISFNhM9vQJY2t6l6unLP9OWveM1slixNqjd2o/n1bH43zOH1PKXJ7crK7M//8rVXXH75writtYrmphml1Mz6/uBqt7Sw2PWHUs6vfs0bzzn33k9+0qOTuloqVXKz2BUtoRYmFiIWqiHNER9hHiIhFpFd2wgRcVdRERcLSSKmqakhl3zwg7/1u3/Yl5HYzslkXGZdiC0u7Vg52LWjhens0HiymFL+zGe/oJZSatS0Rk3soCTf8Z7FuWH9kqOPVUJlM2NEt9cHzFauFNrEAc2WpvDchjs9jrWuQ9rw9ahs1BC+2VWtb7xp9eaPYre0vTeeA2bDS7k2cypgE0PTmxlh2OjlbGLCDN3oYe+Eh2Zbu2Tx9jjvtNnTSEdV4lfLmmC3ZGX5I16OHe82OfrOPdnEBaIbPttb6cLOEyyQbuq2ya+GvQt3sPfq4eLEYWXy+ULNkbKV0o9yvmbPtZPRpJnkWst41PT9dNQk9+qlT6pmUUsxzSuz2V//zd/1peamnXV9Sknm8xT4MLuniopoLTor8uIX/cHDv/V/hlRLEVqqdFFdZZxSGlYsaBrta3HJKfmw5nmIS6i5zsrKwsLOX7voN7/8pWu8NimlkCriFn2KPrkkj7WFQ+ana91dNFKSPVdfvbC42E1Xc64uvWk7nS2n1LYjm/azJrV96SPGL3/5n9UyfuZTv827aG3Uz4pIk5KFFJGqYiGq2idXi2HzhQ2FK67hw6DpcMlnVjEt7lU8IvSP//h1XTextFSKFZ2azGq12cpKsiQya1IfPlud1Lg3zgAAIABJREFUlfFoZykaHiop2ZhdlOQ77mONEAmfz/G47sNdRWIT4yHbNpfmzcbArbYBtuOjTrZjnGI7lvI71moKt09dH7tPvzoOhbd8/I/b6NxN3GF+ONu0i25m/ha7NZ7bUe9moce9Uukxv+9xT0OyqQH8YyyUsu5Ljn7YdLzv57fXbrBd5z5um7dNAu9OkHxukkyqSQnxKn3KeTpdnbTNdHV552RXtzLTJffSr6yWxclSmfZN04hK76XWmUt1G4osjxdGhw4dnEwWPNxLzFfFk6SSVMRTic6qyBc/f9W+vftzXlLrJa2WuqxSk+yo7ilrErVU26aaaK2rKlXFI6qIWcSOHQvXX3/d/v37JqOxSXh1lVDtTLokMxNJUkVUwubHuyG5TdPpdDwZHdy/b3FhYbIw3rFT9h9YPnDg2oWlXX3tpMq4HU+nnbg3abTv+umLX/SyH3vc12o6NTxGTdsX1XDRYlJUQ1VVw4ZLVtVVxCRMakh16UVctKhUFYnoTbtRYyr6yX+96pL3XzoZnbbSeTKfre7ftSilTiJq309zsgc9+H5dv/zZz37+4IFl06V+2rWTkbuKFPZSku84uIuZqA076JaPVrbjg2oLkzfesQ/yNn7YLWzWLWRjbOYPY2uvaPtPDdzRW41T45saq4nj3Lewne9mcWv8iPU2GfxUvWOdVyKi8FX85hAiw9BViIRrWO1mC+M2oo5y089mKTWzuvx197/f0uLuj/3fS7VpvIRoNCn10ScLMU9qs9lUujKeNKeffsq+fQdW6qqE6TDjiYiGaeospZGN9++70muIFffeo28adVXvw1LyMu1FshX3omKNDXdwuIpLmIrsP7BvaXGx9nVlZaVtxl6LJrlh+QQb7vi48UVNs9l0NG6ns+muXbvOOvP0l/2333zA/U955f/42xf/3ktCayl1PNkxXZ01TVN7zbldXV5ZXFz81Cc/+aAHP8JCslovdRj/FHXRUFeRarF2Ek9dJTTcxFWHIb6i4sP1WRrVTLzW9118Sd9Fp0Uki0SbzevUazsej03jgif8wM8/78Lxgrz1rR/4hef95mwl5clo1s2aJleSj+Q7Lsk2OEzezEfQ9syzwofddmySrYwL3lY/HX7CHNVtdgvonfB3XU+YZ7K5fdy249maALjVms9DqqbIC51bmJhY7VRlpBo1z046bfE5P3nB937/4yLJW9753l/65f8xK8nNSzQqjcQh8ex1qYmVxVwu+uUnP+Lh33jNNftf+Nuv/JdLP39wJVVLlqrEqtZxzbPeZTTaNVv1pTZKlkgqNTe+WMxdOs3hNvMYtf3iSCTEpymSpqacLGJdWrVRs9zHKE+0Vk0rWrvFZiklNXNP05nKVBc0kupKaCMxEvGUpJ/qyNK3PeS8X/2V/3T+ebuzyE/9+Hdcf91n/vTP3lHTyX03S7mKa7ZcfTUvyCxWP3zpvvt9YxcWs1nfjLyPqXujMpJQiUa9r9kjDavzNlV611wju2QRk0gSpiFqMevyrLYHir/hLReXGGs6kMQksrS5ix2eTjrYX/Mt33T2Rb9wwY5xuHTf/x8e9H/+6ZF/9hfvFM3WeHU94l7zEI2Q+a2NR9xzEkdMV3P4pNwRf5ctTm1A8gEAAAAnHjPr+9LkHOGW7CEPeciP/OgFzWhBknznd37HC3791X3vLn7k+l7utUnpQQ96wI/+6A9o1LPPPucJT/jhj37id1JKLlpKGY9y7bajT2tJmlO4pIiy8pjv+a5HPuK7zjjjpK4/2Iw8JxHv131JLbXJY43yyEc+8l73Ok/dpchkPL7wwp94x7s++pnPHQyrw81PR37Vpz55mcpjVU1E44j/eKyLU/yo0JovfqZiZqGqe/Zcc8UVV6poxDDPlw5nsjzqqM2PetT37Fgci0vKycPue9/7qr27eqiK2jDPva2VpKqYrVXgsHL8TZzCu7OcUiX5AAAAgOPjPiw4LmZWa921a9fQHe4eXnfuWtx/4PobHWiHpaQe3bc/4lvdo80W6rUW9/niCmbW971tx0BTFpVapa62qXvShRc85+d+emlsKiImpXoOGR21xG1uct/1k9ZqrbVGUpEkYvW0007auXNHziv9jSpxPu/LVV/ZU0OKh6gNay4cvl40jplTIeprA27DPVThHklzrbFnz9X79+8XXZB5v6mISGjWKP30Xvc4N0JUopYiOU9nq6qaciq112GN9dAhIEWyxo0W9tL5NfZ6k7kXJ3gAchEIAAAAcHxUNefs7sM/R0T13kxSklBXlbbN68bESulC+qZJoipSVUU0xuORe22a5piz+27xuRVPEm2WbPVHn/jYNnnUMJEofZsjqniZrfuSWmrOOSLcXUQ9wksV8VFr5557t67rLOnhFXrXum7/geW+q6KmltbSdXhZouJ6jJcTN/6HEA1VMzN337d3vw9zl84LZQhINRVVucvZZ1oSCU85mZgmTU3uSzFLpXpI3BCbFnZUvpWbW9s5jnxNJB8AAAAAkYhYdzN22+YYplHR6LrZbLY+q9pRa6bT2UpKsjpdCfda+67rcs61VtnE8i2blFITHrPZ6uLC6Jy7nrEwyblRTZJyqERKYketsppzHp5G0zQ5iZlZk4YlRHft3tk0dsznpmpVJFkWsaEV9cZja5uMZ9VklqezqeraAstHFFitfZvSZDwpXdWkIhIS7j5stN6r5SxrF50OT0CP/PaHxxVv6hmc+LsryQcAAAAcH3cfru2MiPAQkVpLDKv2SeScj2ikeWyU0ofUtk3udTweqWnTNBEe4X3fp5SGMcNbrndRy5rsnve653iSu35FpHj0ahoyjMatr5xaa9/3OedSirtEuIQP+VVrFdWu60TW36VXvUbE8HezrGJDBoeEehy5rUKOHMM8ctKUqHUeb7PZ7KamOK615pxykyQ03EUkpVRKSSmtjbVW0bW/hjG9kKh9eBHxkHDxWmtIiLpHCakRNeazmG7X1IskHwAAAHDCHEMfMeq1Ntw3jPtFxDAGKOuST+Y3/pUb5kFxd0sqIinZumFD1a3PaR2aXE0kteOxa+Qmi4pZEpEQC5PQ5uisWruqU2y4LlLnd9PlnEvfN00zPPSRX9U0TUrJq0eEiA9BqKoS4jo8bJpvGEkikdLwffXG31pSShFRSpFjLXXWNE0pxdRKX0VEzUotplZrHb6qbdv5OJ7O28/dI4pmrdW7rniYR6phHtpXV7PqNYZKlBDx23DlLJIPAAAAuOMeV4ccMTOk3sTx9k2t/rJt1RFioRpqa5OgDFNfaoi62Hzt9/XNJxExjDR6iIpEFVWLkL4rKbVe/ejb3RYXxkkiZRsGOyMidBjOC1ULVVXzKqrWl6Ka+r4/4kH0hrbt+5l7SSmpDvOsxNpwYohEX6qkdGhlJeUkKuGeU661jEejWmtW89IfsZFdxNVCVL2KpcbyuCvp3z735Y9+/F+vuvq6sFyqhqQQi8OLOMSN5xQ90TBjJwAAALAdyXc49o4ZdTpfCH19B94wl4lvS/eF+uHHD5F5+617hjf+kghVda/D6GVImEhxKVU+/enPREgcuZCs+vAId7vbXdtRE6U3cUtaVcLnF3SGaoiGq7ukRpPmWvu1JzA8mTo8iJmGStM0k8mo1pJM63wyTxcVkQi3ZjT+8hVXfc3d7yKhasnDvYaEiIdmqX2xnA5P+iLiKsXDJPVF//49//xnf/GX11x7vYmGlMc+9tFPePwP7to1ctF08/f4kXwAAAAA1kfd4azasAxvPT5PJpFhSpUjS/SYiaOqohoRfd+bioqJSNI8nfaHDh3y6nmcq5cbfws7adcu8aoqZlZjmO1leImqoi7RdV3OImKl1D17rowI0XWjfFJrzcnMpG3bWmtKNzz+/J/CUil+zXXXu8+rLmmTU1NKaZrGvTRNU6MMK/LNHz80pxwhH/rwx59/0W89/oIn/vDjv++UU0Yf/cgXfve//vb73//+//6y39uxYxw3xDmLNAAAAADYQKwb4js67daN/t1ahWESwxoJKj4/1j88mhUacozuW/uDSy+99Lrr90uEqJRS3vSmN+/Zc42lXGscPXp53/vdK6SqiXstpde1iUBVNUTc/XWv+98f+9inZ7P+6qv3vPKVf5KPvpcvTFXcvZRy9tln79ixw8PXVoOY32VXi0fIW978tllXwyM8+tK/733vM9WckqqGu0Sav+61Jznr66FD3V/+5f/+/d9/+RVXXPefn33R05/xm6//6797/vN//eHf/l1//hevGy4gjTvHvknyAQAAABvk3Hz8rnoTrZQFj0nVHFbEegtrykSjVXGd30XXq/RWs0oRWxatop1aiSqNphyhZZbCzUsSHVY4sNAc6qm3sqMpkxS1Wufqbcm5XxKfFOtFxGqTy2jULTXubl0RsTKedKOmZE/LNS9b3enaVq2Se59PgJlEimgv4hZmKiYHmzg0Scmi1zR1LWpNrX2EvOvd//dt77h06jbL8unLr/79l7zmwIFOpGpk9daS1DhkERMbp2IPe9g5VkNkKnZQzMIXXFqXHK4SvUV+wz9+5PFPef5T/ssrfujHf+9Nb7tsVpqQ0uqhRleS91ZDIyT1IftajXueefdTllLOU/expt3V2zq1SdgoDk1s/K53ffRl/+tv9lbds9y89BVvee/Fl9a+RlSvxZpiOhW5Jo+uExfz3RJl1KQ3/+3F9/6ae5x599m/Xvahc8+96396+jM+8uFP/cPFr33yk7//05+8+sDBZdXpMGdnaHdi779c2AkAAADcfPENA0IhUkRdrYbKMFPIcP2kq4e6yA0zdZqIuQ4371moqViIHR5TUhOR0BtGX1REXcXVVecPOwxBucb8u6hLeKi4mIW7eqiEiKuLeGjEMDg23MgXtn5oJ4ZJOEVEXCwi9SVCU7iqWCllYWGh71ZXp7Nf+pWLxpMX7j65eeUrX3PFVVenvOReU5O73lsTsxzqs27lgQ984FlnnNuX1DYjEUvWeKjoMEY3v8Kz6+q+Awff/rZ3eK8SsjCZzGbT6sN1pxamElprjHI2y0s7xg/6hgd+8S3/GNJ23bTNzahdnK0ctCavTqftOL/4Rb//9re9a2W5u/wLV3adNaNJ38+atum61ZSaiKHKTcJUk4u8893vfuwPPiqlJqVmcWnxvPN2nnbaqTt37A6RnTt3Hjx48KRdu4bbBk/0NRpIPgAAAODmk0+iirhGNXfph3kvRauLm3pohLhLhLqLuIrrED3m85RIEWm4j87VXE0jiVgVq2Kx9iUqFlJDi6u7eshwdWapVjyqahWpoeLi7uJWq0YVcfNqNSx8WHNcewnTtflahqs457fQ3XBRZyTXNkQjotYYT8az2azrZqV0o6btSv/sn3uBms66vh2fdGh5OhkvFI+UR+41oqZU732/uz3/154lnnKS00+9S7Ir+86tSSqh4SJ1mHUz60I39ZwtrOaUq7g1TSkWIarDhJka1lQp065LjTzlKRe++30fOLCiEdGXPrdtWOqitAujru+adNLHPvYliSwxEUulRm5GXZmm3IQ3IcUli6qrVLGDh/q+xOLiUq1N9fzud7/nU5d+qsmT//jox3gVkVg5dChk93BlZwjr8gEAAAB3amlY9C1CYm02yvlQlViouUlouEbIMNbnocPYoIVkl8Ylh1qYyxBDmn1Y+E6HewDX1iDX4Wsj1EKya3IdllfQ+f889KFFiIY0IeKSfP4lw1WlkUI1Dt93FyqiOv9rfteeuTVio4jWtCm9Jw331aZRa9rQ0aGVvLqyI6VTS21GC0ur/czDTTSnRkMWJ+mlf/gbD3jAGTlJ6eQbv+GBXmejRr32engiFBXR0udkk74v7Ug1dU944g83o0atUR2FNhFWNVysuEdSS/LAf3/OdzziYX1/YNxI0+h0Og3Lbnm195BxV8YhS2JjSa0mHY1zX0vbTEpvwxZ2ya7q5iK2sNScdde7Xr9v/6FDZdQufeu3fNuZZ56+snxgcXFnThJRdu3epWLz2V6CdfkAAACAO7GYLxdgEmJuOnReqIWqJ/NknmWt3kTCoqoUlWJRVXqLauIaRaMXLa4SktaGl4pJp9KbFBE3t+ECUHXTSFZHGibzv/LQUxoioRFJwkREIw19pWEapiIarlI1qkqZP/31i85ZaN93q0kjW9Tu0E8+6Qd/+Reeftqpo9ov11LbZkE0d311D3HPSdrsKfW1P3jSzvScn33qfe91uklfazcey3d/94PPv9cZIcspFQ3XMI0k0Yi3bWqilibV8INPvvAHH3D/e4hPxatKqLpYZ9ar1Jy0SSIR/cyf9YyfuM89zoyyP+ryaKSi1bTVaFRzRKj2HgfC9l34k99naTpurVsto7RLxVWqSVEpItNQ7zp5xtN+/L3/cPFktCBRlxbGP/ezP3Po0PV/9eev/dD/uVSlnHzySSrDmhRyRHOTfAAAAMCdz/wusYgkbtrlKI33jdfskaMmqUmKRjKxJGLiJiXLLMXMdDnpSpIV05WkK1lnJr2KyDAMpyVJn2TayEqSWdJZkjL/K0TDLCxFTdLlKDk8R8lRhm+XpA5jjRaSpKQoKTyFp+iTTk1mpr1oryqiHvObA2/gKodSWk26ovXA7iX/rkf+u5956mN+6zees7hQF8Zu0llaVl0t/bLU2Sh59Aei33vGqfl3fvt5T/qx75Xq49RYmhY/dPfzTnnFK1/0jd9wftLVJL1KtZDkZmFZZqNUWlu98Me+7z8/44la95sfslhO2mksaywnWUkxS9J5v2ISk7Gdf96Zf/Wal//H/+dbJ2lWZnuTdSm8MVHv2lxU9o/a/Y9+1IN+6imP9XJNlH0LbepXV5JMk0xNZkmWk61YlEkrd7nLjnPueuqrX/WqX/2ln3/84x57zl0mL3vpi6+5+pqfe/Zzf+AHv2eU8zBw6uGq5ifySuzcywcAAADcrGE9ucZi985GtIlIKTV936eUTaXWvs29aaMipXTqdWFkJ+1aqJ7FiuuwGkBOahKjNktUyck8xKTsXGpVi2oSkZSsSmixJDmZSOmSll07mx0LmvNItLoXV1FNFpZT613JmpOVM89YXJlOczsJl6gpRLOlWsviQluKjHKsTT/jouZFmiS7d2QvkkObPDaZfu3X3F1q/Z7veuhfvOYVr3/d2970pvfsO3Rdk/K4sdJ10tcdC/msM0/92Wc/7Xsf880SYmLhEuJNyjX8/Hue/kd/9JJf/IXf+MeLP3hg/8FRuzSMKybpzjrr9Cdd+OQf+bHvbVtNNlsYx6QdhaaQNsxEi8pYSmlyNa3iVcXPvcvuP/i9iy564Uv/5g1vObg8zWruHuJZ5V7n3/WZz7zw2x/xsFpnp5zUdlPVkIVRm1sv2nqVJOmkXW2Sqi7h8uSf+OFnP/eXfvbZT7/wSU+6/PNn/sPfv/sTn/iXZz3rWQ/4unvr2mQ6w0Df2nqAJ+g5ixP+0lUAAADgFiWfuEjs3Xtw795l0VSqpJRr9WRSS01Jdu7cfcqOsSa37NXtc5/9SkqNi4W6qIeKhFl4LbOzzzp9MmlzNndZPtRd+ZWrcx6VCFOJEGvEe0mhtczOu8eZYv7lK/eWmkTNa41wy1ZrzWYW9W7nnJ6bdM01B/cdnLpESuIeNgxGao3oF8btWWedotLrMHWMWngytWuv23ftgWVTS2Imurpy4L73PVeteGjIeDaVL1z+lY9/+qN7rrrO+zDNu3fvvvd9zjn3nLNOPnmxbdSrJG3CRVJXa7U86qqY2fX7Vj/72S9dccXVe/deH+E7FpfOP++eZ5y5+4zTd7YjrV6Wl2fXXXMgIrskmU8xGho5vFtcaM48fWdOIaFek6V8aLV88Yo9//rJf7v2+utzyjm1555zl/PPP+fMM3arSSnlS1+6IiRJZLWReAkr7qFiEqvnnXt2ljxMq7OyXD/zhcs/fumn9l6/9/zz7/H1X3//U0462bJYKiKmYipVRCTSCTyFC8kHAAAA3HzydSq1r0Ul59TUKqpWiuechtkpS+1bW4gIzaX0JedJLZLSDff3hYiKi6qUvlpWM3EXVVORroum0RCpVaJZsWijk6bNXg9a1pDsMp4/DZ95SEqNhIuXiJJzExEuJppFRKKoWPEsIknFTErtc1L3mixFqKq5a0RY0nnLek1JRYp7J6Jqbd9FsmalLE/Gi6XXJJKTuEtIEe1MxbSVyPPbA5NUd0tWa7horaJJbL4IRc2SRKWbzUYj83DTJJJvmCRThnlNq9Ti7chq7VJSL9VSK2KlDxe1LGrel9qmRkVKJ00rpYiqq0lfu5y0RjUfS6rJmr6Tti0SKlW6frkZNe6T4p6ziqh7qKiZqEVIL5JVTKUXMfF0At/xRvIBAAAAN598tfosWyq1ppS8iqqZ5lr7lLXUXjUsFkNddKqaombTFCFiLlJEQiSLq6pESNj8CFzX1k/wCNEkGqJTcTUZSa2aPLQP1RKNRE6mUVctpVKlSSbhKioRMa9KFVGJEHHxRlTMks9XwHMRVVUJiQhTjYiQGiKiYZb60ueUVE08Inw+gWhuwmX4KpGqliJ8WN0vQmX486KaxaWqesRw9WtS1YgaUkzdZVRrySlLhKpGuKoN440iIqGhol7VtPqw1KFqiJlJDTGLqKI6PF9VCRfV5EVVhycrlmqJ1WwidewyU51EqFonNWskzb17X30iWST6xnJElWjCJbS3VCRGqhZD8kXSE3eUj3v5AAAAgJtNvkjJFkKGYbScbL7WgWorIjnlkNJXyTasjl5tuDPMRaWK+nwmTxUxUTEPEVOJMBURD3fRMDMRc2lVTcVETULUUkQkbURFQiyNRKJJWUW8r5rT8ORMw4e5OlUkQlIZBtFsWN5BU4REFUuiorWWlLP6MEDXi2jK4xARlwhJJiJFpPfeLIloEa0iEu5qbbh4iJqIemi11Eh4SGc2LACRxVVCdFgI3kykpDwsCj/8eVKtolXEQ0w0aYgmn89mY43Mt6uEiWm4l5SSeKMipZ/lViQ8mYU2w6WqXlPKk2HdipTMXVTV1MRS6SQ3SSzU5gutlzozC9Om66UZ1bVvNSwcf4JPacmMnQAAAMDNGa7NDJec8nS1DBfJ9TMxG0YAVaUxk+LVRVyqiJTiOo+wtTXxVLxWdx+G+GpE8SoiaprMSulcvFRRMYkbDtJzDKOFMawUkSJURPouLCcJkTpPySGB5uNwtZeIYc6ZiKhVIsSrhIuopPlEJVpLMctluLjSJVTMJFzEXaLafDqTYYGHoqalFB3+n3kphYRI1JS01q7WTiQiQkJFTayV0N5nIuIRwwCamoikYVOo6nylQHcRSZZquM//TSJCVFKyiBpVRCQ3jYhH9JJFTcJlmCDVq7kkH/6noeEiPCI34mVoa/EQFcnJTEVERqP5KOOJvgD7ETswF3YCAAAAwImKUT4AAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAMCJIrMJ7ijuc5/7sBEAAABwR3TZZZexEW4vGhFsBQAAAAA4IXFhJwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAALjTyGyCO4r73Oc+bAQAAADcEV122WVshNuLRgRbAQAAAABOSFzYCQAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAA6LL0uAAAgAElEQVQAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSj00AAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJIPAAAAAEDyAQAAAABIPgAAAAD/P3v3tp02kgZgtP6SwE6yZla//2NOJwaDVDUXsonMUWCMT3tf9Eo7QhLY7qWvS6oCyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8PgIAAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+XwEAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPL5CAAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDk8xEAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAfDetjwAA+GhqrW+x24jw2QLfjVE+AACAL8soHwBwa8Mg3u6Y2xsN7gFIPgCA7xufY27+BCQfAMCrskoEAkg+AEDgAfBapm8BAAD4sozyAQCXu2xMr9YaEcM/r7LDiS67RXPrlNznCXwuRvkAAAAkHwAAAJ+NGzsBgDOYncWUnoDkAwD4HJWo34Avz42dAAAAX5ZRPgBgj7cemhv2vzWkVkoZvnito2/tf3zQQ4cw7gd8MUb5AAAAviyjfADANX2oJ/eusqTe3gHJ42/ZwCAg+QAArtyWF4TWyZwbbynkAMkHAHz37rpsJ5vn6w49yDflQBdHoJwDJB8AwDctUmUISD4AQESdUVlDOw0DeuOIGv4cEcPUnW9hc9CI6Pt+PMCYDkwWOj7DvSe8+5LNVyQiIPkAgK9Qetc6ylN0RbrGDaMpvsTHAvAaFmkAAA66/SDVEFG3L6np8VZrVXrAJ2KUDwC4Qghd8Vi11qscOTb/OHXcTdmeFX7vVcUAkg8A+EDJd25HRUStKcWn+YhUHyD5AIBP79BUJR+nM3deqMUAJB8AfBsnU2qrkLZWyXt+yu7UjJ2jmQKeN459J5Ny5BwvjltTDBvXWiPF8ZPf7bmdw9TychaYSDWn2G3X8Vvb3e1l93Aa/QMkHwDw6SvxshceyaHppXTxwutv8SmpO0DyAQAqcXfLOJRMF9TmzktqSvWKKXhoGFD1AZIPAPi46fV2ezv0qvG65y9KqdaU4uqPCx7Z4ZRjTR91VH2A5AMAvnxYvsksL1Nu49zeJmrc/NNQfYDkAwBuk16vjaiTz+NddiabuVLqzlIMdWfOmFe95ZpqOnHL6O69mie/cnw2l4lvXxkCN5N9BADAzcpz77Sfu6l5nfUAU93a4fTQ2j2BW65KDyD5AIAPl3YTe+/19Xi1Jny5/sTV+xbgI3BjJwB860575U4uHg0799bN3bs9z326bwjFYZvN3g5OJLNvKHLrfJKH9wDJBwB8q4DcfTxv76tGD+y9fGTu8MsveLqvpjrk2PiuzppqjmOHeP2CgQCSDwD4xF2XLh3cO33n505Zje+93AzQXeUt7N35Wbs10AdIPgDgpiV2wcZHpsd8GotLec8Gsbsiwp5jHdxzivT0V1v3Uj7dfllTRNo/xcs57z1ejiKm0qe2jc2MmynluvkQRpu9PGKNdKIMD83heeRm0ePTfgJckelbAOC71+Px2VA+9SQlV3ywcMqWJnQBPiCjfADwxYvu1S8/Pby2u9LdqXM4sfJeTVdbRf3kMnpb92eOJ3RJKe2+6Pgtne7zBCQfAHCjhDs5JLX3qbnpu7q4J2vdU3SvH2w83lrH71/d+kBefnH/rvbO86n6AMkHALx/7423OTJTZa21pkkztUx8im9SDUakmnaPe/FbPhlg48A79ABeXDTPJ8C78ywfAPBW2XmD/bzd+zprBUJP8QEfllE+APiUtmbavPoNn3tvs5y4NsOEWEqRUimlpiZG72i0cZw80PSBtd2BuIi/s4NuzQU6fSmII/NzHr/zc+/7Mk4ISD4AYGq2TXnhWY+cXetmzkNFt71ZqunkIn6nbuOcmFuexwO+Njd2AsD3zb8prz00q8qU3tt67RlLJtTrfBqbqJs+N8z2Zl90+Qrg+zDKBwDfKPa2lgI/Msw12izOCKRzgvBQIr5+eO3QGT6/33T8CJtbW1NKcXRVBoOBgOQDAN6/9HYzb2/knHvEiV23J8D2hdOLzSbc2HnI9Bs7j3wCfzNP9QGfnBs7AYBLMvKC3nuvN7J3/pjd83KjJvAlGeUDgA9aX7ujSa+ccKUMT8jFzjaRUkqRYyeKIqU4P4TyyxOI3X+ttdZamqYZv+zFQF+Nk1O8lFOfxHCktD0XaEqpDEN3KZWtE0h7Ru2ipoiI+rxNefrQyt+5Peuez/zcoT/r+wGSDwC+S+wd//pbrIx31hjduc/p7bux8wrnn+t1PoQjzzHu3iNqJBD4dNzYCQAfvffOLb3js1NubXDubs+9n/OCRqqvnLLz0o/9Wp8/wIdilA8APnTpTdx40iLpsf31rXk7X3PE0b8eK6hhrKykEk+LMfydPfPF9KE1XaP6ajy/5SmT02zuLN0d0zs0dwuA5AMAzs6/t+qKmodjjI/397iRJ/bexQswbMXnK+v3Wh/43k/74ASeqg+QfADAuY03sUMm7uFak2de0Hu11pSOnc/2s3yxZ7Naa6kpIsUwA0uqqaaI2Iz7DX8Tz3vdnedm9wTGH2nsHVec3Ntb+bd1F+rWznf3ZpqWz/Xr6TuF5AMArtl7V5wjZGulu7NeOP3l480ObX9oVxGxNZ/n+PK6L2X4Ss45N7mUEpGbpsk555wjYpZ3dzjsKpWSUkrr9bqUfjj61gnsvY4/cnHvuh+QfADAa3vvuru9wU2Slx+ipt0Ge3rMr5SIiMht2w5jLIMfP35EpHzg1tTxPzd1Np/Pcp7Vmrqu77qu67rx6NzujZpHxt+M9nzb31DfeiQfAPCevTflsbrRF7eHEDe3Jh6f5HP6Ufbe2Ll/432Tf26iq23bnGMY0qs11VpWq9WwQSll+EPXdbsnM1ydD8OAkWoT0bZt27azWXt/P681tg63d1h172N7Lv2/7W+fbz2SDwD4oL13ZhDuP0Q9tf30ccXxlrtX0E3TzOfznHPT5Bqp1PT4uF6tFsMAXc65lLJJsojoR/86/CHnPKyT3nddSqmJVFIaWnG4QfSff/4ZXj303rD9JjWHpeEtxuDX7bLdykIkHwDwVhegF7RcunTFvLN68uB+0vYo3+bP6/V6uewfu77v+80Xc85pdPPn+It7z+F5mK6U8ZQwpazX65zn8bxN27a5ib7vu67bGvQ7a0IXvsOv2JR5fUQgkg8AXH1Orandi8XxqnF7Noi/I1TPu4pD53BkxbxRlaXxPZqjAboXs21u3TW6e5RhMK3v+2GcLaVUSulTuZvP27aNVEupOXJNqZT6v//9WyL6UvdfKkecdS1fI9UcqeaoTzN/1lojUql9Tk1ELBfd7D7P5207y6vVqpQ+Ij8t5veyHve8tTqMFl5wXnvq9Ky04DaZd+gH4LJfahHIO8o+AgD41Be1587Xcq0lHKYfpe/7tm2bpqm1Du338+fP2WzWNE16OXB3288z1Vr//fPncfWYc57P58MZ3qwlAG7DKB8AfL7q25pkcmIQTlm/bmvCkn1/OK/QhsG9vu9TSjnnHz/u2rZd175bdynK3Xz29FzfDcMvIiJFKbWUslp1ffewWvf387tZe5dSXa+7Ukqk5zX3DMt8+186Q3NIPgDgWGvd+BB7H5B7ecNnOmssa+u1F/RVKaVt2/v7ec6p7+ti8bjolqXr72fz+awdr853o+Qb3fKac9v1/frPYr3qfv38MZvNZrNZ3/ddv6ql5Jwl3zf//b1u701ZHxIkHwDwqqQ8azzwsilexqc5uAoAACAASURBVJfLEXF3dzebNTmn9bo+PDx0Xbeu66fH34b7Ot/p3smI6LsSOeec+r4sFo+r1erXr19N05Sau9KlUnIO1fdxfsgvaCS35oLkA4AP1GMnU2rvOnJ7j3vB2glbX73s7WxmuWyapmmaYYW8x8fVcvk4TMIZ45k3ay215nTTrKqpxt94iFSj1lpSret1dJHSw69fP2ez2dYsOHzG35prnZjhOCQfAHDly9bd5QEOTh2ZnsvlzHlctrbc7P+pKo/e0nlstYYcOefZbDab5VrT4+P6z58/4/McBvVevsGI+PuVWktEfouxv4gotWw+yFprRH76m1RqSjXV5XLZdev//vc/9/f3q9WqlqfY3qzad8WrfyFx8e/X3odO3yIdh+/4ocdcX/ndPHSqfjCQfADwpS5hN6svpGvcrvl2E2+OT3h8zpuVzYeRvfm8ici11sVitV6vV6vVR75+3R7Iq6nm3JXy8LD49etn28y72tVaxu/RD+2H/T1yViD5AODNr/DebvsD82eeLrQpbVlfLox+9FRj76wwTdPMZrO2zX1K63X38PAwxF7btifvR31PMSq/p3eXakqLxWNEc39/37ZN16VSikfCPvjv3dZP+LV+l6c326HxcNWH5AMAvXfGRe3Bv43tjcdLtx9vxcse9htfZ+ec5/NZ0+T1uv+9eCilDLN0DtN1fuxL3pJSqpH+rqZeU0pRU1ouHyPyz593TZNqraWUvQv3cbNfmZM7eeXSlG/3NlUfkg8AvnXvXfYM3qFF9qav1Hfx+xoPgDRNM6RdSnWxeFwsFn2quw8ibrb/aMn04mnJIQFLyTnXlNZ9ScvHpsmzWZNzPjkQyjuG1ptm1et3rvp4X9lHAAAf+Vr20FGuNaBxcQHmnNu2nc/bts2llH///f379+/NXzVNM1zj5pwPJdbHEuMzzLXGbDYvNT0slrXWtm1zzm7v/Pi/hr5BsMsoHwDctPTOWgZ9q5SeLmpfLl3+dFdnPXGs48d9Hperm/lZUirDPZl9qrU+L6kQkWoZntCbzdpa63LdrVarrutKKbltSkrDXZHH3lREqjmi1Bx1WBg9UhrmCI1I9WpNWCNq1Px8IjmlSClqiRQ1Sk25xsuEq5tPo49Ifb9OKa379LBa//zRNG1bStqcX00l/V1p4sX3aDPB4+5Sh5uhwi885nPF6Do0MebxIe5rncCROXvGX5/4rfzy33ckHwDwnpfXU3rv4AvjxaV2jpjP5zmnriuLxWK1Wo2j9NPZvbFzdzR1tVq1TXM3n7le/yyteIPzGS0tecZEL1v79BPFbbixEwBudwV5gxUUdo91ZHLOibd9jkeo5vNZ06S+r8OcnMPf5pw/6cXrlNtlu65brVbD7Z1+jFWoWuPT8V8uAHjna8dX7u3pz/sqbsqNnZt/HjrD4fbOtm3btomIUurDw6Lrur7vd/c2THPyWb81df+VfV/6x8fH+/n8/m5W+niLNeL9Uny6o0y5Q1sWIvkAgBtdzl58Y+dw2TqbzYbl9bq+LBeLzZDXsHTB7S/ir+74VKJDxy4fH+/ms9zk8rJ1+ZIleXKOzQsW7gPJBwCuQd/kQJdNGLPZsmnb+bxNNf1ZLBfLZUopN02ttev7iIhhQs6IoZr6Uram6PwUvff0Dg58VrnJqda+6/u+Zpf3nP9/DUDyAcCXrbiJi+Pt/mvTNIdeVacd6ORjSFuzSm5eVWvarK9wd3dXc1qvu8Vi2XXdeOLQcdptdnJW740eKUwRQ3TFsZss3+lSvpTS5Nx13XK5/PXzfvhKTTVGE6fuHerZfHH3D5tP4As8A3n1t3B8PqG9D46+RW4N351hncatH+zhbucXv5UHJvY89CMxcQOQfADwFdLx9hd5hy5Sn9ZniJxSyrm5v29TSr8XD8vlarjw/Z5DGU8POkbquq7WT/m84if6vyQf6kym/H+Ttw5gkHwA8Mmua3dnyzz3UvjACGGki57ZOzwOWVarfrlcrkufUgyjHOPBjW+l7/sm8nq97vpu1rYR8TxpTnWJ/75NWJ+l57srT46kTdzteKLa3d1unmLde7hxEJ71E+InCskHAF//6vb0X8WxgDxrt3tXCRsuOvu+/Pnzp5RSc0Tk77yQ9N+l1UtZrdZ381mtuZbw43r1fnvlTq67FPvx+ho34fFbOscbTPk9smg7kg8A3u0y9y0uwrauF488+3fFy+4jTx+Nvl6H56b69DQtZzzP0fLNfgxS5EjPH1TXdS7FP2xn3vIcDv3aXve/Ev9n7212nFmafa/4yMwq97PW3jo3gGDEZTBDiAkjJM6EAQOugBs4QmeGxO1wDUgggZCQjpCQmHEm7Hc9q9uuyswIBlFVLpc/2nbbbnd3/Pbe7+7HLpersrL85r8i4h8e9HNc8jmO4zjOZy43r9vmwCsWthusWXBUeLCz0kNUwPFdUHM3UdgJ+b2nJO3jCrq1plRBRKk1xMiEZtyCOH4/omzzRvG2q/DDUUfQY2d010uNw7jCNkd256AQAFUBEHOtpQgSgtDwAfyJk/+0LLkohfjSpxWLNEsFUAW7Ood7Jl6X2AloM2EKrB84zd0/EfDd08G9++iYovN6Uccln+M4juM8dMl7qwftB/c8KrH5NjjZZk4bjv+7XGzCoZcOhiDUuhGo/YmIWGsllBhD2zYiMn7FVm4qgLm56Hbte4OV6FQLd2KTB5p2DrpN7cR1cRwICqOVKKpqLtK2YUp2tcFcjPy7E+bYBl8rpDP6/eC7IvCe2NMQmNm9Hr8xLjy1UajRoQmsc8fW05LvIsH8FWeC45LPcRzHcZxzpeDHH+2fSkVTHQJ445ZElFIKgfo+i2rbJL8W71JKEfEV1G18L6/b4SmRdtNA9Cwod30Y813x5tmbjks+x3Ecx3nShezjD2xa1J7Z7m8hJi1jc3rL2u4x43rdbTabEIJLvjMlH3yj1ts3EVrX7fyGPiv328M2sxn37seFtDsjy9qtWRyXfI7jOI7zE8XerWqcjr24fUsrANmKk4hiDESYc33ddADIxD4HzqHW6nVW1znE3uOmmHfL+HgN4UKn3XCHp3WyB/ocl3yO4ziO89OX0TeRhQCAIIAUQmBmQPjH32+lFKvic7OIiyTfrAWcj9w1IucT5eKlxbr30HgfHCLHccnnOI7jODdeVi4M9+YrxSON0d//xlnK5aktzU/yoiWpbWxt0xdHiIipaZmp6/q39SbXSkSj3tv14dD7Dv68pxkiiADRcNjMrCoPmwnTWZupDI4dKk58JOfcnEyCtTrJ732zHMtRFJF99XI6D/YikbY32985nqvdd3fuejxwjkA4n0LHfiXO/2HZd/J0Hei45HMcx3GcZ9eNUxuFXX+/3X/qBV93jhv+JDlEpNZqaZyqihSaJqnC32/r3Oci8gh59+OfFzif8nTmobf5oZ4oB2/VRVGf47jkcxzHcZzvuX7dWx1eYAZ4fsjC/nOKNRFRbNsiul6vu65bhKEQAF34XcYQQSX6SiP3hErj4xYv8wl/J9POgw0YF74sCO+X53nUznHJ5ziO4zhfXs6do9ZO6LeLkt/e9ZaY6s2seE9UN5tN3/dzKehcqwS+mGnnbQ/1JvYt5ydFf8qJ7ydbntKEh4J7x1QfHIoBuhR0XPI5juM4zhddUuv5q9vz88fO9O207ZmZmRHh9c30HhITzDo92B7pgeVzX/1Cf++svDslUt7VBOWGnS0v3efsPjpQ0XfsmPcL/1z1OS75HMdxHOf7rJKXq9hbL1XnK8imaZhps+k2m01X1Yr6RBQRibDWCgDoYu8qvtAC/a4a9Um0yrO1vFt4FD356Dku+RzHcRznJ0qygzaY87fOScJUq5KDPV/Oba88BTyY81kHM0s860QYg4ioCAUGgForAIaYgGmT61vX51KZeTgiAAAVBQVQAEFCgDqr5rNNZNaAYPzQsqLpA0qCrEngYuRsNB62Dt43lgQA2TXXmSwhCQAURCszq6poAVACVlhGbAa/nKcRQre6NQ6GkRe3xsD+qe/Xwgke2+LIUWGtEhB4706ct9G7ib61HZrt7f7BVwFEms9+RJQDgbvhn7Pfg60uxb3u7QedTv3X23HJ5ziO4zhfQFsuFN3Nl3GqWmohIiQ0i05mTikIQNfl9Xpdq+k958YqEfEHWS8uOiXcT41c3TwdLqyPvWCHh+xbzvyW47mdAOAhPscln+M4juM861r/JivamwQlBmfOwCJiQYkYYwhkxXubzcYU4DZe4XwMIprp558ypA9Qtteptc8qrTzRhe9dPXza9MVxXPI5juM4zpdaAc+2e9fB5SPZp5PeW60aAMi5vK03Req0mvQ15Q0ln+UQqiohfblarBumen7Q6OXEpy+9F+YC7MEK8HQGuHdUd1zyOY7jOM6n6rE7f5HOGq7ftqRq/yMiwswpRUR86/rNZmPJnFaPBGN1mc+Nm0g+IrIyxs/t07D/1Y/RFWedshK8r/D05vfvFc0h4AkeiLgmdFzyOY7jOM7XE5aPDjUQUgzAuOlL13UiEmOstVrLdVX1xM4b8rU68n2C3vtqB3yFCLzCh1NB0VWf45LPcRzHcZ5wjXjQRu/MznjnbLBwxZi+ZLGZiExHYvptiuDFGJsURXSz6Tebjb07NGAYD/XgatJ2oiJI9DzLzada+CICIQ2CWRURf/36NQ3ppKjnh336+O96dou5ekWx6PkT+8SWqqqgF91iFx3J4gacX44jt9K7Yy7v3JV44K3TTdXng791E4VZqifgwe7t4GnYjks+x3Ecx/kqWvFOH5l/1pIMYwx91Zzzer1WVfL14i2vKZh6UVVQHfvao8jte3/DJaGeezRyvFR33ekeeWebM47zHg3Z73ERHccln+M4juM8Yn1238+Ob5wTJDn/ACxogIgpJSLKOb9uunnNnooQkc+HmyoxAABmJkIRFZGx4eKN1/fvZgw+5pa5SAHe5CvO9eeEeZMMnBcEfuCe0mM32qWn+a59y86Lfms5Lvkcx3Ec52Ga7WsdvIiEEJomqULXdZvNpuqYpWlOkszgZi23AxEBAVRDCNPFIiKVu8RzDleCPeSCXpGxfEKjXp3//O428zTOG6rTBz5BcLnnuORzHMdxnG+q1vYrka5YnjKzaY+u6/q+FxEh8lbr91V9AABAhHatxviSIt7FCvXMotAbKocrhNNFaajzCreb3lAHPvLpes9FneOSz3Ecx3G+gGBb+DfsWywAgALuezvs7GSx/aHEs4PxnPlHpsZ69jcRhcCA9Pq26XOvqoiECoJKgDv+Lsv9Lm0shi+yDR+9SNZDX4mwO5yPnw7LA0Kz3AAAnZraq+oweAAHfUruLTnuGnPT2f9/t6hOF88yABRUZu/sT/6rBgeP/L19ZdEe7+gVtTd1uxUCmpXmoXscx2k5/GknJrD1p6GTOd079i0IuM3lxN2hxuEPBW/l57jkcxzHcZxH68CTay/U04phkA14OiZzjum/qbgYIxEVkc1mk3NWBURSANrd28Ed4ri01EOr6YevLvXYaB06xoeCeEBEqWgMMTBZCZZOffkA5n45c9/O+y3Zz9zzOfPqwAY4e/HI94gqAcKohBfXVQ505TslO+eN1Odnd8TAFveG4r2GCodF4rbSNiANNqPj0xYrhTWTHt27YfS6CarzuTUXpTo9dcEvnqDuuORzHMdxnKeWdqdfPP/jB9TCofjGpUEPZjZ/zpzzpuvz2INhaNXgAYF7ThK7QiEEJNJan3b2HpSC88cN53jD6PnDMoWIb3RnHc/P1Iu07vIRgh54ejJXXVXqtOfJ92jnSQ2+c4+f94TosKGL47jkcxzHcZyH6r1b7fC23oaI2DSxFFmv1zlnUZgbclqsybkTU+gpxvi54cdPuR2Oibd9C8rrbrTHJ8EuYolzdTdF+awDirngDl0G8ZTSO/Mtx3HJ5ziO4zhPusC9yQ6PhfjOsbVABJHBrAUAEElm25+Tv+d8RPEhAAHyF/RB/WAp3TV5oWdvcKdJ++5uJ2Pb6ZU6paeO6biWrEtMAABMeijOdyJkd44gdGXouORzHMdxnGcRgVd89sywxtzg4TS1ynq9yTnbP0UFkMDLfh4yKyYtEAKJ1J8z+c+Sc1e1EPzctgqT3jMzJGYONORI06wCU1TR7ISubTrvis5xyec4juM4j1NrV4QajkVFdIcLPrj/oq0ISylWp2dWkHPbj/natJQy9NwjAr2+tGnOjsWIr06PTBAillpTmxDNCWR5BfeTPd+tl7viwp05h0/v+YMNQhYbTy6y81dKKUh06yTn5d7md5mlXxpEtB85n5+19bQkohgj86BYi4KI1ip9ybXWeQmuqqaUuI0wuG4iE7ct9X22vcHuD8FkniQiRHQwoHcwKjgc/9jzY39sHccln+M4juM8jhOJlFeULYUQRKSUgiMiAsxw065rztVX25T2sHZ/Pml8pqC6QD/oFEDG/b2MoyLP+ejH5N/86cn0eMYerIQQUoqIYBG8zSbnnLuSbZuxA8dWcdnrqyZOXRkUNOfSNgkASpXa5zo6+kxij5ljjLVWv38cl3yO4ziO8ywL4pvrvUtjKVPArdbKzMy8s0z3BM5Pk/dQa0UAJnpCAX6+3oOz7YUOdo/cf0VnsvC6HM5jVaxXtGKf98YYmlJOBXuIxBSYObA12+hLzrnkPlepC5PS6TacFKM1YyTC6R6stb69va3XyMxN0zRNUlURLaWY4LRIY8557rHkOC75HMdxHOdr6L29nePHv2taodpOmDmlxIzgpXrPIfrsonDgZ7sa50yPdwXVoZ3gre6g07nNd5rek9NmCCGEwIGAoFbNpeac+77vum4UcjTdgAtVvMgFNYE7WX1OWdbr9TpxWK1WTdPEyDnXvu8t+5qZ/f51XPI5juM4zrfVlheF+GwdOS1SYwylVBVlZgtZeKzgMwUfgqqGEJipVgXVh2V2XioYjqVuHnMJ+oi9im7jzpdlOL/biv3Ss0Zc7gEA2rZhJgCsta43XZdzKWVKs4wpiYioSq1Dg5PRh2Y5gBYqPHLAtnHOuda6Xq9jjG3bvrysci6lFL93HJd8juM4jvN0K+ZLVpl4/hedYy0zxJGYmVkVNpsNgvzxxx/efeFJYGZCLCLwNR01Pq73HnNLXv3Vk/em5UTXCl3Xd11X7PGJdVwYH51Y3ax5qxxrKD8F9GxLQJjaNEw1fuNMUBnpus5UXwih1jpZ7DqOSz7HcRzHuWzJiIfWZ5c6BH5Ep514d15HBMcDL7bZfPsQAkUuRd7e1iK6SsnaMNg6FRUBSAEEFZAmJ4lp19Mfuq9Lpzy6Q96cOJjR78Q6lhudWGrvD865F5Nmn0AAASAAmQ4Ar9nnHZDaBm5jUBEAQQIdnUsWV/YiKXjDjiDzAzDjkMWWonjgQuEFOvCAaS2QpbzaxZmfu1RAQDw8gY5Fv/HwGIo55wARAkitFRGZ47ClAogCAEVCxJgiIqrCPzZd7XPO2VKvEcm+d+uKSQS7drhzG1ZBAACyjc0jV5RU7Z5WAKAAgAo47I/YTqAoiEjddIL08tJyZBGotY5mvMBMqrIYgf2O8P6Ux3HJ5ziO4/x0vfdsX7RvWw97aWYLsbddN4+bpRQRKee62XS2rvXL/TSzDohpctMBfN5mFqcDd6dD0+eLvQffrYg4qtOd/iUiwzMDZowYVHWz6TebTkSKCorunDI+aPxNda/X61prCOGlSSFQzhVGT5cTV8RxXPI5juM4zjPqzNML5YOGhNOL9joRpZQAoOu6TS6llBCCP+Z/KmKMzLyIzzzVbLxHzPAj7ftu9aVSKzJZqzoREQSsEkIAALLQnUIp9a+//y6lVFFL7VRRGs02zXblYRdoMt3t+94MPP/5jxVR6LoiItYZwnFc8jmO4zjOO2vE+z0d//ga98xMuanPGzNbU76u63LOAuguf88GEcYYEaFWRWvlhp98C1w0RadY8pmtF869L27aSv6ogmKyuJmqKmFgbmIkRAWQqoSAAKpqvixMVK0dHyHo9FTlgSJrTOe2gJ4ZxpScf61eYuRSUFUWPeU90Oe45HMcx3Gc6xeLn3uQJ1Zy06IwxjhPA5tWir4QfCoQKcYIAFYmJ1KfeQYemzmPT+y81RkNzkYpMiMi5pwDTj4spvjG/ulI5uBSdHDZQcSxZlEfNl0Wo7TebKrIP/36I8ZQKzzz/HG+MW767DiO47j2u/0RTstr3cPeZTYPSLQEMNvYVq5z+w3nCSSfeYe8o+Q//V64x61x/7aWBwTeHGaOMbZtSpGIsO/7v/76a73ZAAARIg29Ma3/nj1AGeTf7g4fKbnNCcnucQBIKdVa37pNBc/qdD4Nj/I5juM4X0nmnV5zX1HpdCK3bQqMHAyeTGljp0v1phen8N2o97jvs+m9yddhKgR6vLTwuOJiAthFEZHUrkSGqyMiJ7I6F/PkoLvsXPZfp7jObG6us77hqttW4/ttP65L+LTTUNX5eYgI4ND54FhcbWuSOXssArsumhasC4GYWUS7Pnc515prraoq5oULAKrIhLWa0kNiItTPy7zdGWSAKgKq1lfTmr//+WvFwBbS92C+45LPcRzHce6iGB+2k4XeI6IpdTPGgEhD8Z6IX6CnnTa2KCfiPammTzWNr57ht7k1PvBwwdSdKaUpxB1CiJEBoFb9/ftVRPpaxDpk2Ge/jlDCWXv3rusY8c8/XmLk9bqbklMdxyWf4ziO4wrtQ5/6lETQRaTFjBxgNH4E0K7r+r43vedP+p95KhJRCAyz1hoPnufnB/rgeDj64H/e7E65pG3DFNybFPXsUUhkRiJWlb7vuy73fa+q1iXPqvL0K8m9UQ+r2uQRkc1mE5jatokxWsTSb3/HJZ/jOI7jfP6i/4NrsknXpZSsI7PF97ZlP+7P+WTML4ql4H7WNboisfPEND7/schZTp6XT939lpWqGmM0XU0Etcp6vck5d10HACEEJcRRMimqJUw+LYKAe1mlQwIqIhGJ1NfXVxH59etlXnPoOC75HMdxHOeWK+Z7y7/9qiorTLKARs7Z9N60jT/pf07VZxAREWrd1mEC6rNN5s9N7PzIkxFmTikygwis1/1ms7F4+FTX1+dsta9EJAAiQ26nINBTyiXdmyBTzaKqIqCI9H3fNM2iM7vjuORzHMdxXKQd2Ow6K5ftBoN7O9rWO6/v7AdUD1jt2SHsC7yFluMQmJkIS5Vu09VazUwe1PpI266HVaK5Uuxlr9mbH5KF7+7iwHDph75r/nXb6zX7AwFwvg08S52WKhAhqDBCCgQqO1mdOh4knoq24Z5Z/7sC6V1RpwfHxzyEdufldKQKIEdSOk8G/fCcy6xHjsjeFRAEa5w3HNW8BwmbjIshl/q2KX3fl5InRTfsVCVwsNu01qrbvE7FC2bnA/uw6/B9ePAILJFVQEt923S/fr2gitjvC4xTYmh5iA9oQ+q45HMcx3Gc59V7Zy6DTqy5d1doh1eFUxPnfYPBcUmKB/dtBWAwqwQToC6XoXgPESw5DbeySLcHgHp0xXjusg/3z2jUWmd8+AaLS90TRLbWt8X/ED4DVdVd0bQY3k8JgOD2DBRi4DaGaRW+r2TfnYEXhXH23T4PHR7uf2x3Y333E2cc9hnRbBA8dOQTHLjWan6VjKiqOfcxhKZJliurqv/y1+9SzJoFiAiIlhEymzVmgjLKx+EaTHMEdXfa7F0gfOjsOTGyiqiIAtCX0oiawShUmWYLfmwKOY5LPsdxHOeb6L0HfPXwyuyN8w9v6sdARCEEQCq5dF1Xa53MCX/CBcVDK9e5ct5TOPhsJzAU8j33jXDRg5JzPnKrazH5sjAMd0TTNMwcYgCFvu83m02fy7wVyg/4lRtuAcvx5iaCKzrHJZ/jOI7jXLf2PcuR4m5xpKmxGAB0XdfnYrEOmLm5fOMLsV9kZav/uR6OzCkla589ZLXpc80lBBi7e+u9p+u5W578zCiqj5zOyVTSM59E7Gzz3hRG2RoUMXOMgYhyLr9fX0sppRSpQhzm3QK/fRLjVBFq7p0pMk5hf8dxyec4juP8EKn2DY5HVUMIIQQAXa83XZ+ByLw64ae2ZJg7WAAAEf369RJjVOvY/WQL/bGmEAfJVwsgfe4kHGv58IoZq2fU8l3RnP39JWYI9qSjaRoA7UrZvL3lnCeDFgpcqsxbxv+Ee2Fybck551zatlH5cr0nHJd8juM4jvN8au1Mt8NznO7PWemGwLXWzWZTa0VC/RlJa6cvzFRyllJq2yZFLqWKSIyBnnKtb3WY1hUAn2AO33DjM24HfH9X+P6NYFKu7/t11+WSRURBgdBGtUhF5Fs9avlCmEuNiOScV6sGED2703HJ5ziO4/w4hXbdrq7Y2+Iji/Q2UWWiWisR1lpDCAunUBFBIlW1FlshhBgjInRdX0qxVsuqALQTxNg/zlmF2/iHyrtHflFUZNytvr/BtFu8zcVFAFvgMnPTNKtVEwlrlVprrTXFMA77dAgKn5zliQCamgSApVix2TtX4djcO5ZOeeLyXZNjOZdzsNw5DiZE+u4xn1nsNx2kqABADGwaZmg9p9C2LRCiQs51vX5b990U3YXRsEjHfgY/Ku6NuO0zQURd19X6EpmkjFdKRx+X8Rq5Xafjks9xHMdxvXf9F70f03tvOW5Kxsr2xj+w6/JkQnhm5+jZev0mauuTsSxWVaWxlMuKG9u2fWkaUH1765smPHEr6slp5qHSc5pwevCAZm98fNxuMvIm4aYmhpOqAYBa6t9vaxEppZgUBMR5rwt1ITM+NgIi13WOSz7HcRzHuX6peqwx2lxYXVS5tIifIIDFr1JKiND3gznntOV+6+795d03S2mrtSJY+t4QqYgxtm2zSklV+970MFpN11POMQAYOm2cKb+vWLIf8hO6eM5fN3POT2Y+ec5g8W1ruLHVMIqvr6+deXGOUfHhEQBtSyLdscQopURiHwfHJZ/jOI7jyu2W0uhdp4r9pfz+0sycZQAAIABJREFUEnkeAmTmEAIR9n1er9dDTGNHP5wvGPCCjz3x1cWxMyEippR+/foVCEWg6/pa62q1ssUuM8Nk3fFEZ6x2TVVhaKX4STfIoiX3XBcefZaBp+b8PFHw463YwSoemXemsWrXdVVUmEYnHETZF4wOAEDf921MRFRr9Vif45LPcRzH+dFiD25ka3Gb+Mbs40QUYxDR9brLOU9ib1ZbeEFM73skdk6NtokoxrhatUyY+6ED22ReOjQqfNZTYELrJI5n2HUerM+84fOI03rvHMfOd7e/9HZAxBQjIhLhovBs0MkW/bMDR1AAD2btk3MWkUDkQ+G45HMcx3FcKOoDvmK5TD+0ap93EkfE1MSuy5vNZhFI2R7wz3twb4qOmV9eXmIMiNCve6t1tMGJkadyR8BzXSIfCDIzEkoWEeHA3/7WuGInbdswYc6l23RNk6wlw3Rf6FgQCfY/FupTpd3Gfp7dOd0FjuOSz3Ecx3G9d9mWCrhYRh3SFafsOgFAAFBVVAnJ8g4HOQegAByYgPsKXalFgYgRsZqH546SOSoaYZa/N7159GRREBXQ+tjpGHq6ODJzc/08P4VBNtcSY3xZtTGwitRamc2EUFXFOtRvSgUOFVQVrEkDqqiStWW3k5xLbrzibK+QeqAAwKRNYCkCACE2UiseDEaqJa8CwIG+faJKgJOVpW4nleqx3EuhI5MWjtWdno7gDZdDCWCRWEl7H9n5XtnmFyuNHpI8nmSMkZkKwuvbpq9Fa25/vSgAAdoEFoSCyrK80Rbn7Xpv+7OjO46+8+dKPkSOSz7HcRzH9d49d7JX0zT6T4K10upL6fo8ua7/zCXaXj8AWK1WMcYYo4iMuZHbthbMjAjmcPOkZwRouvT8zh83SRI+8coNLTrP72YyStWh64OAxhBiYBHNOf+12ZSSlZAHPesKznFc8jmO4zjOc+u9Q2V+xzqngQLUWvuuryJWn2buhT9Q9VnNHhGZHf/Ly8tLkwCg1ppztnfnya5W7mh2nc85VsRD141hJlx7kFfLxXP03v06tgNAQFJVqTJpP2aOMRDhet2t1+taawFQFaIwBng9OdFxXPI5juM4zqfqvZs43Q9bIqqAVaPNO5LBT03EMgt+M+dsUkSEWsX0no3PFOgb/6nP3GOaiRFvXT56nnQ8M7h3td47c9jt+YXJ9RACM8eIpejvt/V6vQYAZKIh9xanqj2P8zmOSz7HcRzHZduj9d69vlrVapYUdF599zP1ngXxAGC1Wq1Wjap2XT8F9BZtBiwiai6F/KwuhSEE07F28B+8rOfbaZ6wk71A++E5zz7wXQ1v4xBjAEQB+es1d12XSyEiUK21IrGqzqJ7rvkcxyWf4ziO4zyl4Ly0Td9YyjfqmZnYs9gI/TC/dRFJKbVtmxKLQM6VAKwTw9SqYbAwGf+et6p/QpiHpoJTeud1cw/fU1b6rN0XQwhEFAIjwuume3t7mwLatVZmDjHWWdqn/9Q4jks+x3EcxxXXzT51IqS27I4wM+G8rqpKQU22MDPTrN+0qk7eHrsemHO9t28Beg5TP+vD7wIOnpafJxZIBUZRh4ipSW3bMnPNtdZKM9eTSQnPr4Kqdl0HALXWECIcyjacW1w+YJbOzRJDCMyhlAqTgf7sKu45rE4HfHTPw5TYfgWI6HgpzZv0+scQ+73aa50FJ3W7jaXXTiHZ6awXPd+tzyQHFtF11603m6FF+PR0g6iCVqkEOH7KJd/5k205VUIInhnuuORzHMdxnIvl4r4SO3/pv/iIFTIRkUgxF8e7auOv0op9cmRZrVarVQsApVSzbzk45ra9FYaZjSfgM8ZCEdGW4DtncejhwoG1/LkXG8G6NAzafj793hF7t4oKjsazOleARNQ0DTOIwNumK6V0XWe30txz1fnYyMNCb1tA1UfGufuPtg+B4ziO8zyC7fzCp49sc0BrHREqIQzmjX3fP3NfgQfrIivGa5qmaRpVrVVqrcciYDALJX0kVfIxUtZ6SLw7AguumJDz2X5RLPrj015mNrPTpYnRahjh9fXt9e1tvdkoADHDaK86PYwgBfKqvWvvnv2HSkSkXgbp3BmP8jmO4zjPovc+vsF28b2XjHep8CMiJBLRnEvOWWq5q4iaraiHQ3naKyUibdumlFJKqppzmdIXj0X5pqRBIhgSBZ9s7k2lhjFGVbiJLj1h/bLIqzw91c98DjKKt3MPzy5ECIF5iL7+/r22RxuVAAhFhwTO2CQQ1yS3n3VMFOPgcDv8DvgwOy75HMdxHBeEN/zgibcs2lNVcx7S25jIc9uMpmn++OMPIqj1glaEUzQs5/y0S1siipFq2baPv0cziWMyb18w3ymx0+owmdnylhGh7/Pr6+tkUlpEzL4FFGqtIMpesHc7ZlmdMQTGMbEWri0AdhyXfI7jOM6TirSLu+HN/t53z1cFNT+MoXXegfX0se9dvGWNxVWl5CJVx+ZjcL8Ku7Nr+XS2ie69dYPDE1WaR59UQJWQFNTqjgKHXy+tiNSq82uxk6ZopWo7B4gAiMyiUEQUCVT2TvS+g3xi+AHNigQCEypolfnkuHrqIoApq2GCHq8JPDux83RVIQKAgirMzEJ1nP8AiCh2yQCYOaVARF2f1+tNqUVEh08jBmJQlVKHKwe4P70GNxcFHNs06Pz1h15A3D0wnc4bjw+dwPiboKDwME2riKQqhEigkQlFhrF94k6Vjks+x3Ecx3kezAIRYbBDfE/eiCwax1meGxHWKl3X5yJMjEhjs2k8pMFOHtB7z+z39nkysfOUjeVyTY7nHN/hIRw+hgCEgERSBVRTjC8vLzEGEVWVxXlNbRi2MmmWu4hIAEBMRaAqTAVw9vq9FfV7p2wqSJEghWAHMTlqKJokPH3VjokxhUOK1gb4HN2470C7Xwy2fyCLqSC1EiIglpyBKaUUKcRIm03++++/KgxqU3F7FqTvXw7F4WYb/tPGCrdS8NMeNuHsucO+9Jumq+h0lzHRw1KpLcRt8z4FHvskIiioKhK68HNc8jmO4zjOHdaIY4TK9J4q5JxrrT/QfX7RZML+U6Qyc9u2MQZEsIZ7ly5zbW9XfPZhc8CsWVXfT+a87SmcU8538PVzg41oAkeJKKTUNgkEuq6u15u+lvnV+X5PgMbHITr1q7BXaq3T4x5VrbXyA20z7XuZaGECvJ+84Dgu+RzHcZxvLsMeIG+sWZkV0hg5l1JKzhnGGNTPHHxLbVXVUkrTtKvVKgQWEZEL6vd2dzgU8sHztSA3xc/MzLTfVBDOCxpf9HxBd/cPR2r5Dt0OF3cfGTryMTdtK6B9zt06d11XdUg6/WbFY6jbCCQMsT5YDDgR4Rj/bGIiok3fPWSmwRA5VmUOU5MMl3mOSz7HcRzHxd59loaIpl6Y2eJXXZdLKVPHalH9aXG+xQLUHD7a5iUEzrl8JAQxebc8o0hARMDAgQi7Lu/MQ5wFiXbP5Ybz/EQt3/6Liw8e6Au/t33bthy4K+X19bUvWYrGGFHQTDsn4fFNJB/s5OJa3i7aOY6lqrXWxKFt2hhjSqnW+hjJN14yAISUkvno+G++45LPcRzHcQV4r0wn27MF90qp1nxvt3Tq5462BfqsGQMo1Srz9D+LVJ1/XaaPllKmJuDPdu7EBGPrgu00uOfcO/GM491w3/kiLaVYqvx+fd30XR2fcViTyeHRhsg3m+u7em82Y605JNIfq5cYQgghMJQif7++PerhwlAzOLYDUY/yOS75HMdxnKfWBos1/XUffPfdg9luB/QG4txk5dgyei5pVDGlwIw5S98XEQGg+V51cjvEwyeIiHBy4X71wOJx4XTztaHpXktwnU4TEZlDy1xr1d1AxGIodhIgx4s1uIGMiAhz/Mfv16lm8mBwY7R9eWjEqdYaYwTREELfl4UW1cvn8Gwzgb3A6f4YToN2fmLnO3ecApLVYYII1Cq/f//OZsKjgwGrjfVljfyeFZmGUUSmvE1EO10GFBAAIMQYYxtT0zREpFJL6UNIpeZSe3hIFrflc9aSm6aJMdSS53fcu08HHMcln+M4juOcWpHvh0fGJshQq5yupPreY2Xqy1bJu30vVPQ2WWcLhfNUI2DXPTAjoKh86RU2ItLeM4FcSqnVmpgoIRGBfMNprKpEbHG8nHMMAYlQQFVBgQM3TbNKDTMjosXzCVEVSqkPvOI4Pk/hYw+SHMcln+M4juOcknnz7nD7G0yNBCyuFQLkLH2ff3g5zQG3kuFvMWPDG6w2QjBfRNv/Uw04M4tIaldTbefNRvWIerRWjyeK9C615ZzC16OWQGuqbrO91ioqSqijwkegrf74BuD0hGK03mVWVa3ChIG5aZqYEjPb6ec83PJx1RbRddcJXtHP5DpNDrVWQowpesd1xyWf4ziO41yzyH7XW9/EHjMzY86ac7HFMXw738IzsdGYFsFTtHNom3ejKAQR1VptqPXJctVMGqWUFA48Lxgbi+NBbfZBmX36rfO/xWojBxciqFPvgW3isfVpALMkApr1aSfdV0+gX+zGH05x8qGptZrSa5qUYiTCUqXv+63ZLBMREVPX51wLBYb6oOmmKiHGEIJLPscln+M4juPcS/tZ2KpWNZ2z00P85zE137MWBfPRu2HiGeJQ2AajUepTpbTZ6asp0s+YCfu1fGeXCyqMxqrMzAy5rxboG/c53hGDLylaK/AJwaXq+4JzeJhUFkZGxMD88vKySimwpW4Wc+K1Vg2KwyQvqpu+s38+KuSpiBhCGO4C/7F2XPI5juM4zkWr5tNrZdMYRMRMOZeu62BMb9Mf/Lx9alOxWq0C077LyK0GZ1sw+WQDLiIhBCLM5ZaSb2Fgo7p1a9zXbIu/LzoGZk4pAmAp5fW1k9qZAoTRo2ib8/ytn1yYoE0pxRDaNhExiPR9mXTg1iJVFBCIKee83myAqYgE4MccKjM3TWNz4Sc/bHJc8jmO4zhfY4317mLlTE+Uc5LczlljI4hZVAAAAAFsv3pW5gR9n3POiPjuvhGhgihCQBBV6+cMY9MvQVKgaRW/HyoR3ErN889lyDI9VFSm21Zx543I3sEwEAAgWg6jglZSYNRfq5eUGECs+/x4qGihOaTdrnH6TnUfK8hodqqqFBgZ1jkDok6r86E/9nSaMg6spSOSHnKOweMneHgwFdGUFyqAzQ8EDIAAqggKWoNiQ4EB+ir7TerssupVqY5iTbdtRg6TAWYJtAy7fplZZXJvHP6/7Lp9ig6zwFxYACiGlEKpsl6vu67ra3lhRmKBSoiqSsgAhMqoBCrIqqonwnoP1h/43owVFQs205C9SaBKyqjb5FQS1VJTCH/++adp3Vpr7fss1UaPEGU2krXWkBpC+vv3b1SCCgHDTU6ddThsnZ0RjvofEVHlz7ZZRTPIFVF3cHFc8jmO4zg/m9NGLOd8dm5/b0v5nEvO2WqfftTjdVLQQbqoDhVNwMyRQ2pCiklEAIT59rGOQV3PQlhPtcwVEWaeJsMDkk6PNV7H448Apn8QoqgCAhFxDIi62fRv67U9xQghwHeZ1qQgg5Hs1pYJZz0et2vZEP75n/+ZmRCplGIXcVu2N3tENZjTMsXIudR5/eptruzp5ziqTGS3mLfjc1zyOY7jOM7FOnC5XkRUGAwYQwjMVKvUWqf6vZ8wVgsbQgRQFSKCIccV2tQ0bSQiFRURq+W7icbD2aIWEUvVZ26DEWMU0ftq0auKxRYhYhGpAGFIXMRNruv1uut7VbXoVl8yMH+bCUwA1mQB57OmyqwuFGDW1nx6mrPQe1Mpo937zMyEf2+6m19xRTgo44cmgQAxxhjj6d+xqbz2gOZ3HJd8juM4zpPIrft91wUHgKgyOFswkyrYctBWhOOuftxaytpVA0AIFEJIKQ7rY7njlUXAMrZngOernLQZYhVfJ5p8PMN9R0QhBDP/WPdls9n0fT/ooFoRkYm/328OjhpouDxSABoYyyNtm1rr1hL2QPeLnQRaJhYFiwfCGAC84W/B9PVmjTPzQxqMW7x+z3HJ5ziO4zgH1nyXSgUVQSRmNknT97nWobBntoz+/pLvQKAPNISwapoUg3UJAwUaRvguIhMRhuDq2OLvqQIXMQ7eJ3D/rE7Vkx4teErsmTQlwiryj9/r9WYz3BcAlrQ8Vnp+1Vl9cPYxIAJaLSVZO43YpjQFylAVRMaMTaKh8eBudBRnvyREhIibTV9qnfqRiAgT3fvnK8aYYoSHJA87jks+x3Ec50sKv0uVBodABDnXvu+n4J5YAp8qM/+QBuy7S0tJKb40bYwsAlWqpZxNK+a7HACi+ePTU8Y3pkQ7O86FfcuTwMwphSry1+tb13XmMgoAogqq0+OMLyck9Lx7X1UJkZlT5F+rF5o5y46NJ3CRzDl74oBTEJuITPJ1XWc/AqWU2077eYhvfg+KaiQOzIMlEqJrP8cln+M4jvPl5dkxj4rT6+l9V4MjmVq6ryvm/pwcGEBzllLKVAc1XwVOUb75dx3b7aU1P9d96vwVJR70+z9yGGO8A1S1SXHVrpixVlEQQlSF/c6EC9OLY3teDNp+vwGrMRNRMxc5uCg/Og3uE4VVVURQULLYDnPTNFNC4A1X/6pm7Aq7AztqmH0xDkMS4HwPQhhjDIEQ8a3r1+v1oO6I6uyJxfywzYl1mcv4BX9BcJrAiDGGtm1TCEMsTk0G43iL7UT2ZhNsmIQ4iitETCl2OU8T0hT+ra677v8x7pyRVqvVcGl2K133DttxXPI5juM4P0Y0XrWaR8t+A6Sch/7Lk53DQenyncexCo8xK2Zm5pdfaVBrqCiHZMfNZBVOl6Mv+amm1pTSO84WtDq+E88pHsPisQUAtKuWGUXg9fVtvV7LTUXpc974hEjMZrmJiCmFlNKqaZgGByZVZULmcP79a0mVpRRrwNh3/d1PBHfUuKqmGEM43HrEcVzyOY7jOF9Md30ulrgFALUUs3OA95qzf1dIAcnaf6nFskIIBKqiCICAQHdMs5zcEYlAniyDdgi/WaNCZuuVd13J6DnS9/ztp8cTdsnaNlWAzSZ3Xdd1HQAwkf6YXx4zqvmnXy9mJFvrNmJPcyvOs0Z4CLmHwCJb45ZHPmaIISBaa8gf8fvjuORzHMdxnNsrT1slM7OqllJyLjo0C7hgD99y6GKMzWjWstA291t0jnqPVB++wj5Lko7LoBBUh2E5sRBfvHjOVLHEzss8h1StSI+ZiKjW+vd60/e9JXN+y/jeInt37nSyWrUpBlSw4B5MKdlSpw+dObyIaCE+ANhsNqUWALrfGc3dP6cYe0pJK7hTp+OSz3Ecx3GuZzLrK6XUWvWMgrRvrPesj5mqppRWq1UgUAWpgCRjh7C7dxsf7VJV6hNF+ax4CmGQFkRUdzvynVk7epc1WQhEFGNAhM2mf3t7yzKIPYv+VVUgtOv7PSJEirs99wBSSk3TtE1EhFIVal08SiBcXE181wUGERU0BO77vNls4IFmvXZ8KaWUuGbF75yW67jkcxzHcb7WOuzyBe6xkNH5u9rZcutOsvj8GIqZLdmm6EytIrXWKqqASHB2IOvmC/qP7HDfwGZ7mkoACgqj+YdOpz+3BSEiG7bVqo0xMoFaOAV1apMOuyHQSw/4XQ+ewRWDqYoWkWfT0wo6TaGciw35OFvwoIvPuzvcXotxRqrizkSdxVcVQKASEo5TnJBCZEDsctf3pet6kQpElhZobfcQ8fnjRDMJtzjWab4Nk1AVeLCbMY+W1LZNSgkRpIqIwjg6kw4fLsTxyzHVkU53hf2IhBCJ6PfrWy5VxyNb9C+5wbwSBcLpJBVEAVKMbZtUxUw6/b9fHJd8juM4znfjtB/mkc/AtpfWbmM5nRvh7e5NREsxFw6EPRO8q9sfj+tsPbHBo2oFEYDGJSOOOXHzwZHRrb4y0q+XF2s/MB6M/R8dPLCbt4cmxCqChFK1HlB8+O6w6/3FjRUc1iqjzDO9d/Dw3pN8OH18ltanBAigOJYODm307H+JSURAIHBg5hhCr9JtOuvBoGalOpM3z9lHEndHZ/4HwmwsFGfTzAQRASjUggAhhJeXlxjjYHYiqiLDYO01XbC+DJcJcoUQYq01lyowPA+C3QzMm0w3axgxiFUAUkXEtk0pBq2FmGp95yHU5HvklX6OSz7HcRznC8u/S6ubznldQSezlp84sHN1CoCIKcamiZ87HlPnsacaq+XMuVGdpwlUnC3VdT8+jct9qioTp5SYUUTX63XOuY6pjF990a+HOstPHUGmiHSMsW3btm0AoFbR2dOcjzyJGJ/VDNeFCDabeu8+eFvBBgAKosrMMUYCKDoowtOPh75fRbHjks9xHMf5EVyeNAj7Dc3e/9SPcEbQ/XPF8XUE0CpMtFq9pBStMZvqvAMYPGw9KSIcgqjmnO/qE3PVuhx0nF1m+n+rNff5icSCgAoxxpQiKnRdXq/XXS1T68LvEOTZ0XzDLY0IKmJiLzC/tL+aJhFhtUzOWabxB/Xe/FKaL2vX99tLjENJpOKN70/dzURtUgocRGXbjnFPz3tAz3HJ5ziO4/wsvXcmzLyzZgIkJET57s/Ihwql/fAJKqhISqlt2ziYcy4XlMfG5uYrzrGtOeZSn9Guc3acInLbfMm9jOMDWxARMbVtCwA5l9fXt9pnRERCy2y8eZ7tp2C1a1NbCQRAAq2Cqsy8atvVamVir1aZu8jOVd/HD4OIOFDOkmsZLvqYcIpw4wdFU7B3bEoZ2qYhgCICgFOM0duvOy75HMdxnG/F1b3OTn+EiPZ9839QTtRQ6abz0qmYUtM0MQZVmEJ8nyil7D/vnUp3i0cSeLtdbaX1gbMWVUQkYgBO0bqJvL2t+74HAN7rwfBs0dGPa0AAZKIYY4yxbWJgLFWnFhTzhM+bnPi2KA7xrVsf7NJJCoK3nPnbRx6IkZmZRUVEmPjJ7wXHJZ/jOI7zzblaLC2qbvaz407s+SIzz/lzcULaEZND4czt9c3c1/FprtHkWTqujGux4r3VS0uEADq4Oqrl0eH5EuLSwrZ3Ky1LKSICly9zVfUBdiUn3EovHaj54c7HZ76hzdWh557U17e3KlJy3Za3fTih8al+RnY6SagqaOLQNKlt0tBSpdZa1Xppmhw6du7zIT1gZnvSXYmIpErf98fm/83b25uFDxGt2pYARaq9ugjxOY5LPsdxHOcL6L27slj86RAgIVsXllxijIvczvln9x+onyjW+mAd1/DxOw8jDv3IBmkxiIRamSiltGobomVA9dgILF68ucawJg0m+W4YtLnlYMLg7XHswD4SYTvcrQTUGgKqaNf3m9xPeYbzvgZfusRrkjSIqAo43okqklL41f4KIYTAhFBrVRFCmube1Gj+4Gycp32ecwxTfM+aQ3Zdf+K+uP2vlhl1xtSmJKKoQIDTTXHR7ek4Lvkcx3GcT9N753zq6mTORXxn5rlHRFRrzTlrFWZm5h92rZZDGkNYrdoYGEB1Vr13SHIA7LW9vt+BhhAsq/PrrmXnbfQ+LoSmfgN937+9vVVU+I5LfBN7wx9SVSEgpZf2pV3FGEBBVcamHSj6/iDsR2LPnE6qioQhcK3SdV2tFe7wdOPg6SNiYF6tWrhDuaDjuORzHMdxvqH4tBWe+bWIiOUK4lLP6E8YHyQFsbZlqKptTG2bYiBVVdmOAQIsessdbjV3z4UvM/fP59X5SESEiIhwe1XG1wWt8SAADIVkpN9qoooIIAQCZn55eWmbVhVUdOrYQcRAet1ToTM9UUfXU8w555ynx0h3DTtbLSIRpZhCQKm6kKnP2VzRccnnOI7j/DiJ9VFZcoO1FB5UfSJysPnez2jPMBn3q6oiAjOnlAKTCFjv9fmwfW5swdqgWf8DxC8sZz5yjxAR89aTxRKPrUTRavyQUMbr9P2EHyI2MTZN06RGRWqtVr93af+J67IfbTNLCrDs4mMJzPcQYEQUU0T1JnuOSz7HcRzna65l77SI2U3cAhjc8/fyOacn9PPtR//Kn3DJbPFq/dwCk73GCz+bJ1juA8DkxFhq/YGxvhBCSgFgqtRTGxgccw6/77MJaJqmXbUtIyLWWkxYiQjiUIsrY/YnXNy0U89XfUTUdV3f93pERuIdblJEDCE0kWs1HxdEuHH3P8dxyec4juN8mlA8v8Zm/4Nzf3YAUgFQGoGuyyKDw70tnhF3/NbRdB/OitnwQSlU05HjGWd91JBwaA9uPpxKKgCAIDgkghEAoFYQDQir1cqsa1SH89VZoiDMlrOz8flQ1O+i0k1V1cAFoKiMje/OHkyYubDe4uopgOI2ekYKNAuVKoKckWonKAB2FjTuh2YnDqhAqIiggKqqbH0I+G297vv+j5eWUhpCtACKhMgACGoB0C/xtOLAEDEKMGitQFwAeJx7CPCv/nwBVVGr65vbVA69yhdJx9M0PvCi4P7tBoA7AUPc6eOnhCIaUlCATZdzkblvyo6H7ekz3B8EtVJFu3CoKkQkIqKFiBSAa2Xmf3ppELRIJiKzdXpXZM4diT026LjkcxzHcb4h5q65sLYnImYCgL4vP6vn3nFM6YUQFuvCZ4uhEVGtIiK2On/yCMcJB9fhnwqKeEIUKCoTmUFIjJFTQITX13U39IJb4ZBp+3VjPQcO3nrNIdGh9wlA7qFeTvdj0OGXAhGRiTabnHN+wOSZmgoCQEoJzohGuj+n45LPcRzH+VnMMxIHywWL7gHUKqWUA/U8+hNHqWmaecfqp2rzNXfbZ8KuL5bYuQ0/fiF9s6srdIhdnZBDUGvlEJpmxQzrvqzX65xzrZUI8JsYdiwvYyA2U1ZmBlHgxUQ8MDk/qACP94HceVdVY4yA2HWdmejcUnziAdk2/RFCWK1Wloh+7MY8XZ3oz7Ycl3yO4zjOF18znreaQURiAoCcy6K93k92gJzcLwZHxAu19IOZPDOGJfnXvmrLEN/YOH37nIJDjDESQVdkvV53XTe2kTTHlm8j/LYXa1EqAAAgAElEQVSY3iOiwEz3L008Gd87cLOUUswzxm6cuz7mmA4vxvjDOsc4Lvkcx3Ec52y9t606Q0RCVS2ljpaPBzLK6EfqvqGx9RQOPdvH4q6qb96/bijLBJhisyLy5RvQ6X792bZ4jAMzUQixFPl7/ToE95inNonfSezh7nV/aVcppRjC/hXWM+76W/16wNgdYZDZhKq6Xq8t1DYPid9oOuwc1VBVqxBjaNsWPFLnuORzHMdxnGPrOVMLRARIOZecMzNbitT8Of2PXU7Nl62XOt0//iAtPCti3ba/geYxJx1dTFpmTikEDr/fus1mU0ohIiS206/2z9Ew5kuNA87Vze5xD1L2z1+rX79+IWCVep1Ou9NjESQSkZyzBSFvLf8PfaMiEqaYUkpTPvOZR+u//45LPsdxHOcu4uq2nzrRa+vMyN4QLRmbrefcqwIz7z+en/2tzzOkH1/aIqKK7Iu6WmsIAXYdbuYhtU+aQrivwKcUXETouh6svI3ZusafE+hDxCoVAZmpVLnVydnYTk8NQghT3BHBDEXfUwVqXo3DpFPVSkpMKaXA3HWbf9n8VcrwZaIAYJdGbUrftff3IzQ8TKmTAqpM1DZtjDE1QURAgQhhd+pOLRg++Ptjk23xoogo026+9xAAN4GXYvjr99/j9Lvj4BNiFQFVRAgh/PHHL5UDpjX7JX+n9Z7rQMcln+M4jvMNsabVJhJqrSoKSD9zHCYNGUJIKdmadQh+PnGEcyoyNKU6dVD8/AOzOrxRJJsGQ7xseT0WJG4fbTRtE0JQld9//73ZbBBRB9043xvC13cZsh6Y1tICVFOILy+rpk0IqCKgs1He/dxjn8voFM2LMZYqXdfBPVKax0tqnSPMukZFALRpGtx7AOQdF5wn+u8XHwLHcRzn9Gr+3ru15DcRqbWKyA9cIlmIbFIU1mz9tA/E84QC9pe5dh2fKlgxCWka40MKqnBZX29TfW3bphhE5O+/X/u+PyPJFr/iXT9Pt7YTjBzatm2ahIB1CGve8Zfhkl+erVssEfZ9f8Iw88ZPOgBUlYhijCDDuLnMc54Qj/I5juM4DxV7+7oFEUsp5vEIPzKvyfIAzZolhPDSrELgg+P/tCV81pOamUXUypngSGLeZy56Qjg0yfG9sxtyblOKMUZV/f33OueccyYiRCilEDOMnd8BAM3tRb+qdctoDKuIykREkGL70q5iZKlV1KJqer/fnAt/fNQqfkPgnMt6vb6fV63ujpJ557ZtG5lKLoT65Leq45LPcRzHcR4scob4Xq118vTHoRrqZ0FEUou1WW/bJgXSbUnYciH+hJfSFr5WkFlrmXt42ll81kFbEAZUbaYx0zSiCKjniRYiJEamGEKotb69vZWhVg1rrUTcpDbXrIA65DOioqJ++dvTyhGblFIKL02qIlLr2DCzMk0C9ymO1jp6vr29mVus3qnedZauazO/bdvVaqUy3Mge4nOe9L9lfAgcx3Gcz1qoTSYl84o1+HlrJpNMIYSmaUIgVRD5MgaPC3+dRZLqpx/cweO8dJGfUmrbJCKvr0MbBksdZGYV7UuGUf4M6NdeX03OSczctk3bpFqHkKXdrSEQAADKEyi+wb7FmiVYHekiu/J+MswKRJm25jFPNPkdZ4ZH+RzHcX4E7y569tsKn7nDqSf1ZOABs1qg+YP24SPIAGC9m3Oxfs6AyApQbQF5VlIWjQ2ydbk+VwRAUHmSnDqdbA93xxlF7OARUaU0TdO2kQitnxsh3LC9wfISHFrfH5Q6IAqq0wPig2mQtuodg7RQShXFsf34kO54aFSWF1RVCFlBRYToNvFMVEBAVQGQJgRmKKVYeufUOKGCHtOuRBRCiJGL6Ovf667rRAQpzK8sjIFD0p1rPnz9lzFxmRtgasLCgdu2bdvWLE+HkxzFjE1SuwUVgJYTVd496+H3YT61dDiMaZpZlPj0j9JQxRcDB35967oqzFEQaNZU40b3kQ4BXAUGIBGp+tLElxShVoQKau/sfOMsAnnZ0xPHccnnOI7jPLuAPCE5EJEZAaDvl8V7D8iJmoToEeFxz6X07BgQkQgnq5pfv37FGK0cbrAB/FKhThNIk+3qs81VIhKpsY1EJFV2JKEeVgUiklJqmggAm02/3myGhxPDtPl+S/PtOCDiy+rFPGMtCP/kaoSYAg354TT489zx9iGCIe+aNKUUQhApLtgcl3yO4zjOV1JxtxUb88bcY6d1FFERHRfQ20jgvOPcXTXP+EWfJJAAcFQezBxjTClNI3/z5tGPmTx21eaX9YkODREAQgi1CuyYiw6TYW5QaZegaRIRdl3u+z7nLOMJfhfb/Z0mCqo6huk0MP96eVmlALu+nU8uV1Wl67qc810P1aL1lncNAC8vL23bwhCXJpFKXi/luORzHMdxvpk4PFNcLRz8RbWUuhAGiy7k91hl7vZuPryQfcxqfuoUF0KIMaYUEYfgmMUovpao0MG/EayFm4g8TxBsjOZqCCGEUEq/m4KIC2Fj479aNSLw9rbebDZTH/l5xvJXj+cMeY9j0ikCiJQmxD/++NNmo4rYmFjAuY6uLU+r+Po+930vUyd0vNONazkCogohhF+/fplfKwzRURd8jks+x3Ec51vIuUvViC3CJmMDVa11WTl2YgF9wyDDncKYV60cFUazFkuGnBwvv+i0mfwqzNsDnulEiAhUYoxEqCpDeaEecEO1iKv1mVivN5vNZvDkWIYBv1X+HgIAQuLYrprUBAKQUe9N8c8nn5mqWkoREUKrBL5XYuf8cUxKCXF4pjAvY3Ycl3yO4zjOFxZ7B7c555VJEliz9SpwIkHu3nrs0lq+YSWntzkwBIWtOWeKkYclNWzH5Nja8ZFK9eAx7Gvm6Q+TRojY9/2zTWwiElFLna1VCLd+ITqEKFlEYowpBgXIudtseusaYo8qVGQe6PvqK3tVRVHTsQhKzE0Kq7aJgUGkDn01eLqycEbvgQMuTSdn77F/nvlcZvGuVOm6rtYKyBaHBbrjNUJEIm2aVGtVlUnyEbH903Fc8jmO4zjfnP1MzilZsdYqItNq8uAacbGevrnO2X0e/05iJ5rl4qzC8OAOTx/nVAOGUkFBx/heDGx5kACAY9bcIrv18dfuuk/VWlNKAGgt0Z5pNg6Faha7m9KJx7CkIqKKtm0bI/d9MeWwNCxZKr0vad8ySVwY/GCFEJumTSk0IRIPSYuIw7Q/c3o/wy+MwhiDtWtz5z6Q85j27EWeIn7H7qkTt4ZHCB2XfI7jOM7Xw6JVJvZMEswMD38WBIAqKiqqRJRSSikG/j4BgbmvyZAA+UzrVxFpUiSi0ue5P6f9HWPkFBBgvenf3t4sD/l7P5GxQYnEbdusVi0TAcg84O2txM/8fZuPqys3xyWf4ziO8+PY+nMCWJnNDx4LUBkEcNu2MUZEc4AYus+fGUKZBzc+PfNzKWuJiKiU/GzGM/a4IcYIQ0xGDwVh8PXtbbPZ2Fl8S9WHVuQ2CpVVE9q2bVKDiKICMg0LvaMVn2O+fb5mBrBmj+OI4ZmD5jgu+RzHcZzvsx6a2xuaG8Q3Mri/DCvVY+amaVKKYLVh8BW87y+R9zB5tzwfxDjOw53DFtVa69/rTa31c1NqHzcVre1eu7KeeyIChzKWXaucM5wAMFN9rvccl3yO4zjOD8OCV1NZFPzUmAAAIGAInFKK0bwiYYo1XdHR/jmNAU30Tdr+mUQOICIhTXJ0t/ej9H1fSp27hnw/68UpCzHG0P7RBuJIACC12oDQQsTAd+w0f6ch3X2VAKsPjuOSz3Ecx3nGtctHtpk8DIeVNCgAKkKpRURUcHgEjtd89XwhvrcKt0DZ0vcPERQEcd59bd9Vv146Pnj0MLZtJLblULVYRispIGJKoWnSfIgU8BxRccIt5vT2lyrJ49ujmcvMxw8tP3DSCKgi0qYXVeirAAeRoQvFvpBYauGdd8z5cDqe24gOVCGRJoT1uqu1tk0bQpxEDSGBLMOtF+m9q8f8A08QFhcPdOeAiTCjKlMYx15BM0FuUvPnn39Yea0FPPfP+qJBfzfT+Mz59pGfoKGLxuyY4DYXwn7WzLBUAVQhKyju1OzR7MTNhOmUDZWHUh2XfI7jOM6XF43elmq26KZpWEIIHMJioL7Z+Y5xs2c8NSIiYqskbds2xnBbc5lPP2Xdl4CHLlDTNKvVymLvX30GquoUmbzrb87cgRPxQ1/lv42OSz7HcRzH+Uyxets9EmzjHla/x4z4HPLgfpJPddu/+6kQ0bZtiDSlyIxd1zNzDGFagV93zJ94pnr5+23bImKM0a7R+Y5Bz3mfqiqPp/AYKTU+rAEXbo5LPsdxHMf5elrltkv5SdoRkTVbZyaYBfe+5cN+k3yjLys+2bFBSokIc5b1+q3v+1+/fsXwzRY/7+TBppSm/hlfrpv8/i0ZQmDmnfziu02eKXZ99Xd9xTF3XPI5juM4znI1hiMwPQj/kUYtqGo1bMwcYwwhMKH+gO4UVtNlrReJ+LmOjVkJ//H3uuTcb9YpJZPmtpq/ehX+Wd6zupfJiWpq79TBWIuU6SZd1r99NWIMokr3vwrzxE4iwtvs0xPgHZd8juM4zpdd9MNhV4anXtzcar1IKjBY1wAApJTaJtra2iJ+09ddZ3fxJa7+c7ZeLDl3Xff6+hpjpBis595oEgOIdvB69VnffC5dPIcRUN+f59ZvUFWZ+csldi6GHRFLKRT4/reSdc5ERGDmj6R1usxzXPI5juM4T6p29reZCoFs6Wytq2EWRph7bMJJi8vTR7K/q70Njq6rJmNMhBssys3ekGemLAsjh0Hv6dBsPcaYUpiru+syux62Rjxpizpei9lm1skNtoMMRJT7nHO2dxGeKIKEROvNhphtig6d1AQIgeijOu3xwslmFe7a0W49Y0UQ8dcfvxYHNvjHzh49XDHfzj/Zi4Jvp29z2xsRlVKYuZSSUlSF3Pcpvtw7YmbTXESaJq1Wq+kQ92/nE00dcff3wrWf45LPcRzHeXbmK5sptmMKMJxdH7UICV7bruCznRJ1ucC1fM6UIn6GcvvEKYGAIrKV/aJPeNIWcdYvfjWQcJpv25ROBABF0Bjo5eXFOoLAhT0GnzbuZz8vzFxrZWYifnt7U6mnn1PcaG4Pgnm1WlnBqss1xyWf4ziO8zW4SWTDHr3bmnJqtn6pVPj0VeYV9i2LjyCiSDU7xBBCjIHwoymOX0IlDtFOQERU0KEJO5H986mUniJYv7RzciC/xMirKinYDYigVpv3T7/+SCmFQDBTQfZo5qtbxU7FhzFGVVmv1ynFx/xCiNSX1UuKQVUQwHvUOy75HMdxnJ8iF6d1pMV2dh+0v1+/N1+AnsjmOq3EbiKLbrUUDiGklJhp30QQ4bKCxi8WFcStd8sz6wqBbbKp7ovCLzTeQ6AJFVRFEBEUVqlZtW3TNIAqVWwGTTfpV9d7lrBqgT4ifH3tVIdg7b19aCxVu2lSqQJSYojgOC75HMdxnK+i2T6y/IKZXUet9YOVKgd9X84TQvqpw7j9u2maEEIIBAAqOxWMCIp4wYF+uSxQi/LZinwq+cMn9Gwdj+iA4+UXlEDTLcOMbVytVqsYSERs+k1tyq/Y7QOej1z3SEVVY4y1Std1Fl2GvTK5ewz1atWGEEop4UaOnY7jks9xHMd5ar03l3wW4hu9TPCiqqFps0+3r7xJX74Yo60G9UCfa/0RmWCTlz2iyNI1x7nLLaxKzCGEtm1CIJHBPQhE5/fjmY9UnvyUmVlViaCUIa3gMVrUmjqqCgAQkXpap+OS71shGbCoaslMEDiwogAWRbGUClQftDuNPBBjrz0iskYUrARZtevWLEqQMoUI2cfpHlTtABvSwKzUaBJBYWEALQTaKf5WjND7QN1nRSMKjAgAVUgRWlL6Q7AC9ZESaKwdcPskynAK6UxeHbBoMj4s+BGUQOFYtOf0Km3x7hWCUHUuPHQ8DD3wu3P6eBQICBQAyfSbbUgItWrDsIoNEZj+hVkLr/Hz/O5q9DFy9yIHxXmaroXuYGnCKYgMAKpAGLq8tk+JHu55gMeVIm23JbscVm6HN4oT4naHw3GR7mjx8wxddO9UbC8zFYA23XHaIQ1jLsN2Yx/A2antznMQBT5wQRBAQVSRkEFJCiKmJq1WqxAC4tD7cVB6oDS/Hz974l1z5+4eGCGWUmKMXVd///1a7JYEGobT7nRFGu5yUbR5RfMLpmddYxwtUYEBVLVpmlXkWgVFtQLxcsxOj+GJd92303HJ9/l0OYYm9j38m3/zP/5v//v/tdkQIiplABEkkEjoquMu/Ov/6j/7b//r/yIpAwMUKAEEBf7n//X//e/+hz//5e/XP39Rh5LefKDuAb3U9Fp/Y7v61//5f/Tf/Jf68s8ARL0AENT4P/3j7d/+u38P65UP1D0o8RXLn7Emglypb+X/+w+l++//0//4PwhAGTgofN7iwATeMEmIptZe8/jeEw8t7gkVPWNNf+z15QbMiMgnzNnPHOEv/LBiXJ3rCHzbhSwefhGX2xxJaR2C4++M54EPq6kaVWVEBCRAKxw1vTe1S/lOWmIRn8ylNE2jqq+bdZGK40MIHUcbt88h4GD+N577veNjrFEzt00L3jzdccn3XcEoAggJ/8//+//5X/6Pf1flDyUGrAACGlCjkquOm60m5//8T/79P0AUiApKUAEh4fVq/f+3dzfLbSTLGYa/zKruBqmZsRwOH0echW/BF+D7X52dF1547YU3jhiPxB+guzK9aABsAiABnREoiXqflSRS+CkUgPq6sqoe/+Fv/3G7/vx/N/7X9XBnjXa7hjHv/inM+3797/8mW83zM1PNqsfM9r+T/+33X+REvisNcJqmG5tupci+lfbpv+8//1Gldl9caSVsUzR82zH9vnpz3qXjR98Q4kubYTcS347bl8cz/LzdNnO+ELDcu2U/33tJ//jRj0s4+uv2SXvaImYcTpDmqasIduJfngo4t/NU0byUvu9uV0Pf95KmafruL7t8BaVWr+Vxvd5sNvsPpdyF5H1bxyIw5+5Hl0/xLUcmc4qutfZ9icj9SwAQ+d6V3ltTmPpSIz3lFpLUzJpnKDItaaWvNIx61pKhkJlKTrJqRZKrqusfWgy3/eam3W/WUT/Qbtf5Tv11fffHXYwZVXYj05TjWLwqzdttlo/Zf4pHGuo6gTtKeywRzWMTpmzjw51M6qaImHJVbPXN3qSZ82EM2p2/t1y8p5/i+ve+InQ5kbIbdy72L/3ixPAu2m1/IeDoednFbfv3/vh7SXoHec21zHv5bCuVgyWeucyF22Mkdqtbc/k2bJnZeflwe7taDW6at00qpeh5ye476FTHh6B0QxeR6/U6Fgtl0xQm3xWSP2Uy29dqb2dN7cvves57q9XKzabWdP19YgAi37f4eh/Di3VuFjatN96FmcyaaTK5KZVOK13pmzQtLDS4JDVXalBdjaXL+3EI6/ymTczyXcUny+rWdytNrjG1GktvY1g8mnfeNE3jfel7GuoaJvsQ1lUbq40t/bbZP64+FknN3YfShuJH9YlvOPxa7s4yF3m+syHmVxye/oTP3UzzpYBv1SBx7g7tgkF/XLbr0KlrIk//6Me/81Spac/ynp0ItHOAOb7LzOapUurNzc0wDO6WL2yb9J564/JiiknjOE5tmp/v8mnOZ2/kK2XZu5MY84JFm0UWse0LtdZVV+e+bYtrPQCR7x19jUWn4jmps6Gvq5bF54+dkGeYTEGjXWsEER5lCmtFqcnUpJVqteGjpnhUlfVO5LuK3orLSmt1E4oMa2tNK/3q9qsUrTw+dtOUTLFeyYfwnCRXU8hHj7UileUXRfoouf5kXeey6O7sry3/MG+Ud7KYczn2+tK5vuNHcsm/HN/MucefuqAA9fLd/0opB+uC3sEh18ed5PKXcv7laRr/fCPsh/gRuV9MpQsWB559rKcX4X3pOQ1PGxHt+rxy95fd/448Ov7hqTgzU6nXCg2fikHnF2KXUNxsNQzDMAx9Z6b52L15fm+5hdL3E9Je+oh4+e1mr7yR3b21GMexRZiVp4WLtvjvNr/Xc9/S7tutc+zyl1jKiPlW3L2vpVYfx7boAbnbf0c/X3E7iHzvs0kmmYW6LM2rphZNsgyzDLmFBcvJvn7W2354lywqnp42qaZkkzYPLdef1X6/jV8e/FNXaK5rGMfNbUbWuhmKiru6Tj65+mGUokSuWvdQ2LjoKlr+4VH7mGS5cWu1reMhU5b38tq6vvjbvRP3Q5nl9gnLHVz2f75w25KToej4vxwfvH5+IPu8xHR+eM+mO9JTX3zU2MHJzpmRGe5eShlW3b7Cc/Hw4pJJ2Dcelx83+/Hge9nUxzO3r2zub2ZmPm/Oud/gJ3dBZZmIXm/q4r67taeNUGzeKEi7ixRnB9YX/3zZYw8XZMblw/dd8MvDPWDnN8yuMtOlsNR8lNvcMeetPFNyM59Xo0XGsyVn6RY2H/iRclkp5XZYDauuetlN6J3vXWffX1+rU71yy8vTXF65OLLdwfT5W35/7Ke711o+PzyM46jM+RTI+UcZc+/YNrEvrllka61sC7I8v6w82N0jpmEYbm+2l9ncLLOZ+bKX6oVSzwv30aFGFES+70JYhiJrd7++37QpTeZVCplbutTJGfh+ZbuvUFOYaq6llVRCpaQ8bkuOdf1HaR+7VTEi31XcDPXmTg/jupWmKkXtvH62TfH7ktWypPWsYr3a6PzO9EFZm3kUu7fHabCuSJoiNlGbVIu6Nw4Mc3w6nt87zmZ/R9rZ58bLk9iJwZktRqJSKltrh7ecfjbgHTy85bK0+T/NY7valeIlI/Qs7L2LT+AvnK/YFvmmzTMw0zQ9ReWXDwE/2Q3m8XlEKmPuddPUWmv7PHmQwE98ZV/84P0wF72Y8y95/BFxMHWULba5zSS1fXcyy4hQKqLNzyp3J9f7fMfLdWgRyt0Bj7X2pa5uejfXYmbpWwWGs/1keVnhpcqCs+cEzi0zX2kqpUxT22w2rbXlctpSirubqdhT+xVZ2HZjYTPLRbWuXXhIQ0xSZGYtJVPjOJnZ/m2+3JPnPU3vg8j382rWyTxSxVeddy28tZy/xiKrZSeOhrtW2pYy1VRLKkLFUqOmjY/T7WS/TrXf2Eca/zo23ecbtZW6jTfpUbnSRquulHBF92C661K6paGuootmNy0HWcqmtLHJNylN1S3N1fJB9haR72BR0P4whleGfScKMvXsJO6XL+2fHzueG1Qd1lbt89v2iaTyeSo7vtvMdvA4j8/dqrWW6vNh68sD695NnFuOX196aQ4K8+aZuVKKtN275WCW71TZ7Yl71n6Wb5cVd6/dtrBzm6NeeYKX7wGzG75HbHPifiFiRpxvyOeFnU85Yj9b6Lv7s21CSIVZmmu+KOG+PTXEzYos5krC59+CnpKybHfmXHV9l7vZrKcjBL6brvX6pNZBkedrHxqL3jUn4YiotXZdubt7GDcbpczNdrWV0Vq2mE9Gt7liNne9peS8bC+X5/ItynBffyNExDAMq77fPv6M/au5W49pF75xONoBRL7v3uRhKtJvfenicfDKuXxv8+WxqpFuFlM1yUxurtVdKf/5zx8/3j2uP/72P5+moWPTyKv4dPvY37XH+su//PZB979r9Rel1+aKG3n3IX//68N/rfIvNNQ1jN2dTZ/71pnGWK9v2uZf4364l25uM2UZ9eT5zF/u7ASdLVx+8t7yFIeTt3bi8k58hfmx4wm6wzGW5dkR1/6R7JPDwYRPKT6sOpNFRipPRr7veWB3yWN7vQJt2yD5rPouWpNsuYPrwU35JYszS9mNs2WK/amPtdaMlJQRZ2sLzv5C7Pbt2NcQHjzfWmvZnI98soPN2/blKdtbm3LabuC5S4KluLubZ0SLmNx8G9uk+Ui99jyvesqLu9uw6vu+d/fWWtm2UqrM5cp2fPjc2/TAgwsxr+S94yrik7+8+6ktr9TsrzS5e4TGcdy+xJFhMfeKYRjq3Cy57QPzlOA84R9z/ec8AZi70xIvUWRmwzBINk1N0vZCj+yV+tUf9Mh7/ISYmz76XG+j+TRNk2nlXiWTRdoki5QpzcjJXz3t7b6ZvfomN25eo0oWqbXauH6saR5lU3pjlu9a3+Wj1Hl0pUvrpl6myaNqysde/hi6t2LJKtZrfehIVZZmU5qkvmT9NXMK3/TeZ/S5/pOHIl7+Of/Siq9Xbnk/XNud5TDX5CnzaUh3dC86+y9nRWtP03rzgPBoQ7+DwfHxjNDZX9Buw4bI8KcqsnjeAt9jwfmFRYAnpu9OXRrYr4qc/+amlGWmu0U83dG+mM7PNbWklkptr2bYLk6nFLFdsma7owtee/xnU722Mzy2uONSLHdPKaKZn30F89lTOXlHJ04BT1Mq0n0+O6DMD3dusDSZHU4d6vlUXmaae6otn4HJf5Q+dsnHSD4rCphnRG2/cU/E9sXavrXnMxhSiqxlu8GmybRdKfl0psr8V/+SEe6cwIuZ9h8j+22E5s+B53H7aS8Zch2IfD90AMG3CB6HQ42DzST4VH0zx/Mwlyx3wVdp6nkkQZ8HfqChAm9VAN8zJqzwYyRAxr7fNn7jLZv6cOdJAACAPzPYYFILAAAAAN4rKrUAAAAAgMgHvLmz28ED77Xn09sBAMDXQmEnAAAAALxbzPIBAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAADt9eYAAAACVSURBVIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAAAQ+QAAAAAARD4AAAAAwHfp/wF3dbg1sIEqYwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">22<span class="ff5 fs8 ls0"> </span></div></div><div class="c x3a y30e w27 h41"><div class="t m0 x2b h16 y30f ff1 fs1 fc0 sc0 ls0 ws0">skutecznej reali<span class="_ _0"></span>zacji projektów<span class="_ _0"></span> oraz </div><div class="t m0 x2b h16 y310 ff1 fs1 fc0 sc0 ls0 ws0">wspólnemu ro<span class="_ _0"></span>związywaniu </div><div class="t m0 x2b h16 y311 ff1 fs1 fc0 sc0 ls0 ws0">problemów, co mo<span class="_ _0"></span>że pozytywn<span class="_ _0"></span>ie </div><div class="t m0 x2b h16 y318 ff1 fs1 fc0 sc0 ls0 ws0">wpłynąć na wyn<span class="_ _0"></span>iki finansowe <span class="_ _0"></span>firmy.<span class="ff2"> </span></div></div><div class="c x4 y312 w24 h3a"><div class="t m0 x10 h29 y24c ff3 fs1 fc0 sc0 ls9 ws0">19<span class="ls0"> </span></div></div><div class="c x38 y312 w25 h3a"><div class="t m0 x2b h29 y2f9 ff3 fs1 fc0 sc0 ls0 ws0">Incydenty </div><div class="t m0 x2b h29 y24c ff6 fs1 fc0 sc0 ls0 ws0">związane z </div><div class="t m0 x2b h29 y24d ff6 fs1 fc0 sc0 ls0 ws0">korupcją<span class="ff3"> </span></div></div><div class="c x39 y312 w26 h3a"><div class="t m0 x2b h16 y24c ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div></div><div class="c x3a y312 w27 h3a"><div class="t m0 x2b h16 y2b4 ff1 fs1 fc0 sc0 ls0 ws0">Przypadki korup<span class="_ _0"></span>cji mogą prowa<span class="_ _0"></span>dzić </div><div class="t m0 x2b h16 y2b5 ff1 fs1 fc0 sc0 ls0 ws0">do nadużyć finan<span class="_ _0"></span>sowych i </div><div class="t m0 x2b h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">nieetycznych d<span class="_ _0"></span>ziałań w różn<span class="_ _0"></span>ych </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">aspektach działa<span class="_ _0"></span>lności firmy, w <span class="_ _0"></span>tym w </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">procesie wyboru<span class="_ _0"></span> dostawców<span class="_ _0"></span>, </div><div class="t m0 x2b h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">realizacji <span class="ff1">kontraktów<span class="_ _0"></span> czy w obiegu<span class="_ _0"></span> </span></div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">dokumentacji. Tego<span class="_ _10"></span> <span class="_ _1"></span>typu d<span class="_ _0"></span>ziałania </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">podważają zau<span class="_ _0"></span>fanie do firmy, mog<span class="_ _10"></span>ą </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do nieo<span class="_ _0"></span>ptymalnych<span class="_ _0"></span> decyzji </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">oraz pogarszać<span class="_ _0"></span> jakość realizow<span class="_ _0"></span>anych </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">projektów, co os<span class="_ _0"></span>tatecznie wpł<span class="_ _0"></span>ywa na </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">operacyjność i wi<span class="_ _0"></span>zerunek org<span class="_ _0"></span>anizacji.<span class="ff2"> </span></div></div><div class="c x3b y312 w28 h3a"><div class="t m0 xe h16 y2f9 ff1 fs1 fc0 sc0 ls0 ws0">Cały </div><div class="t m0 x24 h16 y24c ff1 fs1 fc0 sc0 ls0 ws0">łańcuch </div><div class="t m0 x2f h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x3d y312 w29 h3a"><div class="t m0 x2b h16 y1f3 ff1 fs1 fc0 sc0 ls0 ws0">Wzrost kosztów<span class="_ _0"></span> operacyjnych,<span class="_ _0"></span> w tym </div><div class="t m0 x2b h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">wydatków zwią<span class="_ _0"></span>zanych z </div><div class="t m0 x2b h16 y1f5 ff1 fs1 fc0 sc0 ls0 ws0">postępowaniami<span class="_ _0"></span> sądowymi, kar<span class="_ _0"></span>ami </div><div class="t m0 x2b h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">finansowymi or<span class="_ _0"></span>az naprawą błędów<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">wynikających z<span class="_ _0"></span> nadużyć. Nega<span class="_ _0"></span>tywne </div><div class="t m0 x2b h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">skutki dla rep<span class="_ _0"></span>utacji mogą ta<span class="_ _0"></span>kże </div><div class="t m0 x2b h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">skutkować u<span class="_ _0"></span>tratą kontra<span class="_ _0"></span>któw i </div><div class="t m0 x2b h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">spadkiem pr<span class="_ _0"></span>zychodów.<span class="ff2"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y319 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y31a ff6 fsb fc0 sc0 ls8 ws0">IRO<span class="ls0">-<span class="ls6">1 </span>Opis procesó<span class="_ _1"></span>w służących do identyfikac<span class="_ _1"></span>ji i oceny istotnych </span></div><div class="t m0 x4 h12 y31b ff6 fsb fc0 sc0 ls0 ws0">wpływów, istotnych<span class="_ _1"></span> ryzyk i istotnych szans<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h45 y31c ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y19b ff6 fs8 fc0 sc0 ls0 ws0">Badanie istotności <span class="ff3"> </span></div><div class="t m0 x4 h11 y31d ff3 fsa fc2 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y31e ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _c"></span>Kapitałowa <span class="_ _c"></span>MIR<span class="_ _1"></span>BUD <span class="_ _1"></span>w <span class="_ _c"></span>roku <span class="_ _c"></span>2023 <span class="_ _c"></span>przepro<span class="_ _1"></span>wadziła <span class="_ _1"></span>komp<span class="_ _1"></span>leksowe <span class="_ _1"></span>b<span class="_ _1"></span>adanie <span class="_ _1"></span>istotn<span class="_ _1"></span>ości. <span class="_ _1"></span>Metody<span class="_ _1"></span>ka, </div><div class="t m0 x4 h6 y31f ff1 fs3 fc0 sc0 ls0 ws0">według <span class="_ _10"></span>k<span class="_ _1"></span>tórej <span class="_ _10"></span>wyk<span class="_ _1"></span>onano <span class="_ _10"></span>ba<span class="_ _1"></span>danie <span class="_ _10"></span>została dostosowana <span class="_ _0"></span>do <span class="_ _10"></span>wy<span class="_ _1"></span>mogów <span class="_ _0"></span>dyrektywy CS<span class="_ _0"></span>RD <span class="_ _0"></span>oraz <span class="_ _10"></span>s<span class="_ _1"></span>tandardów </div><div class="t m0 x4 h6 y320 ff1 fs3 fc0 sc0 ls0 ws0">ESRS. <span class="_ _c"></span>Proces <span class="_ _c"></span>bad<span class="_ _1"></span>ania <span class="_ _1"></span>isto<span class="_ _1"></span>tności <span class="_ _1"></span>został <span class="_ _c"></span>prz<span class="_ _1"></span>eprowadzony <span class="_ _c"></span>prz<span class="_ _1"></span>ez <span class="_ _1"></span>podm<span class="_ _1"></span>iot <span class="_ _1"></span>ze<span class="_ _1"></span>wnętrzny<span class="_ _1"></span> <span class="_ _1"></span><span class="ff2">-<span class="_ _1"></span> <span class="_ _1"></span></span>firmę <span class="_ _c"></span>doradc<span class="_ _1"></span>zą </div><div class="t m0 x4 h6 y321 ff1 fs3 fc0 sc0 ls0 ws0">MATERIALITY. <span class="_ _23"> </span>Badan<span class="_ _1"></span>ie <span class="_ _23"> </span>istotności <span class="_ _23"> </span>przeprowadz<span class="_ _1"></span>ono <span class="_ _23"> </span>w <span class="_ _23"> </span>metodyce <span class="_ _23"> </span>MAX <span class="_ _23"> </span>4 <span class="_ _1e"> </span><span class="ff2">-<span class="_ _1"></span> <span class="_ _22"> </span>M<span class="_ _1"></span>ATERIALITY </span></div><div class="t m0 x4 h6 y322 ff2 fs3 fc0 sc0 ls0 ws0">ASSESSMENT MATRI<span class="_ _1"></span>X w wersji czwartej. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y323 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y324 ff1 fs3 fc0 sc0 ls0 ws0">Metodyka <span class="_ _1"></span>badania <span class="_ _1"></span>opiera <span class="_ _1"></span>się <span class="_ _1"></span>na a<span class="_ _1"></span>nalizie <span class="_ _1"></span>matrycowej <span class="_ _1"></span>wyników <span class="_ _1"></span>oceny <span class="_ _1"></span>poszczególnych <span class="_ _1"></span>wpływów <span class="_ _1"></span>ryzyk<span class="_ _1"></span> i </div><div class="t m0 x4 h6 y179 ff1 fs3 fc0 sc0 ls0 ws0">szans <span class="_ _11"> </span>z <span class="_ _11"> </span>perspektywy <span class="_ _11"> </span>istot<span class="_ _1"></span>ności <span class="_ _16"> </span>wpływu<span class="_ _1"></span> <span class="_ _16"> </span>i <span class="_ _f"> </span>istotności <span class="_ _16"> </span>f<span class="_ _1"></span>inansowej. <span class="_ _11"> </span>Przedmiotem <span class="_ _11"> </span>badania <span class="_ _11"> </span>były<span class="_ _1"></span> <span class="_ _16"> </span>wp<span class="_ _1"></span>ływy, </div><div class="t m0 x4 h6 y325 ff1 fs3 fc0 sc0 ls0 ws0">ryzyka i szanse związane z wszystkimi 90 zagadnienia<span class="_ _1"></span>mi <span class="_ _0"></span>zrównoważ<span class="_ _1"></span>one<span class="_ _1"></span>go rozwoju uwzględnionymi w </div><div class="t m0 x4 h6 y326 ff2 fs3 fc0 sc0 ls0 ws0">tabeli zawartej w AR1<span class="_ _1"></span>6 ESRS 1. </div><div class="t m0 x4 h6 y327 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y328 ff1 fs3 fc0 sc0 ls0 ws0">W badaniu wykorz<span class="_ _1"></span>ystano następujące źródła inf<span class="_ _1"></span>ormacji: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 ycf ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>analiza informacji na te<span class="_ _1"></span>mat modelu biznesowego <span class="_ _1"></span>i strategii Grupy,<span class="_ _1"></span> </span></div><div class="t m0 x6 h6 y329 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">analiza modelu łańcucha<span class="_ _1"></span> wartości Grupy,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y32a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">analiza <span class="_ _d"></span>porównawcz<span class="_ _1"></span>a <span class="_ _c"></span>10 <span class="_ _d"></span>podm<span class="_ _1"></span>iotów <span class="_ _c"></span>z <span class="_ _d"></span>s<span class="_ _1"></span>ektora <span class="_ _c"></span>budownictwa <span class="_ _d"></span>z <span class="_ _d"></span>Po<span class="_ _1"></span>lski <span class="_ _c"></span>i <span class="_ _d"></span>ze <span class="_ _d"></span>świata<span class="_ _1"></span> <span class="_ _c"></span>pod <span class="_ _d"></span>kątem<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y32b ff1 fs3 fc0 sc0 ls0 ws0">tego, <span class="_ _f"> </span>jak<span class="_ _1"></span>ie <span class="_ _f"> </span>istotn<span class="_ _1"></span>e <span class="_ _f"> </span>wpływy,  ryzyka  i <span class="_ _f"> </span>szanse  identyfik<span class="_ _1"></span>ują <span class="_ _f"> </span>te  podmioty <span class="_ _f"> </span>w  swoich  raportach </div><div class="t m0 x9 h6 y26f ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego roz<span class="_ _1"></span>woju,<span class="ff2"> </span></div><div class="t m0 x6 h6 y32c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>badanie <span class="_ _1a"> </span>kwestionariusz<span class="_ _1"></span>owe <span class="_ _1a"> </span>przeprowadzone <span class="_ _1a"> </span>na <span class="_ _1a"> </span>grupie <span class="_ _1a"> </span>25 <span class="_ _1a"> </span>przeds<span class="_ _1"></span>tawicieli <span class="_ _1a"> </span>wszystkich </span></div><div class="t m0 x9 h6 y32d ff1 fs3 fc0 sc0 ls0 ws0">kluczowych  obszarów  zarządzania  w  Grupie  MIRBUD  (do  grupy  należeli  między  i<span class="_ _0"></span>nnymi </div><div class="t m0 x9 h6 y32e ff1 fs3 fc0 sc0 ls0 ws0">przedstawiciele zarz<span class="_ _1"></span>ądu, wyższej<span class="_ _1"></span> <span class="_ _0"></span>kadry zarządzaj<span class="_ _1"></span>ącej spółki),<span class="ff2"> </span></div><div class="t m0 x6 h6 y32f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">szczegółowe <span class="_ _11"> </span>badanie <span class="_ _11"> </span>kwe<span class="_ _1"></span>stionariuszowe <span class="_ _11"> </span>przeprowa<span class="_ _1"></span>dzone <span class="_ _16"> </span>z<span class="_ _1"></span> <span class="_ _16"> </span>9 <span class="_ _11"> </span>ekspertam<span class="_ _1"></span>i <span class="_ _16"> </span>obs<span class="_ _1"></span>zarowymi <span class="_ _16"> </span>w<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y330 ff2 fs3 fc0 sc0 ls0 ws0">Grupie, </div><div class="t m0 x6 h6 y331 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">ocena <span class="_ _f"> </span>szcz<span class="_ _1"></span>egółowych <span class="_ _f"> </span>parametrów  istotności <span class="_ _f"> </span>wpływu  i <span class="_ _f"> </span>istotności <span class="_ _f"> </span>finansow<span class="_ _1"></span>ej <span class="_ _f"> </span>zrealizowana<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y332 ff1 fs3 fc0 sc0 ls0 ws0">przez troje ekspertów <span class="_ _1"></span>MATERIALITY,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y333 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>badanie <span class="_ _e"> </span>kwes<span class="_ _1"></span>tionariuszowe <span class="_ _16"> </span>i <span class="_ _e"> </span>us<span class="_ _1"></span>trukturyzowane <span class="_ _16"> </span>wywiady <span class="_ _16"> </span>z <span class="_ _16"> </span>6 <span class="_ _16"> </span>przedstawici<span class="_ _1"></span>elami <span class="_ _e"> </span>klucz<span class="_ _1"></span>owych </span></div><div class="t m0 x9 h6 y334 ff1 fs3 fc0 sc0 ls0 ws0">grup interesariuszy<span class="_ _1"></span> zewnętrznych Grupy MIRBU<span class="_ _1"></span>D.<span class="ff2"> </span></div><div class="t m0 x4 h6 y335 ff1 fs3 fc0 sc0 ls0 ws0">Badanie  istotn<span class="_ _1"></span>ości  było  pr<span class="_ _1"></span>owadzone  w <span class="_ _28"> </span>ok<span class="_ _1"></span>resie  od  VI <span class="_ _1d"> </span>2023  do <span class="_ _1d"> </span>X  2023.  Wst<span class="_ _1"></span>ępne  wyniki  an<span class="_ _1"></span>alizy </div><div class="t m0 x4 h6 y336 ff1 fs3 fc0 sc0 ls0 ws0">matrycowej były <span class="_ _10"></span>prz<span class="_ _1"></span>edmiotem <span class="_ _0"></span>warsztatu walidacyjnego w <span class="_ _10"></span>dniu 3.10.2023 <span class="_ _0"></span>r., w <span class="_ _0"></span>którym wzięli <span class="_ _10"></span>udzi<span class="_ _1"></span>ał <span class="_ _10"></span>m<span class="_ _1"></span>.in. </div></div></div><div class="pi" ></div></div><div id="pf17" class="pf w5 hc" ><div class="pc pc17 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">23<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">członkowie Zarządu Grupy.<span class="_ _1"></span> <span class="_ _0"></span>Ostateczne wyniki badania<span class="_ _1"></span> i<span class="_ _0"></span>stotności<span class="_ _1"></span> <span class="_ _0"></span>zostały zatwierdz<span class="_ _1"></span>one przez Zarząd w </div><div class="t m0 x4 h6 y52 ff2 fs3 fc0 sc0 ls0 ws0">dniu 5.10.2023 r.<span class="_ _1"></span> </div><div class="t m0 x4 h45 y337 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y338 ff6 fs8 fc0 sc0 ls0 ws0">Perspektywa istotności wpływu <span class="ff3"> </span></div><div class="t m0 x4 h45 y339 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y33a ff1 fs3 fc0 sc0 ls0 ws0">Identyfikacja <span class="_ _f"> </span>i <span class="_ _f"> </span>ocena <span class="_ _f"> </span>wpływów <span class="_ _f"> </span>były <span class="_ _f"> </span>ściśle <span class="_ _f"> </span>związane <span class="_ _f"> </span>ze <span class="_ _f"> </span>zidentyfikowanymi <span class="_ _f"> </span>rodzajami <span class="_ _f"> </span>działalności<span class="_ _1"></span> <span class="_ _f"> </span>i </div><div class="t m0 x4 h6 y33b ff1 fs3 fc0 sc0 ls0 ws0">relacjami <span class="_ _c"></span>biznesowym<span class="_ _1"></span>i <span class="_ _1"></span>Gru<span class="_ _1"></span>py <span class="_ _1"></span>w <span class="_ _d"></span>ramach <span class="_ _c"></span>ca<span class="_ _1"></span>łego <span class="_ _1"></span>ł<span class="_ _1"></span>ańcucha <span class="_ _c"></span>wartości, <span class="_ _c"></span>któreg<span class="_ _1"></span>o <span class="_ _1"></span>m<span class="_ _1"></span>odel <span class="_ _1"></span>zos<span class="_ _1"></span>tał <span class="_ _c"></span>opracowany<span class="_ _1"></span> </div><div class="t m0 x4 h6 y33c ff1 fs3 fc0 sc0 ls0 ws0">przez <span class="_ _f"> </span>grupę <span class="_ _11"> </span>robocz<span class="_ _1"></span>ą. <span class="_ _11"> </span>Łań<span class="_ _1"></span>cuch <span class="_ _11"> </span>wartości <span class="_ _f"> </span>stanowił <span class="_ _f"> </span>podstawę <span class="_ _11"> </span>do<span class="_ _1"></span> <span class="_ _11"> </span>anali<span class="_ _1"></span><span class="ff2">zy <span class="_ _f"> </span>faktycznych <span class="_ _f"> </span>i <span class="_ _11"> </span>potencj<span class="_ _1"></span>alnych </span></div><div class="t m0 x4 h6 y2ad ff1 fs3 fc0 sc0 ls0 ws0">wpływów <span class="_ _f"> </span>wyw<span class="_ _1"></span>ieranych <span class="_ _f"> </span>prz<span class="_ _1"></span>ez <span class="_ _f"> </span>Grupę <span class="_ _f"> </span>p<span class="_ _1"></span>oprzez <span class="_ _f"> </span>analizę  m.in. <span class="_ _f"> </span>dostawców<span class="_ _1"></span> <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>(<span class="_ _1"></span>do <span class="_ _f"> </span>której  zaliczono </div><div class="t m0 x4 h6 y33d ff1 fs3 fc0 sc0 ls0 ws0">również <span class="_ _f"> </span>kontrahentów <span class="_ _f"> </span>Gru<span class="_ _1"></span>py <span class="_ _f"> </span>i <span class="_ _f"> </span>partnerów <span class="_ _f"> </span>biznes<span class="_ _1"></span>owych), <span class="_ _f"> </span>oferowanych <span class="_ _f"> </span>produkt<span class="_ _1"></span>ów <span class="_ _f"> </span>i <span class="_ _f"> </span>usług, <span class="_ _f"> </span>strukturę<span class="_ _1"></span> </div><div class="t m0 x4 h6 y33e ff1 fs3 fc0 sc0 ls0 ws0">organizacyjną, <span class="_ _10"></span>klientów <span class="_ _0"></span>i <span class="_ _5"></span>uż<span class="_ _1"></span>ytkowników <span class="_ _10"></span>końco<span class="_ _1"></span>wych <span class="_ _10"></span>produktów <span class="_ _10"></span>i <span class="_ _10"></span>usług <span class="_ _10"></span>of<span class="_ _1"></span>erowanych <span class="_ _10"></span>przez <span class="_ _10"></span>Grupę, <span class="_ _10"></span>a <span class="_ _10"></span>także<span class="_ _1"></span> </div><div class="t m0 x4 h6 y33f ff1 fs3 fc0 sc0 ls0 ws0">koniec życia inwestycj<span class="_ _1"></span>i i zarządzanie odpadami.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y340 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y341 ff1 fs3 fc0 sc0 ls0 ws0">Działalności, <span class="_ _e"></span>relacje <span class="_ _e"> </span>biznes<span class="_ _1"></span>owe, <span class="_ _d"></span>obszary<span class="_ _1"></span> <span class="_ _d"></span>g<span class="_ _1"></span>eograficzne <span class="_ _e"></span>i <span class="_ _e"></span>inne <span class="_ _e"></span>czynniki, <span class="_ _e"></span>które <span class="_ _e"></span>powodują <span class="_ _e"> </span>po<span class="_ _1"></span>dwyższone </div><div class="t m0 x4 h6 y342 ff1 fs3 fc0 sc0 ls0 ws0">ryzyko <span class="_ _19"> </span>wpływó<span class="_ _1"></span>w <span class="_ _18"> </span>z<span class="_ _1"></span>ostały <span class="_ _19"> </span>ustalone <span class="_ _13"> </span>w <span class="_ _19"> </span>oparciu<span class="_ _1"></span> <span class="_ _18"> </span>o <span class="_ _13"> </span>strukturę <span class="_ _19"> </span>z<span class="_ _1"></span>arządzania <span class="_ _19"> </span>GK<span class="_ _1"></span> <span class="_ _19"> </span>MIRBUD, <span class="_ _19"> </span>k<span class="_ _1"></span>tóra <span class="_ _19"> </span>jest </div><div class="t m0 x4 h6 y343 ff1 fs3 fc0 sc0 ls0 ws0">odzwierciedlona <span class="_ _e"></span>przez <span class="_ _e"> </span>główne <span class="_ _e"></span>segmenty <span class="_ _e"></span>działalności <span class="_ _e"></span>Grupy: <span class="_ _e"></span>(1) <span class="_ _e"></span>Działaln<span class="_ _1"></span>ość <span class="_ _e"></span>budowlano<span class="ff2">-</span>mont<span class="_ _1"></span>ażowa, </div><div class="t m0 x4 h6 y1b ff1 fs3 fc0 sc0 ls0 ws0">(2) <span class="_ _1d"> </span>Działalność <span class="_ _1d"> </span>dew<span class="_ _1"></span>eloperska; <span class="_ _1d"> </span>(3) <span class="_ _17"> </span>Działalność <span class="_ _1d"> </span>związana <span class="_ _1d"> </span>z<span class="_ _1"></span> <span class="_ _1d"> </span>najmem <span class="_ _1d"> </span>nieruchomośc<span class="_ _1"></span>i <span class="_ _28"> </span>inw<span class="_ _1"></span>estycyjnej. </div><div class="t m0 x4 h6 y344 ff1 fs3 fc0 sc0 ls0 ws0">Segmenty <span class="_ _e"> </span>odzwierc<span class="_ _1"></span>iedlają <span class="_ _e"></span>również <span class="_ _e"> </span>podział <span class="_ _e"> </span>ze <span class="_ _e"> </span>wz<span class="_ _1"></span>ględu <span class="_ _e"></span>na <span class="_ _e"></span>różne <span class="_ _e"> </span>modele <span class="_ _e"> </span>gen<span class="_ _1"></span>erowania <span class="_ _e"></span>przychodów <span class="_ _16"> </span>i </div><div class="t m0 x4 h6 y345 ff1 fs3 fc0 sc0 ls0 ws0">wyników, <span class="_ _10"></span>odmienn<span class="_ _1"></span>e <span class="_ _10"></span>modele <span class="_ _0"></span>biznesowe, <span class="_ _10"></span>a <span class="_ _10"></span>takż<span class="_ _1"></span>e <span class="_ _10"></span>różne <span class="_ _0"></span>czynniki, <span class="_ _10"></span>szanse <span class="_ _0"></span>i <span class="_ _10"></span>ryzy<span class="_ _1"></span>ka, <span class="_ _10"></span>które <span class="_ _10"></span>wpływają <span class="_ _10"></span>na <span class="_ _10"></span>d<span class="_ _1"></span>ane </div><div class="t m0 x4 h6 y346 ff1 fs3 fc0 sc0 ls0 ws0">obszary, a które są <span class="_ _1"></span>bardziej podobne w ramach jed<span class="_ _1"></span>nego segmentu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y347 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y348 ff1 fs3 fc0 sc0 ls0 ws0">Ocenie <span class="_ _c"></span>pod<span class="_ _1"></span>legały <span class="_ _c"></span>cztery <span class="_ _d"></span>parametry <span class="_ _d"></span>istotności <span class="_ _d"></span>wpływu, <span class="_ _d"></span>tj. <span class="_ _d"></span>siła <span class="_ _c"></span>wpływu, <span class="_ _d"></span>zakres <span class="_ _d"></span>wpływu <span class="_ _d"></span>i <span class="_ _c"></span>n<span class="_ _1"></span>ieodwracalny<span class="_ _1"></span> </div><div class="t m0 x4 h6 y349 ff1 fs3 fc0 sc0 ls0 ws0">charakter <span class="_ _e"> </span>wp<span class="_ _1"></span>ływu <span class="_ _e"></span>(łącznie <span class="_ _11"> </span>stanowiące <span class="_ _16"> </span>o <span class="_ _e"> </span>dotkliwoś<span class="_ _1"></span>ci <span class="_ _e"> </span>wpływu) <span class="_ _16"> </span>oraz <span class="_ _16"> </span>praw<span class="_ _1"></span>dopodobieństwo <span class="_ _e"> </span>wystą<span class="_ _1"></span>pienia </div><div class="t m0 x4 h6 y34a ff1 fs3 fc0 sc0 ls0 ws0">wpływu. <span class="_ _10"></span>Do oceny <span class="_ _10"></span>parametr<span class="_ _1"></span>ów <span class="_ _10"></span>wykorzys<span class="_ _1"></span>tano <span class="_ _10"></span>informacje <span class="_ _10"></span>pozy<span class="_ _1"></span>skane<span class="ff2"> <span class="_ _0"></span><span class="ff1">z <span class="_ _0"></span>analizy <span class="_ _10"></span>poró<span class="_ _1"></span>wnawczej, <span class="_ _10"></span>wywiadów<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y34b ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _1"></span>przedstawicielami <span class="_ _1"></span>interesariusz<span class="_ _1"></span>y, k<span class="_ _1"></span>westionariuszy <span class="_ _1"></span>wśród <span class="_ _1"></span>przedstawicieli <span class="_ _1"></span>Grupy <span class="_ _1"></span>Kapitałow<span class="_ _1"></span>ej MIRB<span class="_ _1"></span>UD </div><div class="t m0 x4 h6 y34c ff1 fs3 fc0 sc0 ls0 ws0">oraz <span class="_ _10"></span>oceny <span class="_ _0"></span>dokonanej <span class="_ _10"></span>prz<span class="_ _1"></span>ez <span class="_ _10"></span>ekspertów <span class="_ _10"></span>zewnętrzny<span class="_ _1"></span>ch. <span class="_ _10"></span>Dane <span class="_ _10"></span>wynikaj<span class="_ _1"></span>ące <span class="_ _10"></span>z <span class="_ _10"></span>oceny <span class="_ _0"></span>parametrów <span class="_ _10"></span>z <span class="_ _0"></span>każdego </div><div class="t m0 x4 h6 y34d ff1 fs3 fc0 sc0 ls0 ws0">z tych <span class="_ _10"></span>ź<span class="_ _1"></span>ródeł <span class="_ _0"></span>informacji zostały sprowadzone następnie do<span class="_ _0"></span> pięciostopniowej skali i<span class="_ _0"></span>stotności (minimalna, </div><div class="t m0 x4 h6 y34e ff1 fs3 fc0 sc0 ls0 ws0">informacyjna, <span class="_ _1"></span>ważna, <span class="_ _1"></span>znacząca, <span class="_ _1"></span>krytycz<span class="_ _1"></span>na). Każde <span class="_ _1"></span>zagadnienie, <span class="_ _1"></span>na <span class="_ _1"></span>które <span class="_ _1"></span>wpływ <span class="_ _1"></span>oceniony jak<span class="_ _1"></span>o ważny,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y34f ff1 fs3 fc0 sc0 ls0 ws0">znaczący lub krytyc<span class="_ _1"></span>zny było uznawane za istotne z <span class="_ _1"></span>perspektywy istotności wpływ<span class="_ _1"></span>u.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y350 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y351 ff1 fs3 fc0 sc0 ls0 ws0">Kluczowi  interesari<span class="_ _1"></span>usze  Grupy  Kapita<span class="_ _1"></span>łowej  MIRBUD  zostali  z<span class="_ _1"></span>identyfikowani  na  podstaw<span class="_ _1"></span>ie  analizy </div><div class="t m0 x4 h6 y352 ff1 fs3 fc0 sc0 ls0 ws0">modelu <span class="_ _d"></span>biznesow<span class="_ _1"></span>ego <span class="_ _c"></span>i<span class="_ _1"></span> <span class="_ _c"></span>mo<span class="_ _1"></span>delu <span class="_ _d"></span>łańcucha <span class="_ _d"></span>wartoś<span class="_ _1"></span>ci <span class="_ _c"></span>Gr<span class="_ _1"></span>upy, <span class="_ _c"></span>w<span class="_ _1"></span> <span class="_ _c"></span>wy<span class="_ _1"></span>niku <span class="_ _c"></span>a<span class="_ _1"></span>nalizy <span class="_ _c"></span>ef<span class="_ _1"></span>ektów <span class="_ _d"></span>prowadzonych <span class="_ _d"></span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y353 ff1 fs3 fc0 sc0 ls0 ws0">Grupie <span class="_ _1d"> </span>procesów <span class="_ _1d"> </span>należyte<span class="_ _1"></span>j <span class="_ _1d"> </span>staranności <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>w <span class="_ _1d"> </span>oparciu <span class="_ _1d"> </span>o <span class="_ _1d"> </span>kwestionarius<span class="_ _1"></span>z<span class="_ _1"></span><span class="ff2"> <span class="_ _1d"> </span></span>przeprowadzony <span class="_ _1d"> </span>wśród<span class="_ _1"></span> </div><div class="t m0 x4 h6 y354 ff1 fs3 fc0 sc0 ls0 ws0">przedstawicieli <span class="_ _1d"> </span>wszys<span class="_ _1"></span>tkich <span class="_ _1d"> </span>głównych <span class="_ _1d"> </span>obszarów <span class="_ _1d"> </span>zarz<span class="_ _1"></span>ądzania <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Grupie. <span class="_ _1d"> </span>W <span class="_ _1d"> </span>efekcie <span class="_ _1d"> </span>za <span class="_ _1d"> </span>kluczowy<span class="_ _1"></span>ch </div><div class="t m0 x4 h6 y355 ff2 fs3 fc0 sc0 ls0 ws0">interesariuszy <span class="_ _12"> </span>zostali <span class="_ _13"> </span>uznani: <span class="_ _13"> </span>k<span class="_ _1"></span>onsumenci, <span class="_ _13"> </span>pracow<span class="_ _1"></span>nicy, <span class="_ _13"> </span>dostawcy <span class="_ _13"> </span>i <span class="_ _12"> </span>podwykonawcy<span class="_ _1"></span>, <span class="_ _13"> </span>pracownicy </div><div class="t m0 x4 h6 y356 ff1 fs3 fc0 sc0 ls0 ws0">dostawców, <span class="_ _17"> </span>organy <span class="_ _17"> </span>praw<span class="_ _1"></span>odawcze <span class="_ _17"> </span>i <span class="_ _17"> </span>administracja <span class="_ _17"> </span>p<span class="_ _1"></span>ublic<span class="ff2">zna, <span class="_ _17"> </span>inwes<span class="_ _1"></span>torzy <span class="_ _17"> </span>i <span class="_ _1d"> </span>pot<span class="_ _1"></span>encjalni <span class="_ _1d"> </span>inw<span class="_ _1"></span>estorzy, </span></div><div class="t m0 x4 h6 y357 ff1 fs3 fc0 sc0 ls0 ws0">instytucje <span class="_ _22"> </span>finansowe, <span class="_ _22"> </span>społeczność <span class="_ _22"> </span>loka<span class="_ _1"></span>lna, <span class="_ _1b"> </span>medi<span class="_ _1"></span>a. <span class="_ _1b"> </span>W <span class="_ _22"> </span>procesie <span class="_ _22"> </span>oceny <span class="_ _22"> </span>is<span class="_ _1"></span>totności <span class="_ _1b"> </span>wpływu <span class="_ _22"> </span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y358 ff2 fs3 fc0 sc0 ls0 ws0">przedstawicielam<span class="_ _1"></span>i <span class="_ _23"> </span>tych <span class="_ _23"> </span>g<span class="_ _1"></span>rup <span class="_ _23"> </span>kluczowych <span class="_ _1e"> </span>interesar<span class="_ _1"></span>iuszy <span class="_ _23"> </span>przeprowadzon<span class="_ _1"></span>o <span class="_ _23"> </span>ankiety <span class="_ _23"> </span>i <span class="_ _23"> </span>wy<span class="_ _1"></span>wiady </div><div class="t m0 x4 h6 y359 ff2 fs3 fc0 sc0 ls0 ws0">strukturyzowane.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y35a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y35b ff6 fs8 fc0 sc0 ls0 ws0">Perspektywa istotności finansowej<span class="ff3"> </span></div><div class="t m0 x4 h45 y78 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y12d ff1 fs3 fc0 sc0 ls0 ws0">Istotność finansową ustalono <span class="_ _10"></span>po<span class="_ _1"></span>przez identyfikację <span class="_ _0"></span>i ocenę <span class="_ _0"></span>ryzyk i <span class="_ _10"></span>s<span class="_ _1"></span>zans <span class="_ _0"></span>związanyc<span class="_ _1"></span>h <span class="_ _10"></span>z poszczególnymi<span class="_ _1"></span> </div><div class="t m0 x4 h6 y35c ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami zrównow<span class="_ _1"></span>ażonego rozwoju z wykorz<span class="_ _1"></span>ystaniem następującyc<span class="_ _1"></span>h parametrów:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y35d ff2 fs3 fc0 sc0 ls7 ws0">1)<span class="ls0"> <span class="_ _22"> </span><span class="ff1">Skalę <span class="_ _e"> </span>s<span class="_ _1"></span>kutków <span class="_ _e"> </span>d<span class="_ _1"></span>anego <span class="_ _e"> </span>ryz<span class="_ _1"></span>yka <span class="_ _e"> </span>lub <span class="_ _16"> </span>szans<span class="_ _1"></span>y, <span class="_ _e"> </span>która <span class="_ _16"> </span>okr<span class="_ _1"></span>eśla <span class="_ _e"></span>jak <span class="_ _16"> </span>dotkliwe <span class="_ _16"> </span>dla <span class="_ _16"> </span>Grupy<span class="_ _1"></span> <span class="_ _e"> </span>MIRBUD <span class="_ _16"> </span>sk<span class="_ _1"></span>utki </span></span></div><div class="t m0 x8 h6 y35e ff1 fs3 fc0 sc0 ls0 ws0">występują, <span class="_ _e"></span>jeśli <span class="_ _d"></span>d<span class="_ _1"></span>ane <span class="_ _d"></span>ryzy<span class="_ _1"></span>ko <span class="_ _d"></span>wys<span class="_ _1"></span>tąpi <span class="_ _d"></span>(w <span class="_ _e"></span>przypadku <span class="_ _e"></span>ryzy<span class="_ _1"></span>k) <span class="_ _d"></span>lub <span class="_ _e"></span>jak <span class="_ _e"></span>znaczące <span class="_ _e"></span>mogą <span class="_ _d"></span>by<span class="_ _1"></span>ć <span class="_ _d"></span>korz<span class="_ _1"></span>ystne </div><div class="t m0 x8 h6 y35f ff1 fs3 fc0 sc0 ls0 ws0">skutki, jeśli dana sz<span class="_ _1"></span>ansa wystąpi i zostanie wykorz<span class="_ _1"></span>ystana (w przypadku s<span class="_ _1"></span><span class="ff2">zans).  <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y360 ff2 fs3 fc0 sc0 ls7 ws0">2)<span class="ls0"> <span class="_ _22"> </span><span class="ff1">Prawdopodobie<span class="_ _1"></span>ństwo wystąpienia danego ryz<span class="_ _1"></span>yka lub szansy.<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y361 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y336 ff1 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _d"></span>oceny <span class="_ _d"></span>para<span class="_ _1"></span>metrów <span class="_ _c"></span>wy<span class="_ _1"></span>korzystano <span class="_ _d"></span>informacje <span class="_ _d"></span>p<span class="_ _1"></span>ozyskane <span class="_ _d"></span>z <span class="_ _d"></span>analizy <span class="_ _d"></span>porówn<span class="_ _1"></span>awczej, <span class="_ _d"></span>kwes<span class="_ _1"></span>tionariuszy </div><div class="t m0 x4 h6 y362 ff1 fs3 fc0 sc0 ls0 ws0">wśród <span class="_ _16"> </span>prz<span class="_ _1"></span>edstawicieli <span class="_ _16"> </span>Gru<span class="_ _1"></span>py <span class="_ _16"> </span>MIRBUD <span class="_ _11"> </span>oraz <span class="_ _16"> </span>oc<span class="_ _1"></span>eny <span class="_ _16"> </span>dokonan<span class="_ _1"></span>ej <span class="_ _16"> </span>przez <span class="_ _11"> </span>ekspertów <span class="_ _11"> </span>zewnętrznych. <span class="_ _11"> </span>Dane </div></div></div><div class="pi" ></div></div><div id="pf18" class="pf w5 hc" ><div class="pc pc18 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">24<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">wynikające <span class="_ _1"></span>z oceny <span class="_ _1"></span>parametrów <span class="_ _1"></span>z każ<span class="_ _1"></span>dego z <span class="_ _1"></span>tych źródeł <span class="_ _1"></span>informacji <span class="_ _1"></span>zostały s<span class="_ _1"></span>prowadzone <span class="_ _1"></span>następnie do<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">pięciostopniowej  sk<span class="_ _1"></span>ali<span class="_ _0"></span>  istotności  (w  przy<span class="_ _1"></span>padku  ryzyk:  minimalne  lub  lekkie,  mniejsze  niż  średnie, </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">większe <span class="_ _11"> </span>niż <span class="_ _11"> </span>śred<span class="_ _1"></span>nie, <span class="_ _11"> </span>poważne, <span class="_ _11"> </span>kry<span class="_ _1"></span>tyczne <span class="_ _11"> </span>lub <span class="_ _11"> </span>bardzo <span class="_ _11"> </span>poważn<span class="_ _1"></span>e; <span class="_ _f"> </span><span class="ff2">w <span class="_ _11"> </span>przypadku <span class="_ _11"> </span>s<span class="_ _1"></span>zans: <span class="_ _11"> </span>minimalne <span class="_ _f"> </span>lub </span></div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">drobne, mniejsze <span class="_ _10"></span>niż<span class="_ _1"></span> <span class="_ _10"></span>średnie, większe <span class="_ _10"></span>n<span class="_ _1"></span>iż <span class="_ _10"></span>średnie,<span class="_ _1"></span> <span class="_ _10"></span>istot<span class="_ _1"></span>ne, <span class="_ _10"></span>bardzo<span class="_ _1"></span> <span class="_ _10"></span>istotne) Każde <span class="_ _10"></span>z<span class="_ _1"></span>agadnienie, <span class="_ _10"></span>z<span class="_ _1"></span> <span class="_ _10"></span>k<span class="_ _1"></span>tórym </div><div class="t m0 x4 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">było związ<span class="_ _1"></span>ane ryzy<span class="_ _1"></span>ko na <span class="_ _1"></span>poziomie co <span class="_ _1"></span>najmniej <span class="_ _1"></span>wyższym <span class="_ _1"></span>niż śr<span class="_ _1"></span>edni lub z<span class="_ _1"></span> którym <span class="_ _1"></span>związana <span class="_ _1"></span>była s<span class="_ _1"></span>zansa </div><div class="t m0 x4 h6 y56 ff2 fs3 fc0 sc0 ls0 ws0">na <span class="_ _f"> </span>poziomie  co <span class="_ _f"> </span>najmni<span class="ff1">ej<span class="_ _1"></span> <span class="_ _f"> </span>wyższ<span class="_ _1"></span>ym <span class="_ _f"> </span>niż <span class="_ _f"> </span>średni  było <span class="_ _f"> </span>uznawane <span class="_ _f"> </span>za<span class="_ _1"></span> <span class="_ _f"> </span>istotne <span class="_ _f"> </span>z  perspektywy  i<span class="_ _0"></span>stotności </span></div><div class="t m0 x4 h6 y57 ff2 fs3 fc0 sc0 ls0 ws0">finansowej. </div><div class="t m0 x4 h6 y58 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y363 ff6 fs8 fc0 sc0 ls0 ws0">Zasada podwójnej istotności<span class="ff3"> </span></div><div class="t m0 x4 h45 y364 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y365 ff1 fs3 fc0 sc0 ls0 ws0">Każde <span class="_ _1"></span>zagadnienie z<span class="_ _1"></span>równoważonego <span class="_ _1"></span>rozwoju, <span class="_ _1"></span>z który<span class="_ _1"></span>m związa<span class="_ _1"></span>ny był <span class="_ _1"></span>istotny <span class="_ _1"></span>wpływ, <span class="_ _1"></span>istotne ry<span class="_ _1"></span>zyko lub<span class="_ _1"></span> </div><div class="t m0 x4 h6 y366 ff1 fs3 fc0 sc0 ls0 ws0">istotna <span class="_ _e"></span>szansa, <span class="_ _e"> </span>było <span class="_ _e"> </span>uzn<span class="_ _1"></span>awane <span class="_ _e"></span>za <span class="_ _e"></span>istotne <span class="_ _e"></span>z <span class="_ _e"> </span>perspek<span class="_ _1"></span>tywy <span class="_ _e"></span>podwójnej <span class="_ _e"></span>istotności, <span class="_ _16"> </span>a <span class="_ _e"></span>zatem <span class="_ _e"></span>podlegające<span class="_ _1"></span> </div><div class="t m0 x4 h6 y367 ff1 fs3 fc0 sc0 ls0 ws0">raportowaniu z wykorz<span class="_ _1"></span>ystaniem odpowiednich s<span class="_ _1"></span>tandardów i wymog<span class="_ _1"></span>ów ujawn<span class="_ _1"></span>ieniowych.<span class="ff2"> </span></div><div class="t m0 x4 h6 y368 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y369 ff6 fs8 fc0 sc0 ls0 ws0">Uwzględnienie wyników badania istotności w zarządzaniu ESG<span class="ff3"> </span></div><div class="t m0 x4 h45 y36a ff3 fs8 fc0 sc0 ls0 ws0">  </div><div class="t m0 x4 h6 y36b ff1 fs3 fc0 sc0 ls0 ws0">Wyniki  badan<span class="_ _1"></span>ia  istotności <span class="_ _28"> </span>posł<span class="_ _1"></span>użyły  do  id<span class="_ _1"></span>entyfikacji  istotnyc<span class="_ _1"></span>h  wpływów,  ryzy<span class="_ _1"></span>k  i  szans <span class="_ _28"> </span>z<span class="_ _1"></span>  obszaru<span class="_ _1"></span> </div><div class="t m0 x4 h6 y36c ff1 fs3 fc0 sc0 ls0 ws0">zrównoważonego <span class="_ _e"> </span>r<span class="_ _1"></span>ozwoju. <span class="_ _e"></span>W <span class="_ _e"></span>pierwszej <span class="_ _e"> </span>k<span class="_ _1"></span>olejności <span class="_ _e"></span>pozwoliły <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"></span>zidentyfikowanie <span class="_ _16"> </span>zakresu <span class="_ _e"> </span>zagadni<span class="_ _1"></span>eń </div><div class="t m0 x4 h6 y36d ff1 fs3 fc0 sc0 ls0 ws0">istotnych <span class="_ _c"></span>na <span class="_ _c"></span>potrzeby <span class="_ _c"></span>raportowan<span class="_ _1"></span>ia <span class="_ _1"></span>o <span class="_ _1"></span>z<span class="_ _1"></span>równoważonym <span class="_ _c"></span>rozwoj<span class="_ _1"></span>u. <span class="_ _1"></span>W <span class="_ _c"></span>kol<span class="_ _1"></span>ejnym <span class="_ _c"></span>krok<span class="_ _1"></span>u <span class="_ _1"></span>dały <span class="_ _c"></span>ramę <span class="_ _c"></span>do <span class="_ _c"></span>prac </div><div class="t m0 x4 h6 y36e ff1 fs3 fc0 sc0 ls0 ws0">nad Strategią Zrównoważonego Rozw<span class="_ _1"></span>oju Grupy Kapitałowej MIRBUD. Cele zawar<span class="_ _1"></span>te <span class="_ _0"></span>w strategii zostały </div><div class="t m0 x4 h6 y36f ff1 fs3 fc0 sc0 ls0 ws0">wypracowane w o<span class="_ _1"></span>parciu o analizę istotnych wpływ<span class="_ _1"></span>ów, ryzyk i szans Grupy Ka<span class="_ _1"></span>pitałowej MIRBUD. <span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h45 y370 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y371 ff6 fs8 fc0 sc0 ls0 ws0">Zmiany procesu badania istotności<span class="ff3"> </span></div><div class="t m0 x4 h45 y372 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y373 ff1 fs3 fc0 sc0 ls0 ws0">W odniesieniu do raportu za rok 2024 Grupa przeprowadziła po <span class="_ _0"></span>raz pierwszy proces badania istotnośc<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y374 ff1 fs3 fc0 sc0 ls0 ws0">zgodnie z opisaną powy<span class="_ _1"></span>żej metodyką. Proces bad<span class="_ _1"></span>ania istotności uległ więc całkow<span class="_ _1"></span>itej zmianie.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y375 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y376 ff1 fs3 fc0 sc0 ls0 ws0">Przegląd <span class="_ _e"></span>i <span class="_ _d"></span>modyfikacja <span class="_ _e"></span>metodyki <span class="_ _e"></span>przeprowadzania <span class="_ _e"></span>badania <span class="_ _e"></span>istotności <span class="_ _d"></span>jes<span class="_ _1"></span>t <span class="_ _c"></span>z<span class="_ _1"></span>aplanowana <span class="_ _d"></span>najp<span class="_ _1"></span>óźniej <span class="_ _d"></span>w </div><div class="t m0 x4 h6 y377 ff1 fs3 fc0 sc0 ls0 ws0">okresie do 3 lat od paź<span class="_ _1"></span>dziernika 2023 r.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y378 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y379 ff6 fsb fc0 sc0 ls8 ws0">IRO<span class="ls0">-2 Wymogi doty<span class="_ _1"></span>czące ujawniania in<span class="_ _1"></span>formacji w ramach ESRS objęte </span></div><div class="t m0 x4 h12 y37a ff6 fsb fc0 sc0 ls0 ws0">oświadczeniem jed<span class="_ _1"></span>nostki dotyczącym zrównow<span class="_ _1"></span>ażonego rozwoju<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h46 y37b ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y37c ff9 fs1 fc4 sc0 ls0 ws0">Tabela 5: Tabela Zgod<span class="_ _0"></span>ności <span class="_ _0"></span>z ESRS<span class="ffa"> </span></div></div><div class="c x4 y37d w2a h47"><div class="t m0 x10 h16 y37e ff2 fs1 fc5 sc0 ls13 ws0">Nr </div><div class="t m0 x10 h16 y37f ff2 fs1 fc5 sc0 ls0 ws0">ujawnienia </div></div><div class="c x3e y37d w2b h47"><div class="t m0 x10 h16 y380 ff2 fs1 fc5 sc0 ls0 ws0">Nazwa ujawnienia<span class="_ _0"></span> </div></div><div class="c x3f y37d w2c h47"><div class="t m0 x10 h16 y380 ff1 fs1 fc5 sc0 ls0 ws0">Strona <span class="_ _10"></span>w <span class="_ _0"></span>oświadczen<span class="_ _0"></span>iu<span class="ff2"> </span></div></div><div class="c x4 y381 w2d h48"><div class="t m0 x10 h49 y382 ff6 fs0 fc0 sc0 ls0 ws0">ESRS 2 Ogólne ujawnienie informacji<span class="ff3"> </span></div></div><div class="c x4 y383 w2e h4a"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls14 ws0">BP<span class="ls0">-1 </span></div></div><div class="c x3e y383 w2f h4a"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Ogólna podstawa<span class="_ _0"></span> sporządzenia o<span class="_ _10"></span>świadczeń dotyczących zrównow<span class="_ _0"></span>ażonego </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">rozwoju </div></div><div class="c x3f y383 w30 h4a"><div class="t m0 x40 h16 y308 ff2 fs1 fc0 sc0 ls0 ws0">3 </div></div><div class="c x4 y384 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">BP<span class="ls0">-2 </span></div></div><div class="c x3e y384 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Ujawnianie informa<span class="_ _0"></span>cji w odniesien<span class="_ _0"></span>iu do szczególn<span class="_ _10"></span>ych okoliczności<span class="ff2"> </span></div></div><div class="c x3f y384 w30 h4b"><div class="t m0 x40 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x4 y385 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls15 ws0">GOV<span class="ls0">-1 </span></div></div><div class="c x3e y385 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Rola organó<span class="_ _0"></span>w administrujący<span class="_ _0"></span>ch, zarządzają<span class="_ _0"></span>cych i nadzorcz<span class="_ _0"></span>ych<span class="ff2"> </span></div></div><div class="c x3f y385 w30 h4b"><div class="t m0 x40 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x4 y35e w2e h4c"><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls15 ws0">GOV<span class="ls0">-2 <span class="_ _26"> </span> </span></div></div><div class="c x3e y35e w2f h4c"><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Informacje pr<span class="_ _0"></span>zekazywane<span class="_ _0"></span> organom admin<span class="_ _0"></span>istrującym, zarząd<span class="_ _10"></span>z<span class="_ _1"></span>ający<span class="_ _0"></span>m i nadzorcz<span class="_ _0"></span>ym </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">jednostki ora<span class="_ _0"></span>z podejmowane pr<span class="_ _0"></span>zez nie kwe<span class="_ _10"></span>s<span class="_ _1"></span>tie zw<span class="_ _0"></span>iązane ze zrów<span class="_ _0"></span>noważonym </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">rozwojem  </div></div><div class="c x3f y35e w30 h4c"><div class="t m0 x40 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x4 y386 w2e h4d"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls15 ws0">GOV<span class="ls0">-3 </span></div></div><div class="c x3e y386 w2f h4d"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Uwzględnianie wyni<span class="_ _0"></span>ków zwią<span class="_ _0"></span>zanych ze zrów<span class="_ _0"></span>noważonym rozwo<span class="_ _0"></span>jem w systema<span class="_ _10"></span>c<span class="_ _1"></span>h </div><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">zachęt<span class="ff2"> </span></div></div><div class="c x3f y386 w30 h4d"><div class="t m0 x40 h16 y308 ff2 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x4 y387 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls15 ws0">GOV<span class="ls0">-4 </span></div></div><div class="c x3e y387 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Oświadczenie do<span class="_ _0"></span>tyczące należ<span class="_ _0"></span>ytej staran<span class="_ _0"></span>ności<span class="ff2"> </span></div></div><div class="c x3f y387 w30 h4b"><div class="t m0 x40 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 y388 w2e h4e"><div class="t m0 x10 h16 y389 ff2 fs1 fc0 sc0 ls15 ws0">GOV<span class="ls0">-5 </span></div></div><div class="c x3e y388 w2f h4e"><div class="t m0 x10 h16 y38a ff1 fs1 fc0 sc0 ls0 ws0">Zarządzanie ry<span class="_ _0"></span>zykiem i kontro<span class="_ _0"></span>le wewn<span class="_ _0"></span>ętrzne nad spraw<span class="_ _0"></span>ozdawczością<span class="_ _0"></span> w zakresie </div><div class="t m0 x10 h16 y38b ff1 fs1 fc0 sc0 ls0 ws0">zrównoważone<span class="_ _0"></span>go rozwoju<span class="ff2"> </span></div></div><div class="c x3f y388 w30 h4e"><div class="t m0 x40 h16 y389 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 y38c w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">SBM-1 </div></div><div class="c x3e y38c w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Strategia, mode<span class="_ _0"></span>l biznesowy i<span class="_ _0"></span> łańcuch war<span class="_ _0"></span>tości<span class="ff2"> </span></div></div><div class="c x3f y38c w30 h4b"><div class="t m0 x40 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x4 y38d w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">SBM-2 </div></div><div class="c x3e y38d w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Interesy i opinie<span class="_ _0"></span> zainteresowany<span class="_ _0"></span>ch stron </div></div><div class="c x3f y38d w30 h4b"><div class="t m0 x2a h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">13, 66, 75, 79, 83<span class="_ _0"></span> </div></div></div><div class="pi" ></div></div><div id="pf19" class="pf w5 hc" ><div class="pc pc19 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">25<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y38e w2e h4a"><div class="t m0 x10 h16 y38f ff2 fs1 fc0 sc0 ls0 ws0">SBM-3 </div></div><div class="c x3e y38e w2f h4a"><div class="t m0 x10 h16 y390 ff1 fs1 fc0 sc0 ls0 ws0">Istotne wpływy, r<span class="_ _0"></span>yzyka i szan<span class="_ _0"></span>se oraz ich w<span class="_ _0"></span>zajemne zwią<span class="_ _0"></span>zki ze stra<span class="_ _0"></span>tegią i z </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">modelem bizne<span class="_ _0"></span>sowym </div></div><div class="c x3f y38e w30 h4a"><div class="t m0 x14 h16 y38f ff2 fs1 fc0 sc0 ls0 ws0">15, 29, 65, 75, 79,<span class="_ _0"></span> 83 </div></div><div class="c x4 y391 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">IRO-1 </div></div><div class="c x3e y391 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Opis procesów<span class="_ _0"></span> służących do<span class="_ _0"></span> identyfika<span class="_ _0"></span>cji i oceny istotn<span class="_ _0"></span>ych wpływów<span class="_ _0"></span>, istotnych<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ryzyk i istotny<span class="_ _0"></span>ch szans </div></div><div class="c x3f y391 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">22<span class="ls0"> </span></div></div><div class="c x4 y392 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">IRO-2 </div></div><div class="c x3e y392 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Wymogi dotyczą<span class="_ _0"></span>ce ujawniania <span class="_ _0"></span>informacji w rama<span class="_ _10"></span>c<span class="_ _1"></span>h ESR<span class="_ _0"></span>S objęte o<span class="_ _0"></span>świadczeniem </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">jednostki dotyc<span class="_ _0"></span>zącym zrównow<span class="_ _0"></span>ażonego ro<span class="_ _0"></span>zwoju<span class="ff2"> </span></div></div><div class="c x3f y392 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">24<span class="ls0"> </span></div></div><div class="c x4 y393 w2d h4f"><div class="t m0 x10 h49 y1ed ff3 fs0 fc0 sc0 ls0 ws0">ESRS E1 Zmiana klimatu </div></div><div class="c x4 y394 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-1 </span></div></div><div class="c x3e y394 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Plan transforma<span class="_ _0"></span>cji na potrzeb<span class="_ _0"></span>y łagodzenia <span class="_ _0"></span>zmiany klimatu<span class="ff2"> </span></div></div><div class="c x3f y394 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">29 </div></div><div class="c x4 y395 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-2 </span></div></div><div class="c x3e y395 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z łagodzeniem <span class="_ _0"></span>zmiany klima<span class="_ _0"></span>tu i przystosowan<span class="_ _0"></span>iem sią do<span class="_ _0"></span> niej<span class="ff2"> </span></div></div><div class="c x3f y395 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">32<span class="ls0"> </span></div></div><div class="c x4 y396 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-3 </span></div></div><div class="c x3e y396 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y w odniesieniu<span class="_ _10"></span> <span class="_ _1"></span>d<span class="_ _0"></span>o polityki klimat<span class="_ _0"></span>ycznej<span class="ff2"> </span></div></div><div class="c x3f y396 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">32<span class="ls0"> </span></div></div><div class="c x4 y397 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-4 </span></div></div><div class="c x3e y397 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z łagodzeniem <span class="_ _0"></span>zmiany klima<span class="_ _0"></span>tu i przysto<span class="_ _0"></span>sowaniem się do<span class="_ _0"></span> niej <span class="ff2"> </span></div></div><div class="c x3f y397 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">34<span class="ls0"> </span></div></div><div class="c x4 y398 w2e h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-5 </span></div></div><div class="c x3e y398 w2f h50"><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii i<span class="_ _0"></span> koszyk energe<span class="_ _0"></span>tyczny<span class="ff2"> </span></div></div><div class="c x3f y398 w30 h50"><div class="t m0 x41 h16 y211 ff2 fs1 fc0 sc0 ls9 ws0">36<span class="ls0"> </span></div></div><div class="c x4 y399 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-6 </span></div></div><div class="c x3e y399 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Emisje gazów <span class="_ _0"></span>cieplarnianych za<span class="_ _0"></span>kresów 1, 2 i 3 br<span class="_ _0"></span>utto oraz <span class="_ _0"></span>całkowite emisje<span class="_ _0"></span> gazów </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">cieplarnianych<span class="_ _0"></span> </div></div><div class="c x3f y399 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">37<span class="ls0"> </span></div></div><div class="c x4 y39a w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-7 </span></div></div><div class="c x3e y39a w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Projekty usuwania ga<span class="_ _10"></span>z<span class="_ _1"></span>ów <span class="_ _0"></span>cieplarnian<span class="_ _0"></span>ych i ograniczania<span class="_ _0"></span> emisji gazów<span class="_ _10"></span> </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">cieplarnianych fina<span class="_ _0"></span>nsowane za po<span class="_ _0"></span>mocą jednoste<span class="_ _0"></span>k emisji dwu<span class="_ _0"></span>tlenku wę<span class="_ _0"></span>gla <span class="ff2"> </span></div></div><div class="c x3f y39a w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">39<span class="ls0"> </span></div></div><div class="c x4 y39b w2e h51"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-8 </span></div></div><div class="c x3e y39b w2f h51"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Wewnętrzne u<span class="_ _0"></span>stalanie opłat za e<span class="_ _0"></span>misję gazów<span class="_ _0"></span> cieplarniany<span class="_ _0"></span>ch<span class="ff2"> </span></div></div><div class="c x3f y39b w30 h51"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">39<span class="ls0"> </span></div></div><div class="c x4 y39c w2e h4d"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls14 ws0">E1<span class="ls0">-9 </span></div></div><div class="c x3e y39c w2f h4d"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Antycypowane <span class="_ _0"></span>skutki finansow<span class="_ _0"></span>e wynikające<span class="_ _0"></span> z istotnych ry<span class="_ _0"></span>zyk fizyczn<span class="_ _0"></span>ych i ryzyk </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">przejścia ora<span class="_ _0"></span>z potencjalny<span class="_ _0"></span>ch szans związan<span class="_ _0"></span>ych z klimatem<span class="ff2"> </span></div></div><div class="c x3f y39c w30 h4d"><div class="t m0 x42 h16 y308 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y39d w2d h48"><div class="t m0 x10 h49 y382 ff3 fs0 fc0 sc0 ls0 ws0">ESRS E2 Zanieczyszczenia </div></div><div class="c x4 y39e w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E2<span class="ls0">-1  </span></div></div><div class="c x3e y39e w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z zaniecz<span class="_ _0"></span>yszczeniem<span class="ff2">  </span></div></div><div class="c x3f y39e w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">39 </div></div><div class="c x4 y39f w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E2<span class="ls0">-2  </span></div></div><div class="c x3e y39f w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y związane<span class="_ _0"></span> z <span class="ff2">zanieczyszczeniem <span class="_ _0"></span> </span></div></div><div class="c x3f y39f w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">39<span class="ls0"> </span></div></div><div class="c x4 yea w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E2<span class="ls0">-3  </span></div></div><div class="c x3e yea w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z zanieczysz<span class="_ _0"></span>czeniem<span class="ff2"> </span></div></div><div class="c x3f yea w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">40 </div></div><div class="c x4 y3a0 w2e h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls14 ws0">E2<span class="ls0">-4  </span></div></div><div class="c x3e y3a0 w2f h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">Zanieczyszczenie po<span class="_ _0"></span>wietrza, wo<span class="_ _0"></span>dy i gleby </div></div><div class="c x3f y3a0 w30 h50"><div class="t m0 x41 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">40 </div></div><div class="c x4 y3a1 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E2<span class="ls0">-5  </span></div></div><div class="c x3e y3a1 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Substancje poten<span class="_ _10"></span>c<span class="_ _1"></span>jalnie<span class="_ _0"></span> niebezpie<span class="_ _0"></span>czne i <span class="_ _0"></span>substancje<span class="_ _0"></span> wzbudzające<span class="_ _0"></span> szczególnie<span class="_ _0"></span> duże </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">obawy  </div></div><div class="c x3f y3a1 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">40 </div></div><div class="c x4 y3a2 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E2<span class="ls0">-6  </span></div></div><div class="c x3e y3a2 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Antycypowane <span class="_ _0"></span>skutki <span class="_ _0"></span>finansowe w<span class="_ _10"></span>y<span class="_ _1"></span>nikające <span class="_ _10"></span>z wpływów, ryz<span class="_ _0"></span>yk i szan<span class="_ _10"></span>s<span class="_ _1"></span> zwią<span class="_ _0"></span>zanych <span class="_ _0"></span>z </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">zanieczyszczenie<span class="_ _0"></span>m  </div></div><div class="c x3f y3a2 w30 h4e"><div class="t m0 x42 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y3a3 w2d h48"><div class="t m0 x10 h49 y382 ff3 fs0 fc0 sc0 ls0 ws0">ESRS E3 Woda i zasoby morskie </div></div><div class="c x4 y3a4 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E3<span class="ls0">-1  </span></div></div><div class="c x3e y3a4 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z wodą i za<span class="_ _0"></span>sobami mor<span class="_ _0"></span>skimi<span class="ff2 ls11">  <span class="ls0"> </span></span></div></div><div class="c x3f y3a4 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">40 </div></div><div class="c x4 y3a5 w2e h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls14 ws0">E3<span class="ls0">-2  </span></div></div><div class="c x3e y3a5 w2f h50"><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y związane<span class="_ _0"></span> z wodą i zasoba<span class="_ _0"></span>mi <span class="ff2">morskimi  </span></div></div><div class="c x3f y3a5 w30 h50"><div class="t m0 x41 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">40 </div></div><div class="c x4 y3a6 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E3<span class="ls0">-3  </span></div></div><div class="c x3e y3a6 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z wodą i zasoba<span class="_ _0"></span>mi mors<span class="_ _0"></span>kimi<span class="ff2">  </span></div></div><div class="c x3f y3a6 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">41<span class="ls0"> </span></div></div><div class="c x4 y3a7 w2e h51"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E3<span class="ls0">-4  </span></div></div><div class="c x3e y3a7 w2f h51"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zużycie wody<span class="ff2"> <span class="_ _0"></span> </span></div></div><div class="c x3f y3a7 w30 h51"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">42<span class="ls0"> </span></div></div><div class="c x4 y3a8 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E3<span class="ls0">-5  </span></div></div><div class="c x3e y3a8 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Antycypowane <span class="_ _0"></span>skutki <span class="_ _0"></span>finansowe w<span class="_ _10"></span>y<span class="_ _1"></span>nikające <span class="_ _10"></span>z wpływów, ryz<span class="_ _0"></span>yk i szan<span class="_ _10"></span>s<span class="_ _1"></span> zwią<span class="_ _0"></span>zanych <span class="_ _0"></span>z </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">wodą i zasobami<span class="_ _0"></span> morskimi<span class="ff2">  </span></div></div><div class="c x3f y3a8 w30 h4e"><div class="t m0 x42 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y3a9 w2d h48"><div class="t m0 x10 h49 y382 ff3 fs0 fc0 sc0 ls0 ws0">ESRS E4 <span class="ff6">Różnorodność biologiczna i </span>ekosystemy </div></div><div class="c x4 yf4 w2e h52"><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls14 ws0">E4<span class="ls0">-<span class="ls9">1 </span> </span></div></div><div class="c x3e yf4 w2f h52"><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">Plan transforma<span class="_ _0"></span>cji w zakresie ró<span class="_ _10"></span>ż<span class="_ _1"></span>n<span class="_ _0"></span>orodności biolog<span class="_ _0"></span>icznej i ekos<span class="_ _0"></span>ystemów oraz </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">uwzględnienie różno<span class="_ _0"></span>rodności<span class="_ _0"></span> biologicznej i<span class="_ _0"></span> ekosystemów w<span class="_ _0"></span> strategii i<span class="_ _0"></span> modelu </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">biznesowym </div></div><div class="c x3f yf4 w30 h52"><div class="t m0 x41 h16 y1ed ff2 fs1 fc0 sc0 ls9 ws0">42<span class="ls0"> </span></div></div><div class="c x4 y3aa w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E4<span class="ls0">-2 </span></div></div><div class="c x3e y3aa w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z różnorodno<span class="_ _0"></span>ścią biologiczną i<span class="_ _0"></span> <span class="ff2">ekosystemami </span></div></div><div class="c x3f y3aa w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">42 </div></div><div class="c x4 y3ab w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E4<span class="ls0">-3 </span></div></div><div class="c x3e y3ab w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y związane<span class="_ _0"></span> z różnorod<span class="_ _0"></span>nością biologiczną i<span class="_ _0"></span> ekosyste<span class="_ _0"></span>mami<span class="ff2"> </span></div></div><div class="c x3f y3ab w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">43<span class="ls0"> </span></div></div><div class="c x4 yd1 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E4<span class="ls0">-4 </span></div></div><div class="c x3e yd1 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z różnorodnoś<span class="_ _0"></span>cią biolog<span class="_ _0"></span>iczną i ekosys<span class="_ _0"></span>temami<span class="ff2"> </span></div></div><div class="c x3f yd1 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">32<span class="ls0"> </span></div></div><div class="c x4 yf8 w2e h4d"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E4<span class="ls0">-5 </span></div></div><div class="c x3e yf8 w2f h4d"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Mierniki wpływów<span class="_ _0"></span> związane <span class="_ _0"></span>ze zmianą w za<span class="_ _0"></span>kresie różnorodn<span class="_ _0"></span>ości biol<span class="_ _0"></span>ogicznej i </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">ekosystemów<span class="ff2"> </span></div></div><div class="c x3f yf8 w30 h4d"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">43<span class="ls0"> </span></div></div><div class="c x4 y3ac w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E4<span class="ls0">-6 </span></div></div><div class="c x3e y3ac w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Antycypowane <span class="_ _0"></span>skutki finansow<span class="_ _0"></span>e wynikające<span class="_ _0"></span> z ryzyk i s<span class="_ _0"></span>zans związanych <span class="_ _0"></span>z </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">bioróżnorodn<span class="_ _0"></span>ością i ekosyste<span class="_ _0"></span>mami<span class="ff2"> </span></div></div><div class="c x3f y3ac w30 h4e"><div class="t m0 x42 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y3ad w2d h53"><div class="t m0 x10 h13 y3ae ff3 fs3 fc0 sc0 ls0 ws0">ESRS E5 <span class="ff6 fs0">Wykorzysta<span class="_ _1"></span>nie z<span class="_ _0"></span>asobów oraz gospodarka o obiegu zamkniętym<span class="ff3 fs3"> </span></span></div></div><div class="c x4 y3af w2e h4a"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls14 ws0">E5<span class="ls0">-1 </span></div></div><div class="c x3e y3af w2f h4a"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z wykorzy<span class="_ _0"></span>staniem zasobów or<span class="_ _0"></span>az gospodarką o ob<span class="_ _0"></span>iegu </div><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x3f y3af w30 h4a"><div class="t m0 x41 h16 y308 ff2 fs1 fc0 sc0 ls9 ws0">44<span class="ls0"> </span></div></div><div class="c x4 y3b0 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">E5<span class="ls0">-2 </span></div></div><div class="c x3e y3b0 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Działania i zasob<span class="_ _0"></span>y związane<span class="_ _0"></span> z wykorzystanie<span class="_ _0"></span>m zasobów ora<span class="_ _10"></span>z<span class="_ _1"></span> go<span class="_ _0"></span>spodarką o obieg<span class="_ _0"></span>u </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">zamkniętym<span class="ff2"> </span></div></div><div class="c x3f y3b0 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">44<span class="ls0"> </span></div></div><div class="c x4 y3b1 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E5<span class="ls0">-3 </span></div></div><div class="c x3e y3b1 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Cele związane <span class="_ _0"></span>z wykorzystanie<span class="_ _0"></span>m zasobów ora<span class="_ _10"></span>z<span class="_ _1"></span> go<span class="_ _0"></span>spodarką o obieg<span class="_ _0"></span>u zamkniętym<span class="ff2"> </span></div></div><div class="c x3f y3b1 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">45<span class="ls0"> </span></div></div><div class="c x4 y3b2 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E5<span class="ls0">-4 </span></div></div><div class="c x3e y3b2 w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Zasoby wprowa<span class="_ _0"></span>dzane do organi<span class="_ _0"></span>zacji </div></div><div class="c x3f y3b2 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">46<span class="ls0"> </span></div></div><div class="c x4 y3b3 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">E5<span class="ls0">-5 </span></div></div><div class="c x3e y3b3 w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Zasoby odprow<span class="_ _0"></span>adzane z organ<span class="_ _0"></span>izacji </div></div><div class="c x3f y3b3 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">46<span class="ls0"> </span></div></div><div class="c x4 y3b4 w2e h4d"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls14 ws0">E5<span class="ls0">-6 </span></div></div><div class="c x3e y3b4 w2f h4d"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Antycypowane <span class="_ _0"></span>skutki finansow<span class="_ _0"></span>e wynikające<span class="_ _0"></span> z wpływów, ry<span class="_ _0"></span>zyk<span class="ff2"> </span>i szans związany<span class="_ _0"></span>ch </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">z wykorzystan<span class="_ _0"></span>iem zasobów<span class="_ _0"></span> oraz gospodarką o<span class="_ _0"></span> obiegu zamkn<span class="_ _0"></span>iętym<span class="ff2"> </span></div></div><div class="c x3f y3b4 w30 h4d"><div class="t m0 x42 h16 y308 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y3b5 w2d h48"><div class="t m0 x10 h49 y382 ff6 fs0 fc0 sc0 ls0 ws0">ESRS S1 Osoby świadczące pracę na rzecz przedsiębiorstwa<span class="ff3"> </span></div></div><div class="c x4 y3b6 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-1 </span></div></div><div class="c x3e y3b6 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z własną <span class="_ _0"></span>siłą roboczą<span class="ff2"> </span></div></div><div class="c x3f y3b6 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">66<span class="ls0"> </span></div></div><div class="c x4 y3b7 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-2 </span></div></div><div class="c x3e y3b7 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Procedury współpr<span class="_ _0"></span>acy z własn<span class="_ _0"></span>ymi pracown<span class="_ _0"></span>ikami i przedstawicielami <span class="_ _0"></span>pracowników </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">w zakresie wp<span class="_ _0"></span>ływów<span class="ff2"> </span></div></div><div class="c x3f y3b7 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">67<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1a" class="pf w5 hc" ><div class="pc pc1a w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">26<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y38e w2e h4a"><div class="t m0 x10 h16 y38f ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-3 </span></div></div><div class="c x3e y38e w2f h4a"><div class="t m0 x10 h16 y390 ff1 fs1 fc0 sc0 ls0 ws0">Procesy niwelowa<span class="_ _0"></span>nia negatywny<span class="_ _0"></span>ch wpływów i<span class="_ _0"></span> kanały zgła<span class="_ _0"></span>szania pro<span class="_ _0"></span>blemów przez </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pracowników jedno<span class="_ _10"></span>s<span class="_ _1"></span>tki<span class="ff2"> </span></div></div><div class="c x3f y38e w30 h4a"><div class="t m0 x41 h16 y38f ff2 fs1 fc0 sc0 ls9 ws0">68<span class="ls0"> </span></div></div><div class="c x4 y392 w2e h54"><div class="t m0 x10 h16 y118 ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-4 </span></div></div><div class="c x3e y392 w2f h54"><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Podejmowanie d<span class="_ _0"></span>ziałań dotyc<span class="_ _0"></span>zących istotn<span class="_ _0"></span>ych wpływów na<span class="_ _0"></span> własnych <span class="_ _0"></span>pracowników </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">oraz <span class="ff1">stosowan<span class="_ _0"></span>ie podejść służąc<span class="_ _0"></span>ych ogra<span class="_ _0"></span>niczeniu istotneg<span class="_ _0"></span>o ryzyka i </span></div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wykorzystywaniu i<span class="_ _0"></span>stotnych<span class="_ _0"></span> szans związan<span class="_ _0"></span>ych z wła<span class="_ _0"></span>sną siłą roboczą<span class="_ _0"></span> oraz </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">skuteczność t<span class="_ _0"></span>ych działań<span class="ff2"> </span></div></div><div class="c x3f y392 w30 h54"><div class="t m0 x41 h16 y118 ff2 fs1 fc0 sc0 ls9 ws0">69<span class="ls0"> </span></div></div><div class="c x4 y3b8 w2e h4d"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-5 </span></div></div><div class="c x3e y3b8 w2f h4d"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Cele dotyczące<span class="_ _0"></span> zarządzania<span class="_ _0"></span> istotnymi negat<span class="_ _0"></span>ywnymi wpływa<span class="_ _0"></span>mi, zwiększania<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pozytywnych wp<span class="_ _0"></span>ływów i zarząd<span class="_ _10"></span>z<span class="_ _1"></span>a<span class="_ _0"></span>nia istotnymi ry<span class="_ _0"></span>zykami i istotny<span class="_ _0"></span>mi szansami<span class="ff2"> </span></div></div><div class="c x3f y3b8 w30 h4d"><div class="t m0 x41 h16 y308 ff2 fs1 fc0 sc0 ls9 ws0">70<span class="ls0"> </span></div></div><div class="c x4 y3b9 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-6 </span></div></div><div class="c x3e y3b9 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _0"></span> pracowni<span class="_ _0"></span>ków jednostki<span class="ff2"> </span></div></div><div class="c x3f y3b9 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">71<span class="ls0"> </span></div></div><div class="c x4 y3ba w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-7 </span></div></div><div class="c x3e y3ba w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Charakterystyka<span class="_ _0"></span> osób niebęd<span class="_ _0"></span>ących pracownikami stanow<span class="_ _0"></span>iących<span class="_ _0"></span> własnych </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pracowników jedno<span class="_ _10"></span>s<span class="_ _1"></span>tki<span class="ff2"> </span></div></div><div class="c x3f y3ba w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">72<span class="ls0"> </span></div></div><div class="c x4 y3bb w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-8 </span></div></div><div class="c x3e y3bb w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zakres rokowań <span class="_ _0"></span>zbiorowych i dialo<span class="_ _10"></span>gu społecznego<span class="ff2"> </span></div></div><div class="c x3f y3bb w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">72<span class="ls0"> </span></div></div><div class="c x4 y3bc w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-9 </span></div></div><div class="c x3e y3bc w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki ró<span class="_ _0"></span>żnorodności<span class="ff2"> </span></div></div><div class="c x3f y3bc w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">72<span class="ls0"> </span></div></div><div class="c x4 y3bd w2e h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">10</span> </span></div></div><div class="c x3e y3bd w2f h50"><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Odpowiednie płace<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x3f y3bd w30 h50"><div class="t m0 x41 h16 y211 ff2 fs1 fc0 sc0 ls9 ws0">72<span class="ls0"> </span></div></div><div class="c x4 y3be w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">11</span> </span></div></div><div class="c x3e y3be w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Ochrona socjalna </div></div><div class="c x3f y3be w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">73<span class="ls0"> </span></div></div><div class="c x4 y3bf w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">12</span> </span></div></div><div class="c x3e y3bf w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Osoby z <span class="ff1">niepełnospra<span class="_ _0"></span>wnościami<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x3f y3bf w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">73<span class="ls0"> </span></div></div><div class="c x4 y3c0 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">13</span> </span></div></div><div class="c x3e y3c0 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki do<span class="_ _0"></span>tyczące szkoleń<span class="_ _0"></span> i rozwoju umiejętno<span class="_ _10"></span>ści<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x3f y3c0 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">73<span class="ls0"> </span></div></div><div class="c x4 y3c1 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">14</span> </span></div></div><div class="c x3e y3c1 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki be<span class="_ _0"></span>zpieczeństwa<span class="_ _0"></span> i higieny pracy<span class="ff2"> </span></div></div><div class="c x3f y3c1 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">73<span class="ls0"> </span></div></div><div class="c x4 y3c2 w2e h51"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">15</span> </span></div></div><div class="c x3e y3c2 w2f h51"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki równo<span class="_ _0"></span>wagi między <span class="_ _0"></span>życiem <span class="_ _0"></span>zawodowym a prywa<span class="_ _10"></span>t<span class="_ _1"></span>nym<span class="ff2"> </span></div></div><div class="c x3f y3c2 w30 h51"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">74<span class="ls0"> </span></div></div><div class="c x4 y197 w2e h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">16</span> </span></div></div><div class="c x3e y197 w2f h50"><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Wskaźniki wyna<span class="_ _0"></span>grodzeń (lu<span class="_ _0"></span>ka płacow<span class="_ _0"></span>a i <span class="_ _1"></span>całkow<span class="_ _0"></span>ite wynag<span class="_ _0"></span>rodzenie) <span class="ff2"> </span></div></div><div class="c x3f y197 w30 h50"><div class="t m0 x41 h16 y211 ff2 fs1 fc0 sc0 ls9 ws0">75<span class="ls0"> </span></div></div><div class="c x4 y3c3 w2e h55"><div class="t m0 x10 h16 y3c4 ff2 fs1 fc0 sc0 ls14 ws0">S1<span class="ls0">-<span class="ls9">17</span> </span></div></div><div class="c x3e y3c3 w2f h55"><div class="t m0 x10 h16 y3c4 ff1 fs1 fc0 sc0 ls0 ws0">Incydenty, skarg<span class="_ _0"></span>i i poważne wpł<span class="_ _0"></span>ywy na pr<span class="_ _0"></span>zestrzeganie<span class="_ _0"></span> praw człowie<span class="_ _0"></span>ka<span class="ff2"> </span></div></div><div class="c x3f y3c3 w30 h55"><div class="t m0 x41 h16 y3c4 ff2 fs1 fc0 sc0 ls9 ws0">75<span class="ls0"> </span></div></div><div class="c x4 y36c w2d h48"><div class="t m0 x10 h49 y382 ff6 fs0 fc0 sc0 ls0 ws0">ESRS S2 Pracownicy w łańcuchu wartości<span class="ff3"> </span></div></div><div class="c x4 y345 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S2<span class="ls0">-1 </span></div></div><div class="c x3e y345 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z pracowni<span class="_ _0"></span>kami w łańcu<span class="_ _0"></span>chu wartości<span class="ff2"> </span></div></div><div class="c x3f y345 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">76<span class="ls0"> </span></div></div><div class="c x4 y3c5 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">S2<span class="ls0">-2 </span></div></div><div class="c x3e y3c5 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Procesy w<span class="_ _10"></span>s<span class="_ _1"></span>półpr<span class="_ _0"></span>acy <span class="_ _10"></span>z<span class="_ _1"></span> <span class="_ _0"></span>osobami <span class="_ _0"></span>wykonu<span class="_ _0"></span>jącym <span class="_ _0"></span>pracę <span class="_ _0"></span>w <span class="_ _0"></span>łańcuchu <span class="_ _10"></span>wartości <span class="_ _0"></span>w <span class="_ _0"></span>zakresie </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">wpływów<span class="ff2"> </span></div></div><div class="c x3f y3c5 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">77<span class="ls0"> </span></div></div><div class="c x4 y3c6 w2e h4d"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls14 ws0">S2<span class="ls0">-3 </span></div></div><div class="c x3e y3c6 w2f h4d"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Procesy <span class="_ _1"></span>niwelowania <span class="_ _1"></span>nega<span class="_ _0"></span>tywnych<span class="_ _0"></span> <span class="_ _1"></span>wpływów <span class="_ _1"></span>i <span class="_ _1"></span>kanały <span class="_ _1"></span>zgła<span class="_ _0"></span>szania <span class="_ _1"></span>prob<span class="_ _0"></span>lemów <span class="_ _1"></span>przez </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pracowników w <span class="_ _0"></span>łańcuchu warto<span class="_ _10"></span>ś<span class="_ _1"></span>ci <span class="ff2"> </span></div></div><div class="c x3f y3c6 w30 h4d"><div class="t m0 x41 h16 y308 ff2 fs1 fc0 sc0 ls9 ws0">77<span class="ls0"> </span></div></div><div class="c x4 y3c7 w2e h54"><div class="t m0 x10 h16 y118 ff2 fs1 fc0 sc0 ls14 ws0">S2<span class="ls0">-4 </span></div></div><div class="c x3e y3c7 w2f h54"><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Podejmowanie <span class="_ _0"></span>działań<span class="_ _0"></span> doty<span class="_ _0"></span>czących i<span class="_ _0"></span>stotnych w<span class="_ _0"></span>pływów <span class="_ _0"></span>na <span class="_ _0"></span>osoby <span class="_ _0"></span>wykonu<span class="_ _0"></span>jące pra<span class="_ _0"></span>cę </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">w  łań<span class="_ _0"></span>cuchu <span class="_ _11"> </span>wartości <span class="_ _11"> </span>oraz <span class="_ _11"> </span>stosowanie <span class="_ _11"> </span>podejść <span class="_ _11"> </span>służący<span class="_ _0"></span>ch <span class="_ _11"> </span>zarządzaniu <span class="_ _11"> </span>istotnymi<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">ryzykami <span class="_ _1"></span>i <span class="_ _c"></span>wykorzystywa<span class="_ _0"></span>niu <span class="_ _1"></span>istotnych <span class="_ _1"></span>szans <span class="_ _c"></span>związanych <span class="_ _1"></span>z <span class="_ _1"></span>osobami <span class="_ _1"></span>wykonującymi </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pracę w łańcuchu<span class="_ _0"></span> wartości<span class="_ _0"></span> oraz skuteczność tych d<span class="_ _0"></span>ziałań<span class="ff2"> </span></div></div><div class="c x3f y3c7 w30 h54"><div class="t m0 x41 h16 y118 ff2 fs1 fc0 sc0 ls9 ws0">77<span class="ls0"> </span></div></div><div class="c x4 y34d w2e h4d"><div class="t m0 x10 h16 y308 ff2 fs1 fc0 sc0 ls14 ws0">S2<span class="ls0">-5 </span></div></div><div class="c x3e y34d w2f h4d"><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Cele <span class="_ _13"> </span>dotyczące <span class="_ _13"> </span>zarząd<span class="_ _0"></span>zania <span class="_ _13"> </span>istotnymi <span class="_ _13"> </span>negatywn<span class="_ _0"></span>ymi <span class="_ _13"> </span>wpływami, <span class="_ _13"> </span>zwiększania<span class="_ _10"></span> </div><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">pozytywnych wp<span class="_ _0"></span>ływów i zarząd<span class="_ _10"></span>z<span class="_ _1"></span>a<span class="_ _0"></span>nia istotnymi ry<span class="_ _0"></span>zykami i istotny<span class="_ _0"></span>mi szansami<span class="ff2"> </span></div></div><div class="c x3f y34d w30 h4d"><div class="t m0 x41 h16 y308 ff2 fs1 fc0 sc0 ls9 ws0">78<span class="ls0"> </span></div></div><div class="c x4 y3c8 w2d h56"><div class="t m0 x10 h49 y3c9 ff6 fs0 fc0 sc0 ls0 ws0">ESRS S3 Społeczności dotknięte wpływem<span class="ff3"> </span></div></div><div class="c x4 y3ca w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S3<span class="ls0">-1 </span></div></div><div class="c x3e y3ca w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Polityki <span class="ff1">związan<span class="_ _0"></span>e ze społecznoś<span class="_ _0"></span>ciami dotknię<span class="_ _0"></span>tymi wpływem<span class="ff2"> </span></span></div></div><div class="c x3f y3ca w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">79<span class="ls0"> </span></div></div><div class="c x4 y3cb w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S3<span class="ls0">-2 </span></div></div><div class="c x3e y3cb w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Procesy wsp<span class="ff1">ółprac<span class="_ _0"></span>y w zakre<span class="_ _0"></span>sie wpływów z dot<span class="_ _0"></span>kniętymi społe<span class="_ _0"></span>cznościami <span class="ff2"> </span></span></div></div><div class="c x3f y3cb w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">80<span class="ls0"> </span></div></div><div class="c x4 y3cc w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">S3<span class="ls0">-3 </span></div></div><div class="c x3e y3cc w2f h4e"><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">Procesy <span class="_ _e"> </span>remediacj<span class="_ _0"></span>i <span class="_ _e"> </span><span class="ff1">negatywnych <span class="_ _d"> </span>wpływów <span class="_ _e"> </span>i <span class="_ _e"> </span>kanały <span class="_ _e"> </span>zgłaszania <span class="_ _e"> </span>problemów <span class="_ _d"> </span>przez </span></div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">dotknięte społec<span class="_ _0"></span>zności<span class="ff2"> </span></div></div><div class="c x3f y3cc w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">80<span class="ls0"> </span></div></div><div class="c x4 y3cd w2e h1c"><div class="t m0 x10 h16 y118 ff2 fs1 fc0 sc0 ls14 ws0">S3<span class="ls0">-4 </span></div></div><div class="c x3e y3cd w2f h1c"><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Podejmowanie <span class="_ _c"></span>działań <span class="_ _c"></span>dotyczący<span class="_ _0"></span>ch <span class="_ _c"></span>istotnych <span class="_ _c"></span>wpływów <span class="_ _c"></span>na <span class="_ _c"></span>dotknięte <span class="_ _c"></span>spoleczności<span class="ff2"> </span></div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">oraz <span class="_ _2c"> </span>stosowania<span class="_ _0"></span> <span class="_ _2c"> </span>podejś<span class="_ _0"></span>ć <span class="_ _2c"> </span>służących <span class="_ _1e"> </span>zarządzaniu <span class="_ _2c"> </span>isto<span class="_ _0"></span>tnymi <span class="_ _2c"> </span>ryzy<span class="_ _0"></span>kami <span class="_ _2c"> </span>i </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wykorzystywaniu<span class="_ _10"></span> <span class="_ _12"> </span>istotnych <span class="_ _13"> </span>szans <span class="_ _13"> </span>z<span class="_ _1"></span>wią<span class="_ _0"></span>zanych <span class="_ _13"> </span>z <span class="_ _13"> </span>tymi <span class="_ _13"> </span>s<span class="_ _1"></span>połe<span class="_ _0"></span>cznościami<span class="_ _0"></span> <span class="_ _12"> </span>oraz<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">skuteczności t<span class="_ _0"></span>ych działań<span class="ff2"> </span></div></div><div class="c x3f y3cd w30 h1c"><div class="t m0 x41 h16 y118 ff2 fs1 fc0 sc0 ls9 ws0">80<span class="ls0"> </span></div></div><div class="c x4 y3ce w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">S3<span class="ls0">-5 </span></div></div><div class="c x3e y3ce w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Cele <span class="_ _13"> </span>dotyczące <span class="_ _13"> </span>zarząd<span class="_ _0"></span>zania <span class="_ _13"> </span>istotnymi <span class="_ _13"> </span>negatywn<span class="_ _0"></span>ymi <span class="_ _13"> </span>wpływami, <span class="_ _13"> </span>zwiększania<span class="_ _10"></span> </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pozytywnych pł<span class="_ _0"></span>ywów i zarząd<span class="_ _0"></span>zania istotn<span class="_ _0"></span>ymi ryzykami <span class="_ _0"></span>i istotnymi s<span class="_ _0"></span>zansami<span class="ff2"> </span></div></div><div class="c x3f y3ce w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">82<span class="ls0"> </span></div></div><div class="c x4 y3cf w2d h57"><div class="t m0 x10 h49 y2c0 ff6 fs0 fc0 sc0 ls0 ws0">ESRS S4 Konsumenci i użytkownicy końcowi<span class="ff3"> </span></div></div><div class="c x4 y158 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls14 ws0">S4<span class="ls0">-1 </span></div></div><div class="c x3e y158 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z konsumen<span class="_ _0"></span>tami i użytkown<span class="_ _0"></span>ikami końcow<span class="_ _0"></span>ymi<span class="ff2"> </span></div></div><div class="c x3f y158 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">83<span class="ls0"> </span></div></div><div class="c x4 y3d0 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">S4<span class="ls0">-2 </span></div></div><div class="c x3e y3d0 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Procesy <span class="_ _18"> </span>współpra<span class="_ _0"></span>cy <span class="_ _18"> </span>w <span class="_ _17"> </span>zakresie <span class="_ _18"> </span>wpływów <span class="_ _17"> </span>z <span class="_ _18"> </span>konsumentami <span class="_ _17"> </span>i <span class="_ _19"> </span>użytkownikami<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">końcowymi<span class="ff2"> </span></div></div><div class="c x3f y3d0 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">84<span class="ls0"> </span></div></div><div class="c x4 y3d1 w2e h58"><div class="t m0 x10 h16 y2fc ff2 fs1 fc0 sc0 ls14 ws0">S4<span class="ls0">-3 </span></div></div><div class="c x3e y3d1 w2f h58"><div class="t m0 x10 h16 y299 ff1 fs1 fc0 sc0 ls0 ws0">Procesy <span class="_ _e"> </span>remediacj<span class="_ _0"></span>i <span class="_ _e"> </span>negatywnych <span class="_ _d"></span>wpływów <span class="_ _e"> </span>i <span class="_ _e"> </span>kanały <span class="_ _e"> </span>zgłaszania <span class="_ _e"> </span>problemów<span class="_ _0"></span> <span class="_ _e"> </span>przez </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">konsumentów i<span class="_ _0"></span> użytkowników<span class="_ _0"></span> końcowych<span class="ff2"> </span></div></div><div class="c x3f y3d1 w30 h58"><div class="t m0 x41 h16 y2fc ff2 fs1 fc0 sc0 ls9 ws0">84<span class="ls0"> </span></div></div><div class="c x4 y3d2 w2e h1c"><div class="t m0 x10 h16 y118 ff2 fs1 fc0 sc0 ls14 ws0">S4<span class="ls0">-4 </span></div></div><div class="c x3e y3d2 w2f h1c"><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Podejmowanie <span class="_ _13"> </span>działań <span class="_ _12"> </span>dotyczących <span class="_ _13"> </span>istotnych <span class="_ _12"> </span>wpływów <span class="_ _13"> </span>na <span class="_ _12"> </span>konsumentów <span class="_ _12"> </span>i </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">użytkowników <span class="_ _5"></span>końcowych <span class="_ _10"></span>oraz <span class="_ _10"></span>stosowanie <span class="_ _10"></span>podejść <span class="_ _10"></span>służących<span class="_ _0"></span> <span class="_ _10"></span>zarządzaniu <span class="_ _10"></span>istotn<span class="_ _0"></span>ymi </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">ryzykami <span class="_ _18"> </span>i <span class="_ _19"> </span>wykor<span class="_ _0"></span>zystywaniu <span class="_ _18"> </span>istotnych <span class="_ _18"> </span>szans <span class="_ _18"> </span>związanych <span class="_ _18"> </span>z <span class="_ _18"> </span>konsumentami <span class="_ _18"> </span>i </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">użytkownikami <span class="_ _0"></span>końcowymi or<span class="_ _0"></span>az skuteczność tych d<span class="_ _0"></span>ziałań<span class="ff2"> </span></div></div><div class="c x3f y3d2 w30 h1c"><div class="t m0 x41 h16 y118 ff2 fs1 fc0 sc0 ls9 ws0">84<span class="ls0"> </span></div></div><div class="c x4 y3d3 w2e h4e"><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls14 ws0">S4<span class="ls0">-5 </span></div></div><div class="c x3e y3d3 w2f h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Cele <span class="_ _13"> </span>dotyczące <span class="_ _13"> </span>zarząd<span class="_ _0"></span>zania <span class="_ _13"> </span>istotnymi <span class="_ _13"> </span>negatywn<span class="_ _0"></span>ymi <span class="_ _13"> </span>wpływami, <span class="_ _13"> </span>zwiększania<span class="_ _10"></span> </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pozytywnych wp<span class="_ _0"></span>ływów i zarząd<span class="_ _10"></span>z<span class="_ _1"></span>a<span class="_ _0"></span>nia istotnymi ry<span class="_ _0"></span>zykami i istotny<span class="_ _0"></span>mi szansami<span class="ff2"> </span></div></div><div class="c x3f y3d3 w30 h4e"><div class="t m0 x41 h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">84<span class="ls0"> </span></div></div><div class="c x4 y3d4 w2d h48"><div class="t m0 x10 h49 y382 ff3 fs0 fc0 sc0 ls0 ws0">ESRS G1 Praktyki biznesowe </div></div><div class="c x4 y3d5 w2e h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls15 ws0">G1<span class="ls0">-1 </span></div></div><div class="c x3e y3d5 w2f h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">Kultura korpor<span class="_ _0"></span>acyjna i Polit<span class="_ _0"></span>yki <span class="ff1">prowadzenia działa<span class="_ _0"></span>lności gospoda<span class="_ _0"></span>rczej<span class="ff2"> </span></span></div></div><div class="c x3f y3d5 w30 h50"><div class="t m0 x41 h16 y211 ff2 fs1 fc0 sc0 ls9 ws0">85<span class="ls0"> </span></div></div><div class="c x4 y3d6 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls15 ws0">G1<span class="ls0">-2 </span></div></div><div class="c x3e y3d6 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zarządzanie stosun<span class="_ _10"></span>k<span class="_ _1"></span>ami <span class="_ _0"></span>z dostawcami<span class="_ _0"></span> <span class="ff2"> </span></div></div><div class="c x3f y3d6 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">91<span class="ls0"> </span></div></div><div class="c x4 y3d7 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls15 ws0">G1<span class="ls0">-3 </span></div></div><div class="c x3e y3d7 w2f h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Zapobieganie koru<span class="_ _0"></span>pcji i prze<span class="_ _0"></span>kupstwu or<span class="_ _0"></span>az ich wykrywan<span class="_ _0"></span>ie </div></div><div class="c x3f y3d7 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">91<span class="ls0"> </span></div></div><div class="c x4 yb1 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls15 ws0">G1<span class="ls0">-4 </span></div></div><div class="c x3e yb1 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Potwierdzony in<span class="_ _0"></span>cydent zwią<span class="_ _0"></span>zany z korupcją lub pr<span class="_ _10"></span>z<span class="_ _1"></span>ekup<span class="_ _0"></span>stwem<span class="ff2"> </span></div></div><div class="c x3f yb1 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">91<span class="ls0"> </span></div></div><div class="c x4 y105 w2e h4b"><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls15 ws0">G1<span class="ls0">-5 </span></div></div><div class="c x3e y105 w2f h4b"><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Wpływ polityczny<span class="_ _0"></span> i działalność lob<span class="_ _0"></span>bingowa<span class="ff2"> </span></div></div><div class="c x3f y105 w30 h4b"><div class="t m0 x41 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">91<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1b" class="pf w5 hc" ><div class="pc pc1b w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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2D54eHhoUlEVEoZhqH+dRlPKCJElHO+27kSFVWtV9N3nY23Xnjn672Lbo1L76PA4u5WbNZ+qhpjEOH1uluv16WUTORuImFy8BIcUgBA8gEAAADvqfdOZdBdGjjK7EY55zlsb6EGv6LdWxMpmTml1KTITKVY1Xt1fmZH3/Sr33OSkooyXzn8lc6Tjmc6916t986c9rp/UeV6CEFVY+Sc/cfTer1eExGryBh7O6awMcPPBwAkHwAAAMi2N9d7t/pq95qz5OTL7LuvqfcWRVlWq1Xj7l3Xzw69nUo27tUjOgyDmancadnwEELVsXMxntstp+cKsbxe+/E5ex/8ooav8xBjIGYj++Nx6LpuyFlEyL2UwqLuvvDuQfMBAMkHAAAA3KXgvChpaszlI2Ke9MxC7FXfiMjXaoBkZimltm1TUjMahiJEtQpozYWrE1Wnrv5cE/nu18untS6Lz+Gdr1t7/JKyutuq6SEEEQlBmelx0z09Pc0O7VKKqoYYyyLsE48aACD5AAAAQHFd7VMnXGqHBejnX1+XVeXkVbaoqopuv9fd59oeuzUwl3rvaDX8FxnP67lqn8RjTcv3EwviRpOoY+bUpLZtVbUMpZQii6onsxJeXgV377qOiEopIUQ6Fm24LHH5Bqt0WSwxhKAaci40ObuWy+Kgwuo84GePPC6JRXsPM58uZa1N+vptiD0nKhGVsnBO+vY9Nbx2dsnOZ71sLlIva4xBg5r5uuvWm00pZexpUb9RpJAXK0I8fQqS7/zFtr9UQgiIDAeQfAAAAMDFcvFQiZ1v+u99pCYyiYhZrlUcb6qN90vy3ytzRZbVarVatUSUc6nlW47OeX1/TQwbG9PxPfpCmbma4DtncWxz4Ygtf+7F5rHj4Kjtl8vvBbF3La/gVHjWlwpQRJqmUSUzetp0Oeeu6+qttKy5Cn5t5mlPb1eHKmYG3PyhjSkAAABwP4Lt/MSnX3nPEa31jFAJYSze2Pf9PfcVeGNdVJPxmqZpmsbdS7FSynMeMFq4kn4lVPJtpGztIfHiDOzxigW5XO0X+aJ/fdnboszsfGlirDmM9Pj49Pj0tN5snEhUaSqvOm9GiJMga++1d8/hppKIONIgwY2Blw8AAMC96L1ff8PW+D4IxrtU+IkIi5j5MORhGKzkm4qohUU9DuVur5SZtW2bUkopufsw5Dl88Tkv3xw0KEJjoOCdrb051TDG6E5X0aUnSr/sxVWeXupn7oNM4u3c4dULEUJQHb2vP36s69ZGESJh8zGAMzaJDJrk+qtORWIcK9yOzwFMM4DkAwAAAEF4xQ+e+FP19hT3YRjD21QEsW2Vpml+++03ESrlglaEszdsGIa7NW1FJEYpeds+/hbNJJ6TeYeC+UaBnTUPU1Vr3DIz9f3w+Pg4FynNZrV8CzmVUshckbB3PRZRnTEE5Smwll6bAAwAJB8AAIA7FWkXd8Nb/HxYPd+dvNbDGFvnHbGnn/vevT/VxuLulodsxafmY3S7DLuzc/l88RY/+NMVhmfusvQ+uZG7sDh5zTsKGr49tGZWii+vxU6YYk1V2xkgEzGrmlM2cxZyOzjR207yieknrqVIKKiwkxdbLo5XL10mqspqXKDP5wSeHdh5OquQicjJnRbFQn1a/0TMbPWSEalqSkFEun5Yrze5ZDMfP80cRMndchmvHPHh8hqruTjx1KbBl6+/6QXk3YH5fN78/NQZTc8EJ6c307TOLO4mzEIeVdhsnNs77lQJIPkAAACA+6GWQGQayyG+JG/M9hrH1Tg3ES7Fuq4fsqkos0zNpvmYBjs5oJf27A+OeTKw81QZy32bnM8Z3/EpHD/GRMLEIlaM3FOMDw8PMQYzd7e985rbMGxl0iJ2kVmISFSyUXGaE+Dq67dW1C+dclVBzkIphDqIuaKGc5WEp6/ac2LM6ZiirRN8jm48rEB7mAx2OJC9pWClCDMx52EglZRSlBCjbDbDz59/FBrVpvP2LMRfvhzO4802/rfOFW+l4LttNvFi3+FQ+s3L1Xy+y1TkzUKpq4u7rvsUdOqTyOTk7iwM4Qcg+QAAAIAb2IiTh6rqPXcahqGU8gWrz+81maj/NSuq2rZtjIGZasO9S83cerRXfPbN1kAtzer+cjDndU/hnHS+o6+f62zkKnBcREJKbZPIqOvKer3pS15enc+3AzRth/jcr6K+UkqZt3vcvZSib1g2s36viuwVAT4MXgAAkg8AAMAnl2FvIG9qs7KaSFMZhpxzHoaBJh/U15z8Gtrq7jnnpmlXq1UIamZmF+Tv7R5wTOSj+2tBXhW/qqrKYVNBOs9pfNH+gu8en57J5Tt2O1zcfWTsyKfatK2R98PQrYeu64qPQaefLHmMfeuBpNHXR3sTLiI8+T+bmERk03dvstJo9By7q4a5SQZkHoDkAwAAALF3G9OQuaoXVa3+q64bcs5zx2pz/2p+vj0DtFb4aJuHEHQY8q+4IObaLfcoEpiZOGgQ4a4bdtYhL5xEu+dyxXV+Ipfv8MW9Dx7pC3/w/rZtNWiX8+PjY58Hyx5jZONatHMWHp9E8tFOLG6N2+V6jlOqaiklaWibNsaYUiqlvI3kmy4ZEVNKqdbRwTMfQPIBAACAArxVpFM9cnXu5Vxq873d1KmvO9vV0VebMZBLKbYM/6ueqvOvy/zRnPPcBPzezl1UaGpdsF0Gt1x7J/Y4XnT3nS/SUoq52I/Hx03flWmPozaZHLc2zD7ZWt/Ve4sVW5tDsvy2eoghhBCCUs728/HprTYXxpzBqR2Iw8sHIPkAAADctTbYs+lf98EX/3o02u2I3mBeFll5zoxeShp3Timo8jBY32czI5LlUX2udsjHT5CZ6aTh/uqJ5eeF09Vtw6p7a4DrfJrMrBpa1VKK7zoi9qZiJwByulhjNZAJM1ONf/vxOOdMHnVuTGVf3tTjVEqJMZJ5CKHv854W9cvX8OJtRgeO08M5nCft/MDOF+44J5aah0lmVIr9+PFjqEV4fCzAWuf6skZ+94rN02hmc9wmcz1dJTYyIhLmGGMbU9M0IuJWcu5DSLkMufT0JlHcNZ6z5KFpmhhDycPyjntxdwAASD4AAADglEV+6B6ZmiBTKXY6k+pzz1VVX9VK3u174ebXiTrbUzh3NQP1ugdVJja3D21hM7Mc7AkMOedSahMTFxYRsk+4jN1dRKsfbxiGGAKLsJG7k5MGbZpmlRpVZebqzxdmd8q5vOEV52k/RZ/bSAIAkg8AAAA4JfOW3eEO3zA3Eqh+rRBoGKzvhy+eTnOkWsn4s9XChlewNkKodRHr8e9qwlXVzFK7mnM7rzarz6jH2urxRJLepWU5Z/f1pCW4NlWvq72UYm4u7JPCZ5Kt/vgE8LxDMZXeVXV3L6bCQbVpmpiSqtbTH4bxlo+rNpuvu874Ff1MXqfJqZQizDFFdFwHkHwAAADAa4zsF2vrV7Gnqqo8DD4MuRrH9OnqFp5JnY3ZCJ69nWPbvCt5IUSklFKn2u8sVq1Ko5SS05H9gqmxOB/VZr8os0//6fxvqbmRYxUiKnPvgW3gce3TQLUkEcmiT7v4oXoi/2A3/niKcx2aUkpVek2TUowinIv1fb8tNqsiIqLS9cNQsgSl8kbLzd1CjCEESD4AyQcAAADcSvtVt1UpXnXOTg/xr8fcfK+2KFjO3hUDz5jHxDaaCqXeVUhbPX2vivQ9VsJhLt/Z6YJOU2FVVVWloS/V0Tcdc7ojxrqkXFuBzxjvq74PuIbHRVXdyMwcVB8eHlYpBa2hm7lW4q2tGpzHRZ7dN31Xf30rl6czcwhhvAvwsAaQfAAAAMBFVvNpW7lqDBFRlWHIXdfRFN7mX3i/fW5TsVqtgsphlZFrTc42YfLOJtzMQggiPORrSr69Ajbu22qNh5pt7+eLxqCqKUUizjk/PnZWuqoAaapRtI15/tQ7F1XQppRiCG2bRJTM+j7POnBbItWcmERlGIb1ZkMq2SyQvs1QVbVpmroWvvJmE4DkAwAA8DFsrBeNlTNropwT5HaOjc1ktUQFEREJ0farF2lO1PfDMAzM/OKxmamQOVNgMvfaz5mmpl/G4iSzFX/oKjHeSs3zz2WMMj2WVObbVnHnzcjBYJSEiJhrDKOTF3FS9m+rh5SUyGr3+WmoXF1zLLtd4/yF7D51sqnYqbtLUFZaDwMx+2ydj/2x59O0aWJrOKL4scox/PwJHp9MZ67Ki52org8mDsRE7kxOXoJzI0GJ+mKHTerqZfVXhTpabbpdV+S4GGgRQKu0Wy9zcJurN47/33arfZqPq6BWYSGSGFIKudh6ve66ri/5QZVFjYowu7uwEgm7sgu5sbq7n3DrvbH+4JdWrLlVZ7OM0ZtC7uLKvg1OFXPPJYXw/fv3qnVLKaXvByt19oTZFjNZSgmpEZafP36wCxUKHK5y6urjsH1xRjzpf2Zmt+9ts4q1QK6Zo4ILgOQDAADwtTldiOWczy7L31dTfhjyMAw19+lLba+Lk4/SxX3MaCJVjRpSE1JMZkZkqtf3dYzqeuHCuisz18xUdV4MbxB0+lzjdX5+C2D+RZjNnZhERGNg9s2mf1qv6y5GCIE+y7IWJxsLyW7LMvGix+PWlg3hz3/+s6owS865XsRt2t5ii2osTqsSow65LPNXr3NlT+/juKtIvcXQjg9A8gEAAAAX68B9e5HZaSzAGEJQlVKslDLn732FudorQ8hE7iYiNMa4Upuapo0i4uZmVnP5rqLxeGHUMnMufs9tMGKMZn5bLfqqZLE9F7GZFaIwBi7yZijr9brre3ev3q0+D6T6aRawENUmyj7N3wAAIABJREFUC7xcNcUWeaFEi7bm827Ont6bUxnrva+qKvxz0139ijvTURk/NgkkijHGGE8/x+b02iOaHwBIPgAAAHcit273XRcMgNltrGyhKu5UzcFqEU6H+nK2VG1XTUQhSAghpTjax3bDK8vEeWrPQPeXOVlXSM34OtHk4x7uOxEJIdTiH+s+bzabvu9HHVQKM6vo53vm8KSBxstjmaihKT2yvqeUsi0Je6T7xU4ArYqaU/UH0uQAvOKzYP76WhpnUQ9pLNyC/D0AyQcAAAAcsfkulQpuxiyqWiVN3w+ljIk9CzP680u+I44+8hDCqmlSDLVLGDnJOMM3EZnMNDpXpxZ/d+W4iHGsfUK3j+p0P1mjhU+JvSpNRbiY/e3Her3ZjPcFUQ1anjI9P+qqPrr6lJiJay6l1HYasU1pdpSxO5lNEZsiY+PBXe8oL54kIsLMm02fS5n7kZiZitz68RVjTDHSmwQPAwDJBwAA4EMKv0uVhoYgQsNQ+r6fnXtWA/jcVfWLNGDfNS0tpfjQtDGqGRUrNeRstphvMgDmWh9f7tK/MQfa1XHulW+5E1Q1pVDM/nh86rquVhklInMn93k748MJCT/v3nd3YVbVFPXb6kEWlWWnxhO8F8y52HHg2YktIlXydV1XHwI55+su+6WLb3kPmnsUDapjSSRmaD8AyQcAAODDy7PnalSctqcPqxo8E6nlh7piWZ9TgxL5MFjOec6DWlqBs5dv+V3PHfbSnJ/Xfep8i5KP1vt/ZhiTv4PcvUlx1a5UuRRzMmF2p8POhHtFL5478t6kHfYbqDlmZl6Lixw1yp9dBrfxwro7Mzm5VN+OatM0c0DgFa1/91rYlXYndtIwh2KcxiDA5RFMOMYYgjDzU9ev1+tR3YmUxY7Fcti1Eut+LOMHfILwvICZYwxt26YQRl+cVxnM0y2249lbLLBxEfIkrpg5pdgNw7wgq8K/1nX3wx+mgyvLarUaL81upuvBsAGA5AMAAPBlROOrrHmu0W/EMgxj/+W5nMNR6fKZ57GYTj4rVVXVh29pVGvsbMdkx9VkFc+Xo8/DXS2tOaR3Wi1c8/hO7FO8DXvbFkTUrlpVNqPHx6f1em1XFaX3eeMLs6jWkpvMnFJIKa2aRmWswOTuKqwazr9/a1Blzrk2YOy7/uYnwjtq3N1TjCEcbz0CACQfAACAD6a73pcauEVEJedazoFeas7+WREnltr+y6svK4Qg5G7ORExMcsMwy7k6ogjZnUXQju632qhQtfbKe13K6DnS9/z3z9sT9ZK1bSpEm83QdV3XdUSkIv5lnjy1UM2fvj3UQrKlbD32sizFedYMjy73ENRsW7jlLbcZYgjMtTXkl3j+AEg+AAAA4PrKs1rJquruOedhyD42C7jgCJ9y6mKMzVSsZU/b3M7onPSeuL+5hX2WJJ3MoBDcx2k5YYjvvXjOUqmBnZfVHHKvSXqqIiKllJ/rTd/3NZjzU/r39qJ3l5VOVqs2xcBO1blHc0i2lflDZ04vM1cXHxFtNptcMpHc7oyW1T9nH3tKyQuhUieA5AMAAABez1ysL+dcSvEzEtI+sd6rfczcPaW0Wq2CkDtZIRabOoTdvNv4VC7VrdyRl68mTzGN0kJEym5HvjNzR29ik4UgIjEGZtps+qenp8FGsVe9f8WdhOv1/RweIufdnntEKaWmadomMlMuTqXsbSUI711NfrEKDDM7eQja98Nms6E3LNZbx5dSSknL4PyZw3IBJB8AAICPZYddbuA+5zI6/1A779xWJ9n7/OSKWZhss3emFLNSSjF3YhY625F1dYP+Vw54WMBme5ouRE5OU/EPn09/WRZEROq0rVZtjFGFvLpT2Oc26bTrAr10wC/W4BmrYqgU82x2b3rayeclNAy5Tvm0WvhoFZ8XD7i9FtOKdOedhbrwrzqRUREWnpa4sISoxNwNXd/nruvNConUsMDado+Z799PtJBwe2Od19u4CN1Jx3IztUZLatsmpcRMVszMaZqdWYePF+L5yzHnkc53RX2IhBBF5Mfj05CLTyPb619yhXVlTsLzSTqZE6UY2za5Wy3SiX9fACQfAACAz8bpepjPfIa2vbR2G8v5shDe7tHMPOdahYPpoAjeq9sfT3a2n3jDW+UKMpFMJiNPMXHLybGpWn1Rlm8PD7X9wDSY+n9ydGBXbw8tzMWMha14OaL4+MVp99uLm5pwWIpNMq/qvaPDe0ny8fzxRVifCzGR85Q6OLbRq/8TFTMjo6BBVWMIvVu36WoPBq+lVBfy5j77SPLu7Cx/YFrMhfNimVVBJEROJTNRCOHh4SHGOBY7MXezcbIOmi7UvgyXCXKnEGIpZcjFaNwPot0IzKsst9owYhSrROLOzG2bUgxesqiU8sIm1Fz3CJl+AJIPAADAB5Z/l2Y3nfO6k8/FWr7ixC7VKREzpxibJr7vfMydx+5qrvZXzpXyPKtA5YWp7of+ad4/pruraEpJlc18vV4Pw1CmUMaPbvT7sc7yc0eQ2SMdY2zbtm0bIirFfLGb8ys7EdNezXhdRGizKbfug7cVbETkZO6qGmMUouyjIjy9PfT5MooBJB8AAIAvweVBg3TY0OzlT32Jygh+eK48vc5EXkxFVquHlGJtzOa+7ABGb2ZPmpmGYO7DMNy0Tsyr7HLyaXXVov/XsrnPDyQ2JnaKMaYU2anrhvV63ZU8ty78DE6eHc033tLM5GZV7AXVh/Zb0yQRLjWScxFp/It6b3kpa13Wru+3l5jHlEjnK9+fvhuJ2qQUNJjbth3jgZ6HQw9A8gEAAPhaeu9MVHXHZiIWFmb77HvkY4bSofuEndwspdS2bRyLc+4blM/NzdUtzqmtOQ+53GO5zsU4zey68ZIHEcdH3iEiotK2LRENQ358fCr9wMwsXCMbrx5n+y7U3LW5rQQTsZAXY3dVXbXtarWqYq8UW1aRXaq+Xx+GiGiQYbCh5PGiTwGnTFfeKJqdvVNTytA2jRBlMyKefYxovw4g+QAAAHwqXt3r7PRHROSwbv4XiokaM918mToVU2qaJsbgTrOL7x2lVP3vrUPprrElwdc71FZaHzlrc2dmESXSFGs3kaendd/3RKQHPRjuzTv66xqQiFUkxhhjbJsYlHPxuQXFMuDzKie+TYpjfurWR7t0ipPxNVf+dsuDOaqqqrmZmYre+b0AIPkAAAB8cl4tlvaybg6j404c+aJinst9cWHZEZNj4sz19c2yruPdXKO5ZulkGZdck/dWD60IE/lY1dFrHB2fLyEuTWx7MdMy52xmdLmZ6+5vUK7kRLXSSydqOdzl/CzfWNfq2HPPyuPTUzHLQ9mmt/1yQONdPUZ2Okm4O3nS0DSpbdLYUqWUUrz20qxy6LlzX07pkWK2J6sriYgV6/v+ufV/9fb2tYSPiKzaVojNSn11z8UHACQfAACAD6D3bsqe8eejg0SqXZiHHGPci+1cfvZwQ/1EstYv5nGNH7/xNPLYj2yUFqNIKEVFUkqrthHZd6g+NwN7L15dY9QmDVXyXdFpc83JpLG2x3MD+xUP2/FuJeS1IaCbd32/Gfo5znDZ1+BDp3jNkoaZ3YmnO9HNUgrf2m8hhBBUmEopbiYs89qbG80fXY3LsM9zxjD792pzyK7rT9wX139q1UKdMbUpmTk7CfF8U1x0ewIAyQcAAODd9N45n3p1MOeef2dRc09EpJQyDIMXU1VV/WLXan9KYwirVRuDErkvsveOSQ6ig7bXtxtoCKFGdX5cW3bZRu/XhdDcb6Dv+6enp8JOn9HEr2Jv/MGKOwWW9NA+tKsYAzm529S0g81fnoRDT+yZy8ndWTgELcW6riul0A12N46ePjMH1dWqpRukCwIAyQcAAOATis9q4dV6LWZWYwV5X8/4V5gfFierbcvY3duY2jbFIO7utp0DJtrrLXe81dwtDV9V7e+vVudbYmYiIsLbqzK9blwbDxLRmEgm/qkWqpkRUxBS1YeHh7Zp3cnN544dIkrir9sVOrMm6lT1lIdhGIZh3ka6qdu55iKKSIopBLbiezL1PpsrAkg+AAAAX05i/aosuYItxUdVn5kdbb73NdozzIX73d2ZSVVTSkHFjGrv9eW0va9vobZBq/0PmD+wnPmVe0REVLc1WWrgcU1RrDl+LGzTdfp8wo+ZmxibpmlS42allJq/d2n/iddFP9a31aCAGl38XADzLQSYiMQU2dFkD0DyAQAA+Ji27I2MmN3ALaKxev5BPOe8Q798/1S/8itcsmq81n5uQaW+pnv1bO7A3CeiuRJjLuUL+vpCCCkFojlTz+vE8BRz+Hn3JqhpmnbVtsrMXEquwsrMmMdcXJuiP+nipp1+vuoTka7r+r73Z2Qk3+AmZeYQQhO1lFrHhZmu3P0PAEg+AAAA7yYUz8+xOfzgsj47kbgRuUxQ1w1mY4X7ajwz79Rb56r7eJHMxm8UQjWPnM8462cLEo7twWsdThc3ImIyHgPBhIjYC5kHptVqVUvXuI/n64tAQVqYs4v5+SWv30Wpm+7uQTNRdpsa3509mbSownqNq+dEzlvvmTjJwlXqTHZGqJ2xEdWzkOk4sjhxYidhZyYndnfX2odAn9brvu9/e2glpdFFS+QszErE5NUB+iF2K45MkbKRkpdCoplIp7XHRH/3/YHczWte37JM5dirfC/oeF7GR140PrzdiHjHYcg7ffxc2MxDCk606YYh27Juyk4N29NneDgJXlMV64VjdxMRMzPPIuJEWoqq/umhYfJsg4jUsk4visxlRWL4BgEkHwAAgE9Ira65V9peRFSFiPo+f62ee89TlV4IYc8uvDcfmoiUYmZWrfM793CcqOA6/urkzCdEgbOrSC0QEmPUFJjp8XHdjb3gVjxG2n5cX8+Rwddecyxy7O9CZLdQL6f7Mfj4pGBmVpHNZhiG4Q0Wz9xUkIhSSnSGNxL1OQEkHwAAgK/FMiJxLLlQvXtEpVjO+Ug+j3/FWWqaZtmx+q7afC2r7atw1+ca2Ll1P34gfbOrK3z0XZ2QQ1RK0RCaZqVK6z6v1+thGEopIsSfpGDH/mUMorUoq6qSOeneQjyyOH9RAT7fB3Lnr+4eYyTmrutqEZ1rik8+ItvmH0IIq9WqBqI/d2Oezk7E3haA5AMAAPDBbcbzrBlmFhUiGoa8117vK1eAnKtfjBURL9TSb8xcM2M0yT/2Vdt38U2N07f7FBpijFGEumzr9brruqmNZK3Y8mmE35aq90QkqMrtUxNP+veO3Cw551ozpt44N93mmIcXY/xinWMAJB8AAABwtt7bZp0xs7C751ymko9HIsrkS+q+sbH17A49u47FTVXfsn/dmJZJNPtmzezDN6Dzw/yzbfKYBlWREGLO9nP9ODr3VOc2iZ9J7PHudX9oVymlGMLhFfYz7vprPT1o6o4wymxhd1+v19XVtnSJX2k57IxqzKp1ijG0bUvw1AFIPgAAAOA5e66qBREhlmHIwzCoag2RWu7Tf1lzamm2Xlrp/u0HWd2zZrXb9ifQPLWSju8tWlVNKQQNP566zWaTcxYRFq2nX+qvU8GYDzUPvFQ3u+Mepez3b6tv374xcbHyOp12o20RFjGzYRiqE/La8v/YNzqzcIoppTTHM585Wjz/ASQfAACAm4ir637qRK+tMz17o7dkarY+DL07qerh9vziZ7+fKf1105aZ3exQ1JVSQgi0W+Fm6VJ7pyXEhwp8DsFlpq7rqaa3qdau8ec4+pi5WGFiVcnFrnVydW7nXYMQwux3ZKoFRV9SBV5rNY6Lzt2LuKiklIJq123+uvkj5/HLzImoXhqvS/qmvb/fQsPTHDpp5K4ibdPGGFMTzIycRJh2l+7cguEXnz91se29aGaushvvPTrAq8BLMfzx4+e0/G44+cJczMidmUIIv/32ze1I0ZrDlL/Teg86EEDyAQAA+ITUptVVJJRS3JxYvuY8zBoyhJBSqjbr6Py8Yw/nnGRYlercQfH9B1bz8CaRXDUY82Xm9ZSQuN3aaNomhOBuP37+3Gw2zOyjblwejenjVxmqPTBrSwtyTyE+PKyaNjGxm5EvZnn3c2+7L+OzNy/GmIt1XUe3CGmeLmntHFFL17gZkTdNwwcbQOi4AO7o3xdMAQAAgNPW/K0PW4PfzKyUYmZf0ESqLrJZUdRm66frQNyPK+DQzK3X8a6cFbOQlsk/5OROl/X1rqqvbdsUg5n9/PnY9/0ZQbb8Ee/6Zbh1PcGooW3bpklMXEa35g2fDJc8ebbVYkW47/sTBTOvvNNB5O4iEmMkG+cNMg/cIfDyAQAAeFOxd6hbmDnnXGs80peMa6pxgLU0SwjhoVmFoEfn/25T+GpPalU185rORM8E5r2n0RPCsUXOL53dGHObUowxuvuPn+thGIZhEBFmyjmLKk2d34mIa7UX/6ilW6bCsM7sKiJCKbYP7SpGtVLMq1fNb/fMufDh4zXjNwQdhrxer29Xq9Z3Z6nWzm3bNqrkIQv7nd+qAJIPAAAAeGORM/r3SilzTX8es6G+FiJiJdc2623bpCC+TQnbN8Tv8FJWw7cmZJaSlzU861m816CrE4bc60pTlXlGmdjPEy0iLMoqMYRQSnl6espjrhqXUkS0Se1QBif2MZ6RnZ39w9+eNR2xSSml8NCkYmalTA0zi8oscO9itLWj59PTU60W6zfKd12E69aV37btarVyG29kuPjAnf4rgykAAADwXobaXKRkmbFGX89mqpIphNA0TQjiTmYfpsDjXn2dvSDVdx/c0XFeauSnlNo2mdnj49iGoYYOqqqb93mgSf6M+Me2r+bKSaratk3bpFJGl2W9W0MQIiK2O1B8Y/mW2iyh5pHuRVfeTobVBFGVbfGYO1r8ACyAlw8AAL4ELxo9h22Fzzzg3JN6LuBBi1yg5Ub7+BFWIqq9m4dc+zkTszpRqQbkWUFZMjXI9n373JmIye1OYup8Lnu4O89sVgfPzG65aZq2jSJc+7kJ0xXbG+xfgmP2/VGpQ+bkPm8QHw2DrFbv5KSlnIs5T+3Hx3DHY7Oyf0HdTVid3MxEruPPZCcmdjcia0JQpZxzDe+cGycU8ue0q4iEEGLUbP74c911nZmxhOWVpclxKL5zzcev/zBFXJYFMD1x1qBt27ZtW0uejic5iZm6SOst6ESyv1DtxbMenw/LpeXjMOZlVr3Epx9KYxZfDBr08anriqlGY5JFU40r3Uc+OnCdlEjMrPhDEx9SpFKYCnn9y843LjyQl+2eAADJBwAA4N4F5AnJwcyqTER9v5+89wYxUbMQfUZ43NKUXoyBmUV4LlXz7du3GGNNhxvLAH4oV2cVSHPZ1XtbqyJiVmIbRcSK7UhCP64KzCyl1DSRiDabfr3ZjJsT47L5fKb5dh6Y+WH1UGvGVif8nasRUQkyxofLWJ/nhrePCI1x1+IppRCCWYZgA5B8AAAAPpKKu67YWDbmnjqts5mb+WRAbz2By45zN9U80xe9k0Ai4kl5qGqMMaU0z/zVm0e/zeKpV215We9oaMxEFEIoxWinuOi4GJYFKuslaJokwl039H0/DINNJ/hZyu7vNFFw98lN50H128PDKgXardt553LV3bquG4bhpkOt3voad01EDw8PbdvS6JcWsyLIlwKQfAAAAD6ZODxTXO1V8Df3nMueMNjrQn4LK3O3d/NxQ/ZtrPm5U1wIIcaYUmQenWPVR/GxRIWP9RuptnAzs/txgk3eXA8hhBBy7ndDEHlP2NT5X60aM3p6Wm82m7mP/DJi+aP7c8a4xynolInMchPib799r6vRzeqcVIdzmaq23K3i6/uh73ubO6HzjW7cGiNg7hRC+PbtW63XSqN3FIIPQPIBAAD4FHLuUjVSjbC5sIG7l7KfOXbCgL6ik+FGbsxXWY5OU7GWGgw5V7z8oMtmrldRa3vQPZ2IiJBbjFGE3W1ML/Qj1VCrx7X2mVivN5vNZqzJse8G/FTxe0xETElju2pSE4TIJr03+z/vfGW6e87ZzIRrJvCtAjuX2zEpJeZxT2GZxgwAJB8AAIAPLPaOvuecV2ZJUJutF6MTAXK31mOX5vKNlpxfZ2BMTtvinClGHU1q2s7Jc7bjWyrVo2M41MzzD1UaMXPf9/e2sEXEzGvobCkmvK0X4qOLUs0sxphicKJh6DabvnYNqVsVbrZ09H10y97d2bzqWCYX1SaFVdvEoGRWxr4aOl9ZOqP3wJEqTSdX73O/nrkvs/dXK9Z1XSmFWKsfluSG14iZRbxpUinF3WbJJ6L1VwAg+QAAAHxyDiM552DFUoqZzdbkURtxz56+us7Z3Y9/IbCTa8nFRYbh0QOeHuecA8ZWyMkn/14MWuMgiYinqLm96Na3v3av+1QpJaVExLUl2j2txjFRrfru5nDiyS3pzOzmbdvGqH2fq3LYL1iyr/Q+ZPmWWeLSWA/WhLlp2pRCE6LoGLTIPC77M5f3PTxhnCYfbL02N+4DufRpL17U2eP33D114taAhxBA8gEAAPh4VG9VFXtVEiwKHn4thIjd3NzcRSSllFIM+nkcAsu6JmMA5D3Zr2bWpCgiuR+W9TnrzzFGTYGJ1pv+6empxiF/7h2ZOilRtG2b1apVESJbOrzRSvzM59tyXqHcACQfAACAL8e2PidRTbP5wnNBbqMAbts2xshcK0CM3efPdKEsnRvvHvm5L2tFRCTn4d4Kz9TthhgjjT4ZP+aE4cenp81mU8/iU6o+rkluk1BZNaFt2yY1zGxuZPO0yAta8T7W2/trZqLa7HGaMT5z0gCA5AMAAPB57KFlecNaDeITFbi/jJqqp6pN06QUqeaG0UeofX+JvKe5dsv9IcrTOtwZtrmXUn6uN6WU9w2pfbulWNvutavac8/M6FjEMrTKOdNJRAvVB70HIPkAAAB8Marzak6Loq/qEyAiJg5BU0ox1lqRNPuaXtHR/j4LA1bRN2v7exI5xMzCMsvR3d6P1vd9zmVZNeTzlV6coxBjDO1vbRCNQkRWSp0Q2RMx9Bk7zd9oSndfFeKCyQGQfAAAAO7RdvmV98w1DEdLmpyInSmXbGZuPG6B82u+emmIH1jh1VG2X/ePmZyMedl97bCqfrl0fvjZYWzbSGzToUquEa3ixMwphaZJyyly4nNExYlqMafff6mSfP79XIvLLOePa3zgrBHYzaxND+7UFyMNZmMXikMhsa+Fd/5SKx/O47mO6GA3MWtCWK+7UkrbtCHEWdQIC9m+u/UivffqOf+FHYS9i0e+M2ARHthdJUxz7+SD0NCk5vv332p6bXV4Hp71RZP+YqTxmevtVx5BYxeNxZjoOheiPtZqwVIncqfByXknZ08WJ16LMJ0qQwVXKoDkAwAA8OFFI9pSLYxumaclhKAh7E3UJzvfyW92j6cmIiJaM0nbto0xXLe4zLufsh9KwGMXqGma1WpVfe8ffQW6++yZvOkzZ1mBk/mXvgrPRgDJBwAAALynWL3uEYW2fo+av6fKfB/y4HaSz33bv/uuMPO2bUQ8pajKXderagxhtsBfN+Z3PFO//O9t2zJzjLFeo/MrBt3nferuOp3C20ipabOGINwAJB8AAADw8bTKdU35WdqJSG22riq0cO59ys3+Kvmmuqx8Z2OjlJIID4Ot109933/79i2GT2b8vBAHm1Ka+2d8uG7yh7dkCEFVd+KLb7Z4Zt/1q7/rI845gOQDAAAA9q0xnqB5I/xLFmph95rDpqoxxhCCCvsX6E5Rc7pq60URva+xqbrw336u8zD0m3VKqUrzas2/2gp/r9qzfhDJyV7V3qnB1BYp8026n//20YgxmLvc/iosAztFhK9zTATAA0g+AAAAH9bop+NVGe7auLmWvShuNJauISJKKbVNrLZ19fjNX/e6chcf4urfZ+vFPAxd1z0+PsYYJYbac28qEkPMdfD+6rO++lq6eA0zsb+8zmu/QXdX1Q8X2Lk37cycc5agt7+VaudMZiZV/ZWwTsg8AMkHAADgTtXO4XvmRKBqOtfW1bRwIyxrbNLJEpenR3J4qIM3PGtXzYUxma5glNfyhrooyrJXyGHUez42W48xphSW6u51kV1vZiOeLIs6XYvF22onN9pOMonI0A/DMNS/Mt2RB4lF1puNqNYlOnZSMxImkV/VaW8vnOqq4t1ytNuasWbM/O23b3sDG+vHLrYeXrHezj/Zi5xvp2/zejQRyTmras45pehOQ9+n+HBrj1ld5mbWNGm1Ws1DPLydTzR15N3nBbQfgOQDAABw7ywtm9m3UxVgODs/as8l+Np2Be9dKdH3Ddwaz5lS5PdQbu+4JJjYzLay3/wOT7p6nP2DXw0WntfbNqSTiciZPAZ5eHioHUHowh6Dd+v3q48XVS2lqKqIPj09uZXT+xRXWtujYF6tVjVhFXINQPIBAAD4GFzFs1G33qtNOTdbv1QqvLuV+YryLXsfYWazUsshhhBiDMK/GuL4IVTi6O0kZmYnH5uwi9Rf70rpOVPtl3ZODOSHmHl3F6d6AzJ5zc3707ffUkohCC1UUN2a+eilYufkwxiju63X65Ti2zwhzMrD6iHF4G5MhB71AJIPAADAV5GLsx1ZfTu7G+0v5+8tDdAT0VynldhVZNG1TOEQQkpJVQ6LCDJdltD4wbyCvK3dcs+6wmgbbOqHovADzffoaGIndzNmJqdValZt2zQNsVuxuoLmm/Sj670asFodfSL8+Ni5j87aW9ehqaHaTZNyMbIcQyQAIPkAAAB8FM32K+YXLcp1lFJ+MVPlaN2X84SQv+s0bn9umiaEEIIQkdtOBiOTM18w0A8XBVq9fNUin1P++A5rtk4jOlLx8gNKoPmWUeU2rlarVQxiZnX5zW3KX3HYN9gfed2WirvHGEuxruuqd5kO0uRuMdWrVRtCyDmHK1XsBACSDwAAwF3rvaXkqy6+qZYJX5Q1NL/t3ctXXqUvX4yxWoN+pM+1f4lIsLmWPbPZftUccJNb2F1zIZAOAAAPjUlEQVRUQwht24QgZmP1IDJf3o9nbqnc+SmrqruLUM5jWMHbaNHa1NHdiEhEHGGdAJLvU2EDcXb3PKhQ0KDORpydrYZUsGPSbjTzJMq998ysHtm4CA3uXbdWc6E0SIg0YJ5uQfGOuBEPqi6NJzM2NSXyLOSd8w/nSD0m6jYWjTkpMxEVE2dqxeU340LSR0nksXSk7Z0ow9mlM9fqoL0m46PBz+RCTs95e05baXt/fYUgdF8KD5+G4UeeO6fH4yQk5EQsVb/VNwpTKd4orWIjQlX/0qKF1/R5fdEafRu5e1EFxWWYbnXd0X4RTmNWInIn4dAN6/op8+M9D/h5pSjb90q9HDXdjq/kJ+TtAcdxie9o8fMKuvjBqdSjLFQA1+XO8wFlnHMb3zf1AVyc2u46J3PSIxeEiZzMnYWVXCwzc2rSarUKITCPvR9HpUcuy/vxvRfea+7c3YEJc845xth15cfPx1xvSZJxOuud7izjXW7OdV3J8oL5WdeYp5KopETu3jTNKmopxuZeSHR/zk7P4Ym/om4ngOR7f7ohhib2Pf2Lf/Hf/c//6n/fbISZXQYiMxayKAzVcRP++X/2z/7L//w/Sa6kRJlyIGOj/+F/+n/+q//2+19/Pn7/Jh1besJE3QJ5KOmx/OB29c//43/3v/hP/eHPRCK9EQmV+N//7em/+df/htYrTNQtyPGR8/dYktBQpG/tL/+Odf/1f/Tv/dNAMpAGp/czDqrAGxeJyNzaa+nfu+Op5QOh4mfY9M+9vv8GVWbWE8XZz5zhD7xZMVnnPkGf1pDl4y/y/nueCWkdneMvzOeRD3tVNe6uzEwsxDVxtOq9uV3KZ9ISe/7JIeemadz9cbPOVnjahPBptnm7D0FH47/53O+dtrEmzdw2LaF5OoDk+6xwNCOmxP/b//F//o//y78u9puLEhciIw/s0QWq42rW5PLX//Df/I3MSSSzBTcyMV2v1ps//8t/9dD9/NtK/knXPHLBvN2CwR//kbGk1P0H/z5xW/0zOXigjXv5hyz/8q+/kUDy3cjAKZRXnB+IzFPR8uP/evr5RyAqTyrkrMa9UvO+Nv0cvVmrdHz0ghCXTsNkiY92+7I9w9ddtu51I2BZu2X2956zPj56u4SDX8eTFueFzNh3kPqxXQQ+8so2gHP0U1kR1ZTiQ9uklIgo53z32y5XQEOQoJuu6/t+fij5JJLnubaFYPbpT+e7+JaWSVXRIYSU1MznSwAAJN+nIkkpZExJg7k4CRsRUWEu4kbmzo5ZupIZtTOTRkbMpJ6JAysRCQWKaV2seUj9qjz1nYVvmLfb/Jv6vXv849EGt0C8Iqbsw6ASyFnKg+vvnn7YBhN1G8FtWjZqVsR6Y/IyrB+JiWI2s+ytcvtuN6l7bcZAU/+9ZfIefYn97zkidOlImezORf3SixXDp5i3eSPg4Lz47Ll97Z/vRent6TWhpd7znVIqeymevtSFYxuJKbvVl7dhcfco+u3hoW0bYaplk1SVdkN2P8GiOmyCEpto5l3X2SJR1pmMSaZA8q0m4zlWe/Sa8uVfXfVe27bCnEuh29eJAQCS7z3+eR9MlKMwG+eul2jMxFyYMpMwOblglm70L6mzsVEjRERFyKmh0A4a/WlojKOsSoaX7yb8YA/CKbaUhQandtDEg7FtWKIUynl40pQwUbcg8zfjGHgIPBSXh8J/1/6uRFREpNHSqBzEJ76h+bWszlKDPD+ZiXlF8/QLnjsz1a2A95oQe+kL+Qyj386rOnRsT2T7ohy+ZxupyTt6j48I2ipgDr/SvYiTalitVk3TiLA/UzbpM63G5WYKEw3DkEuu57s8zdp7w0+EZU+dGP2MpE0lNhvXQgihjaGubV7s9QAAyfeJ/hmzSCqeKXKTQltcpT52jMSNickwabeyIExMs3FRcspMhailELj5nbJtKBAngeS7CYlViLWU0BuZG5eOckvfhb8TWdHNJubscLHeiG8mnomEChnJINaRObn+RuYyEAn9YlznMujuxbctf6iF8o4Gcy5tr0t9fYcjOeeVw8O8NH6nMwJQz6/+p6p7eUGfoMn14SI5/1LWN+c8/PokzCa+mc/JVHRGcuCLYz2ehHdpn4ZtIaJpzZNPv0yfNj9o/7ANznQnp1OBhttg0HohJoUizG3TNE3TpMhMte1e9e8tSyjdj0h77hHx/O3GJ25kESnFhmEoZsy6TVzkxce53us+z7TIWDqHz7/ERG5WjyIiKWgIMgxlsQJ8qr9DXy+4HUDyfc4pycRsFF2LBMrFChG7MbuRsLEhnez6Wm98eKsrqbg4ZwpOxJn6dfHuJ5W/Pthva/kRFdN1C4ahf3DzEPpGSUUoRpIslJqByNS8LXGtKFx0E4r/IRaSZWLvhUsona3dif2JJJSYVN7uTpxNmWX5hGUFl/nnM8uWHBVFhx85bLz+siG7G2Jah7fj7nBxurjV2F5nZ3dzNxFR1aaNc4TnYnh2jhP2je3yw2k/NL6XU33ouT1R3J+ZmaUW55wL/PgkVJaK6PRUq8h0tG0hFK6FgmjapHjRsD7778sVu5+Qaeeb75Pw8/0asPWGmSIzhcjYqbZyqwuzlvJ0ImGWmo1mbjspZy5sXBt+OAmxqj40bdPGIDo59F5eXS/eX9daVCeOvOzmcmJzZKxgunvLz20/RSQE/bleD8NA7rULZP2TW10d4xTLYs/CSyk6BmSJXxYeLCJmuWmah9W4zSbM7oVZlquUngn1PLOODmJEASTfXWDsRuYhPnVPfcnOxBKIjFjYhSiSwPC9MtM/oUzGFLwjaonUSNVJ7EF9CN0fWn6PrTIk301YNWH1SOuhK1ooEFmIEn5yr/KkHtjVOSGL9WbW+SPTN/JQWEz5iTe54ahElM16C4UoKMU3FgxVPh369w612SvUzqwbz1diR4wzXliiRE5eStk/ssuLAm9veMu0tPqhatuFqCrqZrQj9j7FE/hCf8UY5OtcPTA5561Ufr4J+NFlUO1zMye3uupyLqWUWU/uKfAj/2SfPXjZ10XP6vxzxm9me64jLzbqNiaiMi8nZjczcjIr9ax86lwv9YuXeWhm5FODxxCShnaVhIUWnqX3EgwvrpPltsJzkQUv9gmsM1N3mlQ159L3fSllmU6rqiLCTMrb+VNi47GwMDP7IlqXz2zSYJnI3D2outMwZGaeb/NlTZ7P5N4HkHxfl8KRWMxJpY0Si0kpXv8ZMw/skdAa7lZqm8idCgV1MiNlp4FyL0N+yPw9h9Tz75j829DHnysqLcVeCtGGvKWe2qhqQhbXTI/RiR4wUTchWuFV8YbYibPzUEh6J8pB2Fmo+Jr4LSTfXlLQ3IzhhNl3JCCTdjpxP7+1/7Lt+JJRtR9bNeu38UScfFeVHX6te9kb52HfrRCCBqnN1pcN6z6NnFvar89dmr3AvOqZU1WisXbLnpfvWNjtkW+m2cs3acXp2o2BnaOOOnGC59eAmcx3s1EnzomIbvbyRO4Gdm51xOwtlOn7eFQITsbsLFQ3JUTGriHCrMRWIwl3/xUUJyLXsTJnG1P0yZu1bSFwN0vrtFNrL8jz1ENjsbqqEjazEEKM+vi4HvqenFiYp9hKK8WL1c7oXCNmfVot6jVtz5d9+RZhuKdvBDNrmqZNaRy/23w1p3xMPvPGQWsHAMl392QxJiX6U9Jom0YC+vK9zT8ebTAXZsuBiZhJWKh9VP1f/63ff3/cdL//6f/+kZuIopE34cfDJj2WTfjt3/7TN3r6K7X/mFxCEbIVSfzmf/0n63/d+j/GRN2CIT5y/plKZBqs61al/6f21DwRrR7cid3C0f7Ml/Oig44XnN95b9nF4ejRjmzv2BX8Y4cOun0bi/1Fi2seyawc9hw+qtK0kYnNzcmPSr57NuzOGdvpCLRxQnwn+s5KIeJlBde9Q8k5yZmqk51NTDZ3fQwhuDkRudmLsQUvvsGmuh1zDOHe+YYQtH9Z8hHvFW+bw1PGo2XPYwHPSQmqioiwuFkxy8Iyyjai2lKv7OpVcRIVEW7alFISkVKKjrPkpDVcmQ+bz73NCtzbiDmh9w6jiI++eforL3dq5p0mETGjYRjGS2xubHVVNE0T6rT4uAaqS7A6/K3Gf1YHoE/dEs9BiZmbpiHinAsRjRs9xCfiVz9oy3vwBYFv+uC5XgaWnHNmakUCERObcyY2JyZnhk6+utqb/mWWIL33whIsELE5dVSGbhOcxbTXxPDy3erf8oEoikWNzjEnYspigbJvEsnG6ImVHVmst3roEAViZ87OR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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">27<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y3d8 w2e h50"><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls15 ws0">G1<span class="ls0">-6 </span></div></div><div class="c x3e y3d8 w2f h50"><div class="t m0 x10 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Praktyki płatni<span class="_ _0"></span>cze<span class="ff2"> </span></div></div><div class="c x3f y3d8 w30 h50"><div class="t m0 x41 h16 y211 ff2 fs1 fc0 sc0 ls9 ws0">70<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y3d9 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y3da ff9 fs1 fc4 sc0 ls0 ws0">Tabela 6: Wykaz<span class="_ _0"></span> punktów dan<span class="_ _0"></span>ych zawar<span class="_ _0"></span>tych w standar<span class="_ _0"></span>dach przekroj<span class="_ _0"></span>owych i standar<span class="_ _0"></span>dach temat<span class="_ _0"></span>ycznych, które w<span class="_ _10"></span>y<span class="_ _1"></span>nikają <span class="_ _0"></span>z </div><div class="t m0 x4 h26 y3db ff9 fs1 fc4 sc0 ls0 ws0">innych przepi<span class="_ _0"></span>sów UE:<span class="ffa"> </span></div></div><div class="c x19 y89 w31 h59"><div class="t m0 x1d h2 y3dc ff1 fs0 fc5 sc0 ls0 ws0">Wymóg dotyczący ujawniania informacji i powiązany z nim <span class="ff2">punkt danych </span></div></div><div class="c x43 y89 w32 h59"><div class="t m0 xe h5a y3dd ff1 fsc fc5 sc0 ls0 ws0">Odniesienie<span class="_ _0"></span> do rozpor<span class="_ _0"></span>ządzenia <span class="_ _0"></span>w </div><div class="t m0 x2a h5a y3de ff2 fsc fc5 sc0 ls0 ws0">sprawie uja<span class="_ _0"></span>wniania<span class="_ _0"></span> informacji </div><div class="t m0 x28 h5a y10a ff1 fsc fc5 sc0 ls0 ws0">związany<span class="_ _0"></span>ch ze zrówn<span class="_ _0"></span>oważon<span class="_ _0"></span>ym </div><div class="t m0 x31 h5a y3df ff1 fsc fc5 sc0 ls0 ws0">rozwojem <span class="_ _0"></span>w sektorze u<span class="_ _0"></span>sług finan<span class="_ _10"></span>s<span class="_ _1"></span>ow<span class="_ _0"></span>ych </div><div class="t m0 x44 h5a y3e0 ff2 fsc fc5 sc0 ls0 ws0">(nr. str.) </div></div><div class="c x19 y3e1 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 GOV-1<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zróżnicowanie<span class="_ _0"></span> członków zar<span class="_ _0"></span>ządu ze względu<span class="_ _0"></span> na płeć pkt 21<span class="_ _0"></span> lit. d)<span class="ff2"> </span></div></div><div class="c x43 y3e1 w34 h4e"><div class="t m0 x45 h16 y2fe ffa fs1 fc0 sc0 ls0 ws0">4<span class="ff2"> </span></div></div><div class="c x19 y3e2 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 GOV-1<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Odsetek członków<span class="_ _0"></span> zarządu, <span class="_ _0"></span>którzy są niezale<span class="_ _0"></span>żni pkt 21 lit<span class="_ _0"></span>. e)<span class="ff2"> </span></div></div><div class="c x43 y3e2 w34 h4e"><div class="t m0 x45 h16 y2fe ffa fs1 fc0 sc0 ls0 ws0">4<span class="ff2"> </span></div></div><div class="c x19 y3e3 w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 GOV-4<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Oświadczenie w<span class="_ _0"></span> sprawie należ<span class="_ _0"></span>ytej starannośc<span class="_ _0"></span>i pkt 30<span class="ff2"> </span></div></div><div class="c x43 y3e3 w34 h4d"><div class="t m0 x45 h16 y308 ffa fs1 fc0 sc0 ls0 ws0">7<span class="ff2"> </span></div></div><div class="c x19 y233 w33 h5b"><div class="t m0 x2 h16 y21e ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div><div class="t m0 x2 h16 y299 ff1 fs1 fc0 sc0 ls0 ws0">Udział w działania<span class="_ _0"></span>ch związany<span class="_ _0"></span>ch z działania<span class="_ _0"></span>mi dotyczącym<span class="_ _0"></span>i paliw kop<span class="_ _0"></span>alnych pkt 40 lit. </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">d) ppkt (i) </div></div><div class="c x43 y233 w34 h5b"><div class="t m0 x3e h16 y299 ffa fs1 fc0 sc0 ls9 ws0">10<span class="ff2 ls0"> </span></div></div><div class="c x19 y3e4 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Udział w działania<span class="_ _0"></span>ch związany<span class="_ _0"></span>ch z produ<span class="_ _0"></span>kcją chemikaliów p<span class="_ _0"></span>kt 40 lit. <span class="_ _0"></span>d) ppkt (ii)<span class="ff2"> </span></div></div><div class="c x43 y3e4 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">10<span class="ff2 ls0"> </span></div></div><div class="c x19 y8 w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Udział w działa<span class="_ _0"></span>lności związane<span class="_ _0"></span>j z kontrower<span class="_ _0"></span>syjną bronią p<span class="_ _0"></span>kt 40 lit. d)<span class="_ _0"></span> ppkt (iii)<span class="ff2"> </span></div></div><div class="c x43 y8 w34 h4d"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">10<span class="ff2 ls0"> </span></div></div><div class="c x19 y3e5 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-1<span class="_ _0"></span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Udział w działania<span class="_ _0"></span>ch związany<span class="_ _0"></span>ch z upraw<span class="_ _0"></span>ą I produkcją t<span class="_ _0"></span>ytoniu pkt 40 <span class="_ _0"></span>lit. d) ppkt (iv)<span class="ff2"> </span></div></div><div class="c x43 y3e5 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">10<span class="ff2 ls0"> </span></div></div><div class="c x19 y3e6 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Plan transforma<span class="_ _0"></span>cji służący o<span class="_ _0"></span>siągnięciu neutralno<span class="_ _10"></span>ści klimatycznej do 20<span class="_ _0"></span>50 r. pkt 14<span class="ff2"> </span></div></div><div class="c x43 y3e6 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">24<span class="ff2 ls0"> </span></div></div><div class="c x19 y3e7 w33 h52"><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-1 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Jednostki wyklu<span class="_ _0"></span>czone z zakre<span class="_ _0"></span>su obo<span class="_ _0"></span>wiązywania wskaźników refere<span class="_ _0"></span>ncyjnych </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">dostosowany<span class="_ _0"></span>ch do porozumienia <span class="_ _0"></span>paryskiego p<span class="_ _0"></span>kt 16 lit. g) </div></div><div class="c x43 y3e7 w34 h52"><div class="t m0 x46 h16 y1ed ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y3e8 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-4 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Cele redukcji em<span class="_ _0"></span>isji gazów <span class="_ _0"></span>cieplarnian<span class="_ _0"></span>ych pkt 34<span class="ff2"> </span></div></div><div class="c x43 y3e8 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">25<span class="ff2 ls0"> </span></div></div><div class="c x19 y3e9 w33 h5c"><div class="t m0 x2 h16 y302 ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-5 </div><div class="t m0 x2 h16 y390 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii <span class="_ _0"></span>z kopalnych źród<span class="_ _0"></span>eł zdezag<span class="_ _0"></span>regowane<span class="ff2"> </span>w podziale na<span class="_ _0"></span> źródła (d<span class="_ _0"></span>otyczy </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">wyłącznie sektoró<span class="_ _0"></span>w o znaczn<span class="_ _0"></span>ym odd<span class="_ _0"></span>ziaływaniu na kli<span class="_ _0"></span>mat) pkt 38<span class="ff2"> </span></div></div><div class="c x43 y3e9 w34 h5c"><div class="t m0 x3e h16 y390 ffa fs1 fc0 sc0 ls9 ws0">27<span class="ff2 ls0"> </span></div></div><div class="c x19 y3ea w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-5 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii i<span class="_ _0"></span> koszyk energe<span class="_ _0"></span>tyczny pk<span class="_ _0"></span>t 37<span class="ff2"> </span></div></div><div class="c x43 y3ea w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">27<span class="ff2 ls0"> </span></div></div><div class="c x19 y3eb w33 h4c"><div class="t m0 x2 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-5 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Energochłonnoś<span class="_ _0"></span>ć powiązana <span class="_ _0"></span>z działaniami pod<span class="_ _0"></span>ejmowanymi<span class="_ _0"></span> w sektor<span class="_ _0"></span>ach o znaczn<span class="_ _0"></span>ym </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">oddziaływaniu na<span class="_ _0"></span> klimat pkt 40–<span class="ff2 ls9">43<span class="ls0"> </span></span></div></div><div class="c x43 y3eb w34 h4c"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">27<span class="ff2 ls0"> </span></div></div><div class="c x19 y3ec w33 h52"><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-6 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Emisje gazów <span class="_ _0"></span>cieplarnianych za<span class="_ _0"></span>kresu 1, 2, 3 bru<span class="_ _0"></span>tto i całkowi<span class="_ _0"></span>te emisje gazów </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">cieplarnianychpk<span class="_ _0"></span>t 44 </div></div><div class="c x43 y3ec w34 h52"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">28<span class="ff2 ls0"> </span></div></div><div class="c x19 y3ed w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-6 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Intensywność emi<span class="_ _0"></span>sji gazów cieplar<span class="_ _10"></span>nianych brutto pkt 53–<span class="ff2 ls9">55<span class="ls0"> </span></span></div></div><div class="c x43 y3ed w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">29<span class="ff2 ls0"> </span></div></div><div class="c x19 y3ee w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-7 </div><div class="t m0 x2 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Usuwanie gazów cieplar<span class="_ _0"></span>nianych<span class="_ _0"></span> i jedno<span class="_ _0"></span>stki emisji dwutlenku wę<span class="_ _0"></span>gla p<span class="_ _0"></span>kt 56<span class="ff2"> </span></div></div><div class="c x43 y3ee w34 h4d"><div class="t m0 x46 h16 y308 ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y3ef w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Ekspozycja port<span class="_ _0"></span>fela odniesienia<span class="_ _0"></span> na ryzyko fi<span class="_ _0"></span>zyczne związane <span class="_ _0"></span>z klimatem p<span class="_ _0"></span>kt 66<span class="ff2"> </span></div></div><div class="c x43 y3ef w34 h4e"><div class="t m0 x46 h16 y2fe ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y3f0 w33 h5d"><div class="t m0 x2 h16 y21c ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h16 y21d ff2 fs1 fc0 sc0 ls0 ws0">Dezagregacja <span class="ff1">kwo<span class="_ _0"></span>t pieniężnych<span class="_ _0"></span> według ostreg<span class="_ _0"></span>o i stałego<span class="_ _0"></span> ryzyka fizycznego p<span class="_ _0"></span>kt 66 lit. a)<span class="ff2"> </span></span></div><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Lokalizacja zna<span class="_ _0"></span>czących składn<span class="_ _0"></span>ików akt<span class="_ _0"></span>ywów obarczon<span class="_ _0"></span>ych istotnym<span class="_ _0"></span> ryzykiem<span class="_ _0"></span> fizycznym </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">pkt 66 lit. c) </div></div><div class="c x43 y3f0 w34 h5d"><div class="t m0 x46 h16 y1ec ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y3f1 w33 h4c"><div class="t m0 x2 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Podział wartości<span class="_ _0"></span> księgowej nier<span class="_ _0"></span>uchomości wed<span class="_ _0"></span>ług klas efektywno<span class="_ _0"></span>ści energe<span class="_ _0"></span>tycznej pkt </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">67 lit. c) </div></div><div class="c x43 y3f1 w34 h4c"><div class="t m0 x46 h16 y1ed ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y4c w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS E1-9 </div><div class="t m0 x2 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Stopień ekspoz<span class="_ _0"></span>ycji portfela na<span class="_ _0"></span> szanse związane<span class="_ _10"></span> z k<span class="_ _1"></span>lima<span class="_ _10"></span>t<span class="_ _1"></span>em pkt<span class="_ _0"></span> 69<span class="ff2"> </span></div></div><div class="c x43 y4c w34 h4d"><div class="t m0 x46 h16 y308 ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y3f2 w33 h54"><div class="t m0 x2 h16 y3f3 ff2 fs1 fc0 sc0 ls0 ws0">ESRS E2-4 </div><div class="t m0 x2 h16 y3f4 ff1 fs1 fc0 sc0 ls0 ws0">Ilość każdego c<span class="_ _0"></span>zynnika zaniec<span class="_ _0"></span>zyszczającego<span class="_ _0"></span> wymienionego w<span class="_ _10"></span> <span class="_ _1"></span>załąc<span class="_ _0"></span>zniku II do </div><div class="t m0 x2 h16 y38a ff1 fs1 fc0 sc0 ls0 ws0">rozporządzenia<span class="_ _0"></span> w sprawie E<span class="ff2">-PRT<span class="_ _0"></span>R (Europejs<span class="_ _0"></span>ki Rejestr Uwa<span class="_ _0"></span>lniania i Transfer<span class="_ _0"></span>u </span></div><div class="t m0 x2 h16 y38b ff1 fs1 fc0 sc0 ls0 ws0">Zanieczyszczeń)<span class="_ _0"></span> emitowanego<span class="_ _0"></span> do powietrza,<span class="_ _0"></span> wody i gleby,<span class="_ _0"></span> pkt 28<span class="ff2"> </span></div></div><div class="c x43 y3f2 w34 h54"><div class="t m0 x3e h16 y3f5 ffa fs1 fc0 sc0 ls9 ws0">30<span class="ff2 ls0"> </span></div></div><div class="c x19 y3f6 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-1 </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Woda i zasob<span class="_ _0"></span>y morskie pkt 9<span class="_ _0"></span> </div></div><div class="c x43 y3f6 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">31<span class="ff2 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1c" class="pf w5 hc" ><div class="pc pc1c w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKYAAAaUCAIAAABFUYM+AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlV1Un/N9aa+9z7r3PVFOqKlNV5gQSSAygQJRRAREVJxRBVKQxtuALNoPavGC3Amq/raI2rb7dItJiozgwKipRbGQIQwwkhFSSSlKZah6e4d57ztlrrf7jPlUpqhKeJxOQyvp+6lOf+0znnHvuueee39l7r03ujhBCCCGEEEIIJyKOXRBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghROQLIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIe/FLsghBBCCCGEhwU//ICO/uLub8EBcjjgBJt8CQhAR/2lA2QAHV4CQQkEZ3U4wCiMFC1DJ5B4LUMIIYQQQng4uYe8d9xvHE5zSA5SYPLP4YDhSC6EM1pCARgON7itsOTwMBStfCGEEEIIITys8t5XpWQMEicA0KP/0kAggIGWvDIB0AItIJMsSIAwiCMhROQLIYQQQgghfJ3y3r23wvndv+MwX/6aoQSlyUOkSSdPMpDDWUAMENTImQkgdwAgip19Ah027tF2G0IIIYQQwsOB32sWvHuwngIEZ1PAAD78D4AvRz0kLyA+PNrPlL0AGcwqIHSMHLv6BBKtfCGEEEIIITyc0bFfGkHBeiTvTcIfgXg56MFlOSYqAOKkiZ18eVEWu/QEO0CilS+EEEIIIYSHBz/+G05E7u7uYCKQO2gS/AzOKDCACDQp3SkADC2jcljB8rg9NcDApCx+VKtgODFEK18IIYQQQggPTwTCct5jZgDuzoUc0Iwxm4MykOAJDnUsx0HunNGBM0aEUmyWmQrArjCAxVdRJSY8jA6TaOULIYQQQgjh4cG/Iu8BMDNmNjMicnMAVowTqUCtpMVx2rGruemu+dt2jcZjDPKaM06dXr+WLjgHU71FdmNmoOdIDoLZpMqLEzgyX0S+EEIIIYQQwtc9/bkTkZsRMQDruoWq9EtXLQBf2r7/j/7yrn/+lO7cz0UpSQujnOp+b/qnf+j0V/y4ztZd1VN1ESIgO1gNBGdMlhYi8oUQQgghhBC+Hknv7i/d1YQY7pNum7bjpn0fvGLXe6+gbbet3Ts/0K4jG4mDkNX7RjVk22yPn3rpBW/9xXzBGY2BcsUAO8hBgFNM0hCRL4QQQgghhPD1znvL3zRjh5uRpC9d9W9TL3j9aP/+etxWpatMScoYXZfM4EwkICu6qZ3aNlNPXf6Cc974Kp8edEYVxAgdgYBKJ2VeQkS+EEIIIYQQwoNniG6gQCcQlMwN0HOITi7bAQfMkcuYUKkxUhFhAxeMpOt3DT5x9e5Xvam77rYVV9RKWd/07rr0jPM//MdYM2iq2in1WkDQChRdf1Uz83WTWR4MAIjBhEkNGQAwoJAB8OV54CEgAZMzHCAHOWBRTvJrIHZxCCGEEEII3yCX5mwMrgAnMdQMJbCADACKYJxsAOl1rkydMLeqiVwsf+rau373nXs/8znauXvtalbEPKR28fZdduXV/LTHe91jAAwQ0uqrdWoiINHyTIAGN7gCRBCAHbUx3GECUjCc2Y+UhnFyOKIyaES+EEIIIYQQHjkY0hGEkBxkloAGhwfYgRoiBXegOkEKBCiVYHRIPnPttT/35nVX37wZHVX9Fs2KK7Ku61I9tVDmP/3FNd/+pA42bWIMZrBNpvdbxeY6geEEENjBRvDJ/H7m7A2p0kBAFRM7AJAz0eE2QEIBHKjjVf9aHFchhBBCCCGEbwC23NIGECBwWIaTTyZcN4bWZuo2nGSrxhIsXXvTla/4f/s33kIY9SmjHa9mRQQfWTPtzIsNzACQwwg62QhbVdubCwqjIbQ43HfTGAYYCMawArTAmNAyG/PyM5zEvyPzwoeHXrTyhRBCCCGE8A1zdW4ghwtGcAFqcyjADKeekyuY2QBLJnv2th/+4o63vG3z9bfV1rQJi8nQ8L0UefnKtTD1ubaikjOIGQSgECoABpdVFexUUgclkIMMMAEYhERuolRBsgEEJxCcbLlVsAg6QuWQAiijF695RL4QQgghhBAeGapJIxhNmvuIQCCAGJiEKrTiQKm7DnsOfv5Vv5yv+Nzp8+MRtZ1wojTqWqnqpKuozmgqbTecnp167KOQOAEgx2QSdsCIV9P+JmgJDBd4AkEJHcEAJ3YwwyuZpE/PblDAGSAjdEAiiPOkgTFE5AshhBBCCOGRQZd7SwpQG4PQwD1BDOJozFNS0ra54cadv/Bbm/7h06TtEjt7ZU7m1INQMWcyMxEpWpjY3en4Rjv3adS7N83iaY8HczYypgSHOZgK3WuXy0m1/+UFGgECBdwgTOSZ4XAUNXO0LYadsdFUv61hlRCEXNhpALiZZvYUaSQiXwghhBBCCI8cYs5YnurAAEaBG1HHyIQqke1fOvSHf3rru9+/7rqbpqyMbYxqZuiJPImbkfVLaZhExMxyym3b9vv9tm2PWQ9xIiU+bws2TUOEXQrAk8nbhJRWkfeAFnU2YgZMnQpYubTUdNg5j/f987YPXlEdwpK2Jz3hgo0v+S5/wjn7eszU7zv3NQFcCA1RpJGIfCGEEEIIITxSFDYGpUnHTAKAGlyAAmQ3GZn97cdv++3/Nb1rbz2Q/aPhWqqtQ6nARmJsMCV0pTAzETVtS0RdKcd39GQXhVSnbe7giRIZDldWIad7LvB4TN4DoEzEEDMvo6REzQjbth/49FXb/uyD6ertJzc8XQZ9jMfX3PSJD3zkol95xYaf+O4udw3ERciI4RFFIvKFEEIIIYTwCKIA++FpDBgEsJp0TWWF9y/t/LMPLfzen5y2a9+hPg1V1+S5pm3Jebr1RjpliPs4sYAdziLj0vRzv9PCdGyIU6eDidZe9CjNmYDkk0qh7owyGVL4Vev6T+JfVoMb5udH13754DU3lL//eLrqBtpz4KzSmWlDvnNg00iD4aGL907v+KXfXdh+16k//F1y4Zmj7BCwWeao2RmRL4QQQgghhEeM2uHEk36V7JNyl5pLh852vuV397zz/ZtH46GMJU37mJY6RprOKP3SZdNOyMEds5aOmbumWTO3dnFxMeesqsesiCALFZ965lZQBgAGAyC0cIflwqiO3bYj7XuTvOfueWGI67bf9PvvPPRPn5o+NJoejiptC0w5dSDK0slwQX2ql7SZ7+1LO//kr8vOvVvf8rr65KoFehB0QI6XPSJfCCGEEEIID38dACDbpC0PrYCBZHB4wy5AVofJZEo7MNhgKGg7fOyzO//X+5Y+9NFNS/PjQdYmzy10RWTUU9bOFONKULxy7siNyiznO2emNj3+0vVPeuKhP3y7HjyQkGplgisVIwaoMI82rcnnnNmAOqBHSE4+mWRhUiYULZydkgIGJAUDhb2hrm+FbroTN95617v+YtfHr+rvWTi18+xoiRaqKhGxOwOp7TYUYhd3VuaUqDq474YP/92pP/b9aePjkrA7yDQm54vIF0IIIYQQwonAlkfnAQAI1ZEBe4QKbvAiSEZEEHNiWrTRDNLie6/4tzf8+syufaeXQhV1HVXoj5Jma/qddQLNGcpV7s2Xxqybo3RrbWu+59s3/adfxUf/6WDXDsaLA16TTByq4kbuEIHIRVtxyloBEiAOZTJQBsHJE6ioJVY3Vq4cnrBIyLCpQ0ujP//wdW9/58LNt5/R2uamNBXP95EK9VucpIPWdSG1mp1hHVKlqWepwJXbNa5lQedvvmXdt15qAhJAPA6MiHwhhBBCCCGcCDKc4WDuGAmgFiB4hjmkEBiHxNc6CgNuDh8kwmev3/e2d83dtre/fmrP/ME5SqxUyLoE11Spw83cau20tGnQ71ya1trnfNPZr3sZumF79bXTjc/lQe68Y2sFTnCCEmr1LY+7CD1Ok1ZHQCfzK4AAOIG8505GSAS4q3ZVonznzvYdH7r97f9746GFNSW5dYWYzcDujIw00sU96DzXdVfcE9iUTGGFqRXPhtqla7uReDJMpvKLNr6IfCGEEEIIIZwI2BzkhRQAOVzgIJrUSWFiomlDW4GAkY+rouP3fvT2N/23uZt2nuy+tP9gN6iWildkBJtuyZAbJocKF5VSg6mx+alq7U89/5vf8CNl3ca0bemuq77UG3ZIMLJWbJS9UsrKzlicqc9/2pMtUYEmEXIkAxGMzIjEqQHB0ZEW8V5ZSNtuX/j45/e+5+8Wr/pyHjYCzCgVzkqYa8tM2w2Flio1p0Gqq5FPU++OutSmTKak40SFqS6JUp47eWMRzgqolUwR+SLyhRBCCCGEcKIgB5AcMBRBC6/BCaRCZMgtvEZXxrOG9v3/tP21v7Hl9n0tuq5OM9yvhzp2tuzZVCwlsBK1DJgmp6Fj32lrL/kPL8fLvrcdiGlK192wcNOtGzgtVW2GGSkBlVK/cEfUnL4J525tBAp2IDu4A4TGYgqbMh5nEqBfOtEyfN9Hb/iPvzW3fddaw1i6bqqmoWdwVkKijogoCXnqMIVeo9iVfXjS2tl+f+GuG3vFCNQJZWWA99b8qIvOGcJ9Mnu76VcvDRoi8oUQQgghhPBwyXsEsMANYHZxZKIGcEIuMGCxwvRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3t3Hm/ZVdb5/3metfY+59yhqjIPEEKAoKDQ0iiiqAgOP2lpnBFwIog/FGjoRkWcMCJOYGsj2CCt3Yo4/MBWEJlBkYBIC60QEESmAEmoTDXcuvees/daz/P7Y5+bqtyq5N66uUlI5fN+1SuvSlWdc/dZZ5991nc/a5hXTNxSklATcbN8zB2U2Oh+mLurmpkmVVNVd5Ukw+swK6XmPK51GHUR7rOUkkuv0pt4iJpnVRFZ3/I+oJ7ou3JndQsi3ylwE0dD1EXcvdYapjfeNbHhjrBv45tsR7fhNv1/vYVr/Xazy076RTs64Y8e2HCQeoKRTjvpj23uA22nwqAn/rl6Ml+ZeqJ0Gsc+dkczZHSrcoHvZElS37Jht5HWtjFoObbs0PjNvalHL6weW58YN9OLvaU+0abrdWz9btzCk5xE92sbf3LM/YK42SfZ/Fd6sm/P0b1tb/4Hbacbu+nhW5bjtvX5Pe4ht8+Yvx1/dx/7GmMbx7utm2+69Q/dspi2/XsQ2x9OPDzkZIdGb/pUDgd/0tfD26l3pVuWWD22/ITF7XXabnUJvb2qfDheLX3KKSIizCPllMykVhHVpCKh7Wg0XetH42Y4oVJqQyLmnYc05D13N3eVlLIOBeacWhepXmt4oyoSXZ02aSTV3KuZmcbI4qJ7nPWcn3rqN3/j1334Q/923/ve+yFf+cB+1kv0mpOUXlOKSDGvGIqKJGskZLq+Op6M3GvOo76GJhORro8kGlqPvdSHiKWotYT0Lt5XyerDZMIIMVO1VPowk5TEUtpYS0XEVVxFtVTJSYZQJ2Ehdb4ng0sNURN1d4laJWUJlapmEhYhMaRcTaZew1TDRVIeNm7v+14tVZcQlZBaPSTsmCU/dYi4bqHbvcLfNT8RRL4TfDP7xjXSzEJjPrBz6HTF9oo5t8G5pDftf+luDQvc7cMdBg+caOLKrXm27UY+vZlRWKpHX2ts+e2uN1/l27hbrLvzAo8rodjJP8t2hsBtfRNCd3JW67afZONt3E7BZ/OP3F5g2DSMbVcKdDuoMNzcQ7bZUbu5wXix3XNBT6rvvuXAzh28kJ3Ndz3uSE5wU+X43HFzL//YT+utZCISvjuXxi3aLTa9zBO19JZntR/T7Hqy5/AtDOzc9Ld36oVMT3QV+kKZm33LH5DtDD3AbceSeZTZ1LtezJqy2qupe6i6mqnUxaW2GYmH99Wuuf7wZ6+8ui99snTavn1nnrHvjH2LjYlK0RQS4Z48dNrJ/mtvWDmyeujQYdU4/fTTzzv/3KWFtlTLmqzJUWaSUy1FU24svvLLv+SrvuJLu+I5S5ZkFrV2Kdmsk/Vp6WNedFQ10/Dan7ZvoS+zlJoDh9c//skrr7r6+m62fvZZ+x72VV/WebnpRTLc69D5jflXdrPWyWc/+7nPfeaq1ZX18Xh83jlnnnfueafvmzSNxsZO6SFZRQ8fmYq1s1ltGrUY8tiwt6Auj5O7Z7MwDZcja9PQ7BqqVSMswqJ2Ko2Fui8tjkRc5wNE1UN6b/bvv27/NdeHe5PzWWfsO/OsJVdVyy7NMWs4+A4+UHepOyNEvhP09pNIETF3iaJiqlWOGeu/rRl0u/L9EVs8re7eS76VJ/3mr//Y1a/DY3ab2XIFnYjjF3A5ekhDUlM96Q7cjTdYN44k7OQ7k8d/WdfjWypOvt1OUD49fnkJ340zNrbR/dQtHr2NMLO5W7OjXcJ2kNZuhyV5bsVcvq3X7djUdz/RyNUtx9HFpvfx+KPaRr3Y42YTy8axxgmOfvOBbP0Rqyc4c04yJcdW79Su3A8+vqd+fFls4+aU7u7pt5N7Hzf3qb7ldUR2YyHQHX0qt1yBJ45e/2/mUH1jgfhbc6jbiMFxK1tmF1dbJTrurNVc0pve9o7f/19/ptKKjMSs62ajVj26M8/Y97u/+8Kc5OCh9Ze+7I9f87q3XXPdkfVZbypLC/m8c05/yo884bHf/aichiWFJMyuuOLAb//O77/rsvddf8PB9VlJKS0sLNzvfl/8rY/+d9/3uMeOsrQqkvWGGw6987J/+g+P/saUtYbUIilbcUlmb37LO776oV+2d9++V7zyz9/45vfMSi/ZI0Jqk1UWFvUFv/bcs8857cqrr3nGM3/+8g99uuvUvX71Vz3gqx72ZakZi/ox0zpURHNO1UvYWEz2f379537pBf/wD+89cMOhNrVd1y8uTPbtXXr6U3/48Y9/1Kix6tVUQ2Vlvbv0eb/xqc9cM13vcm5MXWS4/WQh6Wee/eSHPuQBIeFRrz+w+iM/+mz3kWuE9eZhkSxsXXVpHPf/onv+3HOeMWpVwrverNGPf/K6F//3P3jPe967/9rruq5bXlhaXh5/9df8+6c85Ulf/EUXVFmo0rhqaC8ptnMxOKYjd5f7OBD5jj8jaqiY6/LSQpOtbjqB1GXrpb3usIns2xoCt/mrbnPPYwdPcruN4bGtbreHaGx928Zvi8a/o57zdrtU3W5n9dbn+am2t8XWLeBbTSc7fpKkWDrBv7o9uuC70jneyZPs4KTdwZFsZ8b/lqMctzPddMuXs7MW2PJRdsf1fnZ0kdn6zLl97uXfZfuRd6HuoYhIuu76A+9//0fMxlXaWt2SqPbu/YUXnB8q650852d+/S1vvWxaWssLfU1NtsOr3dqnr7n0F//rv/7rJ37y2T+6OGlU9C1vf+/P/OyvXHX1QbEFica1cddDR8o//OOH3v/P79i/f/2nn33JWlcnrVa3l770j//iNe/+hm/8moc89AE5W6328U9+5l3vfPfrX/vnf/+et7rI5685/J5/uNxNPHUiIjFqRBYWtZdxCfnVF7zkve/7cMRySGMRqpPqUiMdnY4RJirVo2lbr953JiHP/+X/9sa3vKeUmmx5tfc2T9amdXV66NLnv/CKz13xzGc8ac9iKyYiXkM++C8fu/zDnx6PlqbTmYmohYpFqKV2dW3q89GtuYS+730frjJytVC3iOQmYr2lJEfGbRuitfaWW8/66c8c/H+f9uxPfurzfedFTG1xbZa6Ul7z2r9957ve/9jvefxpp92tKzGa5FpmqnXLXQTv4lVyIt+JPtQuyXTv0sKexYmZbZxDN9653s7GlLsxoOi42T0qentd1G59p3UXnjdOUFbaeoBibF0L9d14hbdN429rfuPmM2UX3tVtrYXq22gUujh3zKdSb6ufGyd/qsRuHF18oXwmb80Kv1u8Gt186drBsajs/tsRX0Cn5DY6aHayqf4LKa/iznUdNhepkYuMTBZcWs9ao4intllwWf6nf77qRb/1B++87B9rLPahKbIk7SPEs2hzaHX2Z6/623Z8xtOe+vhX/fmbf/tFLztwuHfbG5FjGIiuw+y46MryH77itfe4+z2/+3sePvMaebI+nfzN33zob97x/n1npIWFdtrFgQPr/XoZj/K0t1zFmuUSiyE+X6woRtMSYx25NP/fX/zd69/ynt4nqhOJJrRUaUMkogmtG59lFdFkeXV1urQ47rr8whe+9o1v/HuPRVWddTWl3FVpsnXdelj/e3/wqtXp+i/8/H9JSbKFNa2mSY2FI1NLtqdE0RgGiJrFSI6O27AIc2ldxh6NS3iIi2poiVbVNY2LRzvKq7Pye3/46j971V9/4hPXdX0eNYtms9K7pvFsvYzGp31+/+pLfucV97jwvtaMXSLMq8ySTDhLiXwn1bGfX7dNbpwHW2/6ma+326Fs+t6KW/scJ/463HJR9d2YpLaj0Hvc3fTwbe2itcXX8E520Diu67sbc+hjG5nvRAOotugSnWBt1K1TbtrJO7Sp6Bpbr0fnukWXjt3pT/iefuH0JW3rvKBb5sattxmM2+sqIzu6Gmx1INvZAmTzpOJtDeqO3WiDO3IZkpNvbcIYvoCYiKqptCG5So6QWmvbTkopa+vx1B973qevuLYZLc36WTNOXb+uGinlKhKSNC0fWpXf/59/9flr1l//129c70Jtcdh/3DVEXLSauEiNGK9N0/Oe/xvn323vwx/+AHcv3tZYkNDrDh2JA7O+l5wnKS+WupJasyQlJKSJ8PkEZGlzm6qnq/ZPX/qyV85mydKkemM3WV/P5rNhju7nKU1u19Zmf/ynr7ryiisWxm2tVTQ3zSilZtb3K+vd0sJi1x9JOb/ila+94ML7PumJ35rU1VKpkpvFrmgJtTCxELFQDWmO+QrzEAmxiOzaRoiIu4qKuFhIEjFNTQ15zz/+46/+xu/0ZSS2ZzIZl1kXYotLy2srXTtamM6OjCeLKeWPf+LTaimlRk1r1MQJSuQ72bs4N+5fcnxfJVS2UyO6o75gdjJSaBsdmh0t4bkLMz1OtK9D2vL1qGyVIXy7u1rftGn1lnuxO2rvrdeA2XIo13ZuBWyjNL2dCsNWL2cbC2boVk97F+ya7WzI4h1x32m7t5GOS4lfKHuC3Zqd5Y95OXaybXL8zD3ZxgDRLY/2NhrYeYoFpJubNvmFcHbhTnatHgYnDjuTzzdqjpStlH6U87X7r5uMJs0k11rGo6bvp6MmuVcvfVI1i1qKaV6bzf7iL/+6LzU37azrU0oyX6fAh9U9VVREa9FZkRe+4Lcf/rX/M6RaitBSpYvqKuOU0rBjQdNoX4tLTsmHPc9DXELNdVbWFhb2/OKlv/K5z17rtUkphVQRt+hT9MkleWxsHDK/XevuopGS7L/mmoXFxW66nnN16U3b6Ww1pbYd2bSfNantSx8xfulL/6iW8TOe8nXeRWujflZEmpQspIhUFQtR1T65WgzNFzYkXHENH4qmw5DPrGJa3Kt4ROjv/d6ru25iaakUKzo1mdVqs7W1ZElk1qQ+fLY+K+PRnlI0PFRSsjGnKJHvpPsaIRI+n25pgwAAIABJREFUX+Nx05e7isQ26iG7tpbmLYaB26wBduOrTnajTrEbW/mdaDeFOyZdnziffmF0hXfc/8ftdO8m7jRvzi6dottZv8Vui2M77moWetI7lZ7w5570MiTbKuCfYKOUTQ85/mnTyV7P76jTYLfufdw+l00C3l0g8rlJMqkmJcSr9Cnn6XR90jbT9dU9k73d2kyX3Eu/tl4WJ0tl2jdNIyq9l1pnLtVtSGR5vDA6cmRlMlnwcC8x3xVPkkpSEU8lOqsin/nU1QcPHMp5Sa2XtF7qqkpNslzdU9Ykaqm2TTXRWtdVqopHVBGziOXlhRtuuP7QoYOT0dgkvLpKqHYmXZKZiSSpIiph8/5uSG7TdDodT0Yrhw4uLixMFsbLe+TQ4dXDh69bWNrb106qjNvxdNqJe5NGB2+YvvAFL/mB7/4STWeGx6hp+6IaLlpMimqoqmrYMGRVXUVMwqSGVJdexEWLSlWRiN60GzWmoh/5l6vf8+7LJ6Oz1jpP5rP1Q3sXpdRJRO37aU724Ifcv+tXP/GJT60cXjVd6qddOxm5q0jhLCXynQR3MRO14QTdcW9lN76odrB44527k7f10+6gWXcQG2M7fxg7e0W7f2vgzp7VuDW+rVpNnOS5hd28msVt8Rbr7VL8VL1z3VciROEL+OIQIkPpKkTCNax2s4VxG1FHuelns5SaWV390gfcf2lx3wf/7+XaNF5CNJqU+uiThZgntdlsKl0ZT5qzzz7j4MHDa3VdwnRY8UREwzR1ltLIxocOXuU1xIp779E3jbqq92EpeZn2ItmKe1GxxoYZHK7iEqYihw4fXFpcrH1dW1trm7HXoklu3D7BhhkfNx3UNJtNR+N2Opvu3bv3vHPPfsl/+5UHPuCMl/+Pv3rhb74otJZSx5Pl6fqsaZraa87t+ura4uLiRz/ykQc/5BEWktV6qUP9U9RFQ11FqsXGTTx1ldBwE1cdSnxFxYfxWRrVTLzWd132nr6LTotIFok2m9ep13Y8HpvG4x/3nT/1nEvGC/LGN773p5/zK7O1lCejWTdrmlyJfES+k5Jsi27ydr6CdmedFb7sdqNJdlIXvL3eHd5henXbbQG9C37W9ZQ5ku2d47YbR2sC4DbLfB5SNUVe6NzCxMRqpyoj1ah5dtpZiz/5w4//tu/47kjyhre+82d/7n/MSnLzEo1KI3FEPHtdamJtMZdLf+5Jj3j4V1x77aHn/9rL/+nyT62spWrJUpVY1zqueda7jEZ7Z+u+1EbJEkml5sYXi7lLpzncZh6jtl8ciYT4NEXS1JTTRaxL6zZqVvsY5YnWqmlNa7fYLKWkZu5pOlOZ6oJGUl0LbSRGIp6S9FMdWfq6h170Cz//ny6+aF8W+ZEf/IYbrv/4H/7RW2o6ve9mKVdxzZarr+cFmcX6+y8/eP+v6MJiNuubkfcxdW9URhIq0aj3NXukYXfepkrvmmtklyxiEknCNEQtZl2e1fZw8de84bISY02Hk5hEljZ3sezptJX+2q/5yvMv/enHL4/DpfuO//Dg//P3j/yjP3mraLbGq+sxc81DNELmUxuPmXMSxyxXc/Sm3DH/lR0ubUDkAwAAAE49Ztb3pck5wi3ZQx/60O/7/sc3owVJ8o3f+A3P+6VX9L27+LH7e7nXJqUHP/iB3//936lRzz//gsc97ns/8OFfTym5aCllPMq12418WkvSnMIlRZS1R3/LNz3yEd90zjmndf1KM/KcRLzf9JBaapPHGuWRj3zkfe5zkbpLkcl4fMklP/SWt33g459cCavD5KdjH/XRj/yrymNUTUTjmL880eAUPy5ozTc/UzGzUNX9+6+98sqrVDRiWOdLhztZHnXU5kc96luWF8fiknLysPvd735qb68eqqI2rHNvG0lSVcw2UuCwc/zN3MK7q9xSJfIBAAAAJ8d92HBczKzWunfv3iF3uHt43bN38dDhG27S0Q5LST26r3/E17pHmy3Uay3u880VzKzve9uNQlMWlVqlrrepe+Ilj//Jn/jRpbGpiJiU6jlkdNwWt7nJfddPWqu11hpJRZKI1bPOOm3PnuWc1/qbpMT5ui9Xf35/DSkeojbsuXB0vGicME6FqG8U3IY5VOEeSXOtsX//NYcOHRJdkHl+UxGR0KxR+ul97nVhhKhELUVyns7WVTXlVGqvwx7roUOAFMkaN9nYS+dj7PVm416c4gGQQSAAAADAyVHVnLO7D7+PiOq9maQkoa4qbZs31cRK6UL6pkmiKlJVRTTG45F7bZrmhKv77vDYiieJNku2+v1PeEybPGqYSJS+zRFVvMw2PaSWmnOOCHcXUY/wUkV81NqFF96j6zpLenSH3o1cd+jwat9VUVNLG9F1eFmi4nqClxM3/U2IhqqZmbsfPHDIh7VL5wllCJBqKqpyt/PPtSQSnnIyMU2amtyXYpZK9ZC4MWxa2HHxrdzS3s5x7Gsi8gEAAAAQiYhNk7HbNsewjIpG181ms82xqh21ZjqdraUk69O1cK+177ou51xrlW1s37JNKTXhMZutLy6MLrj7OQuTnBvVJCmHSqQkdtwuqznn4TCapslJzMyaNGwhunffnqaxEx6bqlWRZFnEhqyoN62tbTM8qyazPJ1NVTc2WD4mgdXatylNxpPSVU0qIiHh7kOj9V4tZ9kYdDocgB7744/WFW/uCE7905XIBwAAAJwcdx/GdkZEeIhIrSWGXfskcs7HZKR52CilD6ltm9zreDxS06ZpIjzC+75PKQ01w1uvd1HLmuze97n3eJK7fk2kePRqGjJU4zannFpr3/c551KKu0S4hA/xq9Yqql3XiWyepVe9RsTwX7OsYkMMDgn1OLatQo6tYR67aErUOg9vs9ns5pY4rrXmnHKTJDTcRSSlVEpJKW3UWqvoxq+hphcStQ8vIh4SLl5rDQlR9yghNaLGfBXT3Vp6kcgHAAAAnDJ96GOqXhvlvqHuFxFDDVA2RT6ZT/wrN66D4u6WVERSsk1lQ9Wdr2kdmlxNJLXjsWvkJouKWRKREAuT0Ob4WLUxqlNsGBep89l0OefS903TDE997KOapkkpefWIEPEhEKqqhLgOT5vmDSNJJFIafq7e9EdLSikiSilyoq3OmqYppZha6auIqFmpxdRqrcOj2rad1/F0nv3cPaJo1lq964qHeaQa5qF9dTWrXmNIiRIifjvunEXkAwAAAO68/eqQY1aG1Jvpb9/c7i+7ljpCLFRDbWMRlGHpSw1RF5vv/b4580lEDJVGD1GRqKJqEdJ3JaXWqx8/3W1xYZwkUrah2BkRoUM5L1QtVFXNq6haX4pq6vv+mCfRG7Nt38/cS0pJdVhnJTbKiSESfamS0pG1tZSTqIR7TrnWMh6Naq1ZzUt/TCO7iKuFqHoVS43lcVfSv33ycx/40L9cfc31YblUDUkhFkc3cYibril6qmHFTgAAAGA3It/RsHfCUKfzjdA358Ab1zLxXcl9oX70+UNknv02HeFNHxKhqu51qF6GhIkUl1LlYx/7eITEsRvJqg/PcI973L0dNVF6E7ekVSV8PqAzVEM0XN0lNZo019pvHMBwMHV4EjMNlaZpJpNRrSWZ1vlini4qIhFuzWj8uSuv/uJ73k1C1ZKHew0JEQ/NUvtiOR1d9EXEVYqHSeqL/s07/uGP/uRPr73uBhMNKY95zLc+7rHftXfvyEXTLc/xI/IBAAAA2BzqjsaqLZPhbcfnkUlkWFLl2CR6woijqqIaEX3fm4qKiUjSPJ32R44c8ep5nKuXm/4IO23vXvGqKmZWY1jtZXiJqqIu0XVdziJipdT9+6+KCNFNVT6pteZkZtK2ba01pRuff/67sFSKX3v9De7zVJe0yakppTRN416apqlRhh355s8fmlOOkPe9/0PPvfRXH/v4J3zvY7/9jDNGH/jnT//Gf/21d7/73f/9Jb+5vDyOG8M5mzQAAAAA2EJsKvEdH+02Vf9uq4RhEsMeCSo+7+sfrWaFhpwg9238weWXX379DYckQlRKKa973ev377/WUq41jq9e3u/+9wmpauJeS+l1YyFQVQ0Rd3/1q//3Bz/4sdmsv+aa/S9/+R/k4+fyhamKu5dSzj///OXlZQ/f2A1iPsuuFo+QN7z+TbOuhkd49KV/17veZao5JVUNd4k0f90bBznr65Ej3Z/+6f/+rd966ZVXXv+fn3Xp057+K3/+F3/93Of+0sO//pv++E9ePQwgjbvGuUnkAwAAALaIc/P6XfUmWikLHpOqOayI9RbWlIlGq+I6n0XXq/RWs0oRWxWtop1aiSqNphyhZZbCzUsSHXY4sNAc6qm3styUSYparXP1tuTcL4lPivUiYrXJZTTqlhp3t66IWBlPulFTsqfVmlet7nFtq1bJvc8XwEwiRbQXcQszFZOVJo5MUrLoNU1di1pTax8hb3v7/33TWy6fus2yfOyKa37rRa88fLgTqRpZvbUkNY5YxMTGqdjDHnaB1RCZiq2IWfiCS+uSw1Wit8iv+bt/fuyTn/vk//Ky7/nB33zdm/51VpqQ0uqRRteS91ZDIyT1IQdbjXufe88zllLOU/expn3V2zq1Sdgojkxs/La3feAl/+svD1Tdv9q8+GVveOdll9e+RlSvxZpiOhW5No+uFxfzfRJl1KTX/9Vl9/3ie517z9m//Ov7Lrzw7v/paU//5/d/9G8ve9WTnvQdH/vINYdXVlWnw5qdod2pff4ysBMAAAC45cQ3FIRCpIi6Wg2VYaWQYfykq4e6yI0rdZqIuQ6T9yzUVCzEjtaU1EQk9Mbqi4qoq7i66vxphxKUa8x/irqEh4qLWbirh0qIuLqIh0YMxbFhIl/Y5tJODItwioi4WETqS4SmcFWxUsrCwkLfra9PZz/785eOJ8/fd3rz8pe/8sqrr0l5yb2mJne9tyZmOdRn3dqDHvSg8865sC+pbUYilqzxUNGhRjcf4dl19eDhlTe/6S3eq4QsTCaz2bT6MO7UwlRCa41RzmZ5aXn84C9/0Gfe8HchbddN29yM2sXZ2oo1eX06bcf5hS/4rTe/6W1rq90Vn76q66wZTfp+1rRN162n1EQMqdwkTDW5yFvf/vbHfNejUmpSahaXFi+6aM9ZZ525Z3lfiOzZs2dlZeW0vXuHaYOn+h4NRD4AAADgliOfRBVxjWru0g/rXopWFzf10Ahxlwh1F3EV1yH0mM+jRIpIwzw6V3M1jSRiVayKxcZDVCykhhZXd/WQYXRmqVY8qmoVqaHi4u7iVqtGFXHzajUsfNhzXHsJ0431WoZRnPMpdDcO6ozk2oZoRNQa48l4Npt13ayUbtS0Xemf9RPPU9NZ17fj046sTifjheKR8si9RtSU6n3vf4/n/uIzxVNOcvaZd0t2Vd+5NUklNFykDqtuZl3opp6zhdWcchW3pinFIkR1WDBTw5oqZdp1qZEnP/mSt7/rvYfXNCL60ue2DUtdlHZh1PVdk0774Ac/K5ElJmKp1MjNqCvTlJvwJqS4ZFF1lSq2cqTvSywuLtXaVM9vf/s7Pnr5R5s8+Y/f+mivIhJrR46E7BtGdoawLx8AAABwl5aGTd8iJDZWo5yXqsRCzU1CwzVChlqfhw61QQvJLo1LDrUwlyEMafZh4zsd5gBu7EGuw2Mj1EKya3IdtlfQ+T8e8qFFiIY0IeKSfP6QYVRppFCNo/PuQkVU57/ms/bMrREbRbSmTek9abivN41a04aOjqzl9bXllM4stRktLK33Mw830ZwaDVmcpBf/zi8/8IHn5CSlk6/48gd5nY0a9drr0YVQVERLn5NN+r60I9XUPe4J39uMGrVGdRTaRFjVcLHiHkktyYP+/QXf8IiH9f3hcSNNo9PpNCy75fXeQ8ZdGYcsiY0ltZp0NM59LW0zKb0NLeySXdXNRWxhqTnv7ne/4eChI0fKqF362q/5unPPPXtt9fDi4p6cJKLs3bdXxearvQT78gEAAAB3YTHfLsAkxNx0yHmhFqqezJN5lo30JhIWVaWoFIuq0ltUE9coGr1ocZWQtFFeKiadSm9SRNzchgGg6qaRrI40TOa/8pCnNERCI5KEiYhGGvKVhmmYimi4StWoKmV++Js3nbPQvu/Wk0a2qN2RH37id/3cTz/trDNHtV+tpbbNgmju+uoe4p6TtNlT6mu/ctqe9JM//pT73edsk77WbjyWb/7mh1x8n3NCVlMqGq5hGkmiEW/b1EQtTarhK0+65Lse+IB7iU/Fq0qoulhn1qvUnLRJIhH9zJ/59B/6onudG+VQ1NXRSEWraavRqOaIUO09DocdvOSHv93SdNxat15Gaa+Kq1STolJEpqHedfL0p/7gO//2ssloQaIuLYx/4sd/7MiRG/7sj1/1vv9zuUo5/fTTVIY9KeSYzE3kAwAAAO565rPEIpK4aZejNN43XrNHjpqkJikaycSSiImblCyzFDPT1aRrSdZM15KuZZ2Z9CoiQxlOS5I+ybSRtSSzpLMkZf4rRMMsLEVN0uUoOTxHyVGGH5ekDrVGC0lSUpQUnsJT9EmnJjPTXrRXFVGP+eTAG7nKkZTWk65pPbxvyb/pkf/ux57y6F/95Z9cXKgLYzfpLK2qrpd+VepslDz6w9EfOOfM/Ou/9pwn/sC3SfVxaixNix+550VnvOzlL/iKL7846XqSXqVaSHKzsCyzUSqtrV/yA9/+n5/+BK2HzI9YrCbtNFY1VpOspZgl6bxfM4nJ2C6+6Nw/e+VL/+P/87WTNCuzA8m6FN6YqHdtLiqHRu2hb33Ug3/kyY/xcm2Ugwtt6tfXkkyTTE1mSVaTrVmUSSt3u9vyBXc/8xW///u/8LM/9djvfswFd5u85MUvvPaaa3/iWc/+zu/6llHOQ+HUw1XNT+Wd2JnLBwAAANyiYT+5xmLfnka0iUgpNX3fp5RNpda+zb1poyKldOp1YWSn7V2onsWK67AbQE5qEqM2S1TJyTzEpOxZalWLahKRlKxKaLEkOZlI6ZKWvXua5QXNeSRa3YurqCYLy6n1rmTNycq55yyuTae5nYRL1BSi2VKtZXGhLUVGOTaWn3FR8yJNkn3L2Yvk0CaPTaZf8sX3lFq/5Zu+6k9e+bI/f/WbXve6dxw8cn2T8rix0nXS1+WFfN65Z/74s576bY/+agkxsXAJ8SblGn7xvc/+3d990c/89C//3WX/ePjQyqhdGuqKSbrzzjv7iZc86ft+4NvaVpPNFsYxaUehKaQNM9GiMpZSmlxNq3hV8Qvvtu+3f/PSS5//4r98zRtWVqdZzd1DPKvc5+K7P+MZl3z9Ix5W6+yM09puqhqyMGpz60Vbr5Iknba3TVLVJVye9EPf+6xn/+yPP+tplzzxiVd86ty//Zu3f/jD//TMZz7zgV96X91YTGco9G3sB3iK3rM45YeuAgAAALcq8omLxIEDKwcOrIqmUiWlXKsnk1pqSrJnz74zlsea3LJXt09+4vMpNS4W6qIeKhJm4bXMzj/v7MmkzdncZfVId9Xnr8l5VCJMJUKsEe8lhdYyu+he54r55646UGoSNa81wi1brTWbWdR7XHB2btK1164cXJm6REriHjYUI7VG9Avj9rzzzlDpdVg6Ri08mdp11x+87vCqqSUxE11fO3y/+12oVjw0ZDybyqev+PyHPvaB/Vdf732Y5n379t33iy648ILzTj99sW3UqyRtwkVSV2u1POqqmNkNB9c/8YnPXnnlNQcO3BDhy4tLF19073PO3XfO2XvakVYvq6uz6689HJFdksyXGA2NHN4tLjTnnr0np5BQr8lSPrJePnPl/n/5yL9dd8MNOeWc2gsvuNvFF19w7jn71KSU8tnPXhmSJLLaSLyEFfdQMYn1iy48P0seltVZW60f//QVH7r8owduOHDxxff6si97wBmnnW5ZLBURUzGVKiIS6RRewoXIBwAAANxy5OtUal+LSs6pqVVUrRTPOQ2rU5bat7YQEZpL6UvOk1okpRvn94WIiouqlL5aVjNxF1VTka6LptEQqVWiWbNoo5OmzV5XLGtIdhnPD8NnHpJSI+HiJaLk3ESEi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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">28<span class="ff5 fs8 ls0"> </span></div></div><div class="c x19 y38e w33 h4a"><div class="t m0 x2 h16 y390 ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-1 </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Specjalna polity<span class="_ _0"></span>ka pkt 13 </div></div><div class="c x43 y38e w34 h4a"><div class="t m0 x3e h16 y38f ffa fs1 fc0 sc0 ls9 ws0">31<span class="ff2 ls0"> </span></div></div><div class="c x19 y391 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zrównowa<span class="_ _0"></span>żone praktyki w dzied<span class="_ _10"></span>z<span class="_ _1"></span>in<span class="_ _0"></span>ie mórz i oceanów pkt 14<span class="ff2"> </span></div></div><div class="c x43 y391 w34 h4e"><div class="t m0 x46 h16 y2fe ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y392 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-4 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> wody poddanej re<span class="_ _10"></span>cyklingowi i ponownemu uż<span class="_ _0"></span>yciu pkt 28<span class="_ _0"></span> lit. c)<span class="ff2"> </span></div></div><div class="c x43 y392 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">31<span class="ff2 ls0"> </span></div></div><div class="c x19 y3b8 w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS E3-4 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody w m3<span class="_ _0"></span> na przychód<span class="_ _0"></span> netto z własny<span class="_ _0"></span>ch operacj<span class="_ _0"></span>i pkt 29<span class="ff2"> </span></div></div><div class="c x43 y3b8 w34 h4d"><div class="t m0 x3e h16 y308 ffa fs1 fc0 sc0 ls9 ws0">31<span class="ff2 ls0"> </span></div></div><div class="c x19 y3b9 w33 h4b"><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 IRO1-E4 p<span class="_ _0"></span>kt 16 lit. a) p<span class="_ _0"></span>kt (i) </div></div><div class="c x43 y3b9 w34 h4b"><div class="t m0 x3e h16 y1ee ffa fs1 fc0 sc0 ls9 ws0">32<span class="ff2 ls0"> </span></div></div><div class="c x19 y3f7 w33 h4b"><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 IRO1-E4 p<span class="_ _0"></span>kt 16 lit. b)<span class="_ _0"></span> </div></div><div class="c x43 y3f7 w34 h4b"><div class="t m0 x3e h16 y1ee ffa fs1 fc0 sc0 ls9 ws0">32<span class="ff2 ls0"> </span></div></div><div class="c x19 y3ba w33 h4b"><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 IRO1-E4 p<span class="_ _0"></span>kt 16 lit. c)<span class="_ _0"></span> </div></div><div class="c x43 y3ba w34 h4b"><div class="t m0 x3e h16 y1ee ffa fs1 fc0 sc0 ls9 ws0">32<span class="ff2 ls0"> </span></div></div><div class="c x19 y3bc w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E4-2 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zrównowa<span class="_ _0"></span>żone praktyki lub po<span class="_ _0"></span>lityki w zakre<span class="_ _10"></span>s<span class="_ _1"></span>ie gruntów<span class="_ _0"></span>/rolnictwa pk<span class="_ _0"></span>t 24 lit. b)<span class="ff2"> </span></div></div><div class="c x43 y3bc w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">32<span class="ff2 ls0"> </span></div></div><div class="c x19 y3be w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS E4-2 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zrównowa<span class="_ _0"></span>żone praktyki lub po<span class="_ _0"></span>lityki w zakre<span class="_ _10"></span>s<span class="_ _1"></span>ie ocea<span class="_ _0"></span>nów/mórz p<span class="_ _0"></span>kt 24 lit. c)<span class="ff2"> </span></div></div><div class="c x43 y3be w34 h4d"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">32<span class="ff2 ls0"> </span></div></div><div class="c x19 y3c0 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS E4-2 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityki na rze<span class="_ _0"></span>cz przeciwdziała<span class="_ _0"></span>nia wylesianiu p<span class="_ _0"></span>kt 24 lit. d)<span class="ff2"> </span></div></div><div class="c x43 y3c0 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">32<span class="ff2 ls0"> </span></div></div><div class="c x19 y3c2 w33 h58"><div class="t m0 x2 h16 y299 ff2 fs1 fc0 sc0 ls0 ws0">ESRS E5-5 </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Odpady niepodda<span class="_ _0"></span>wane recykling<span class="_ _0"></span>owi pkt 37 <span class="_ _0"></span>lit. d) </div></div><div class="c x43 y3c2 w34 h58"><div class="t m0 x3e h16 y2fc ffa fs1 fc0 sc0 ls9 ws0">35<span class="ff2 ls0"> </span></div></div><div class="c x19 y3f8 w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS E5-5 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Odpady niebezp<span class="_ _0"></span>ieczne i odpad<span class="_ _0"></span>y promieniotwórc<span class="_ _0"></span>ze pkt 39<span class="ff2"> </span></div></div><div class="c x43 y3f8 w34 h4d"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">35<span class="ff2 ls0"> </span></div></div><div class="c x19 y3f9 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-3-<span class="ls14">S1<span class="_ _10"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko wystąpien<span class="_ _0"></span>ia przypadków<span class="_ _0"></span> pracy <span class="ff2">przymu<span class="_ _0"></span>sowej pkt 14 li<span class="_ _0"></span>t. f) </span></div></div><div class="c x43 y3f9 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">52<span class="ff2 ls0"> </span></div></div><div class="c x19 y3fa w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-3-<span class="ls14">S1<span class="_ _10"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko wystąpien<span class="_ _0"></span>ia przypadków<span class="_ _0"></span> pracy dzie<span class="_ _0"></span>ci pkt 14 lit. g)<span class="ff2"> </span></div></div><div class="c x43 y3fa w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">52<span class="ff2 ls0"> </span></div></div><div class="c x19 y3fb w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zobowiązania w <span class="_ _0"></span>zakresie polit<span class="_ _0"></span>yki dotyczącej<span class="_ _0"></span> poszanowan<span class="_ _0"></span>ia praw człow<span class="_ _0"></span>ieka pkt 20<span class="ff2"> </span></div></div><div class="c x43 y3fb w34 h4d"><div class="t m0 x3e h16 y308 ffa fs1 fc0 sc0 ls9 ws0">52<span class="ff2 ls0"> </span></div></div><div class="c x19 y3fc w33 h4c"><div class="t m0 x2 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Strategie w zakre<span class="_ _10"></span>s<span class="_ _1"></span>ie nale<span class="_ _0"></span>żytej staranności w od<span class="_ _0"></span>niesieniu do <span class="_ _0"></span>kwestii ob<span class="_ _0"></span>jętych </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">podstawowymi <span class="_ _0"></span>konwencjami Międ<span class="_ _10"></span>zy<span class="_ _1"></span>narod<span class="_ _0"></span>owej Organi<span class="_ _0"></span>zacji Pracy nr <span class="_ _0"></span>1–<span class="ff2">8, pkt 21 </span></div></div><div class="c x43 y3fc w34 h4c"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">52<span class="ff2 ls0"> </span></div></div><div class="c x19 y176 w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Procedury i środ<span class="_ _0"></span>ki na rzecz zap<span class="_ _0"></span>obiega<span class="_ _0"></span>nia handlowi ludźmi p<span class="_ _0"></span>kt 22<span class="ff2"> </span></div></div><div class="c x43 y176 w34 h4d"><div class="t m0 x3e h16 y308 ffa fs1 fc0 sc0 ls9 ws0">52<span class="ff2 ls0"> </span></div></div><div class="c x19 y3fd w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Polityka lub sy<span class="_ _0"></span>stem zarządzania<span class="_ _0"></span> służące zapobieg<span class="_ _0"></span>aniu wypad<span class="_ _0"></span>kom przy pr<span class="_ _0"></span>acy pkt 23<span class="ff2"> </span></div></div><div class="c x43 y3fd w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">52<span class="ff2 ls0"> </span></div></div><div class="c x19 y3fe w33 h58"><div class="t m0 x2 h16 y292 ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-3 </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Mechanizmy ro<span class="_ _0"></span>zpatrywania s<span class="_ _0"></span>karg pkt 32 lit.<span class="_ _0"></span> c) </div></div><div class="c x43 y3fe w34 h58"><div class="t m0 x3e h16 y3ff ffa fs1 fc0 sc0 ls9 ws0">54<span class="ff2 ls0"> </span></div></div><div class="c x19 y400 w33 h52"><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="ls9">14</span> </div><div class="t m0 x2 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Liczba zgonów <span class="_ _0"></span>związanych <span class="_ _0"></span>z pracą ora<span class="_ _0"></span>z liczba i wska<span class="_ _0"></span>źnik wypadkó<span class="_ _0"></span>w związany<span class="_ _0"></span>ch z </div><div class="t m0 x2 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">pracą pkt 88 lit. b)<span class="_ _10"></span> <span class="_ _1"></span>i c)<span class="ff2"> </span></div></div><div class="c x43 y400 w34 h52"><div class="t m0 x3e h16 y20d ffa fs1 fc0 sc0 ls9 ws0">59<span class="ff2 ls0"> </span></div></div><div class="c x19 y17c w33 h4c"><div class="t m0 x2 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="ls9">14</span> </div><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">Liczba dni <span class="ff1">stra<span class="_ _0"></span>conych z powodu ur<span class="_ _10"></span>azów, wypadków, ofiar śmier<span class="_ _0"></span>telnych lub<span class="_ _0"></span> chorób pkt </span></div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">88 lit. e) </div></div><div class="c x43 y17c w34 h4c"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">59<span class="ff2 ls0"> </span></div></div><div class="c x19 y401 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="ls9">16</span> </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Nieskorygowan<span class="_ _0"></span>a luka płacowa<span class="_ _0"></span> między kobie<span class="_ _0"></span>tami a mężczyzna<span class="_ _0"></span>mi pkt 97 lit. a)<span class="ff2"> </span></div></div><div class="c x43 y401 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">60<span class="ff2 ls0"> </span></div></div><div class="c x19 y402 w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="ls9">16</span> </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Nadmierny po<span class="_ _0"></span>ziom wynagrodzenia<span class="_ _10"></span> <span class="_ _1"></span>dyrek<span class="_ _0"></span>tora generalne<span class="_ _0"></span>go pkt 97 lit. b<span class="_ _0"></span>) </div></div><div class="c x43 y402 w34 h4d"><div class="t m0 x46 h16 y2fe ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y403 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="ls9">17</span> </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Przypadki dys<span class="_ _0"></span>kryminacji pkt<span class="_ _0"></span> 103 lit. a) </div></div><div class="c x43 y403 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">60<span class="ff2 ls0"> </span></div></div><div class="c x19 y404 w33 h52"><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ESRS S1-<span class="ls9">17</span> </div><div class="t m0 x2 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka oraz </div><div class="t m0 x2 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">wytycznych OECD<span class="_ _0"></span> pkt 104 lit<span class="_ _0"></span>. a) </div></div><div class="c x43 y404 w34 h52"><div class="t m0 x3e h16 y20d ffa fs1 fc0 sc0 ls9 ws0">60<span class="ff2 ls0"> </span></div></div><div class="c x19 y405 w33 h5b"><div class="t m0 x2 h16 y21e ff2 fs1 fc0 sc0 ls0 ws0">ESRS 2 SBM-3-<span class="ls14">S2<span class="_ _10"></span><span class="ls0"> </span></span></div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Znaczące ry<span class="_ _0"></span>zyko wystąpienia pr<span class="_ _10"></span>z<span class="_ _1"></span>ypad<span class="_ _0"></span>ków pracy dzieci lub<span class="_ _10"></span> <span class="_ _1"></span><span class="ff2">pracy przymusowe<span class="_ _0"></span>j w </span></div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">łańcuchu wartoś<span class="_ _0"></span>ci pkt 11 lit. b)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x43 y405 w34 h5b"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">60<span class="ff2 ls0"> </span></div></div><div class="c x19 y406 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zobowiązania w <span class="_ _0"></span>zakresie polit<span class="_ _0"></span>yki dotyczącej<span class="_ _0"></span> poszanowan<span class="_ _0"></span>ia praw człow<span class="_ _0"></span>ieka pkt 17<span class="ff2"> </span></div></div><div class="c x43 y406 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">61<span class="ff2 ls0"> </span></div></div><div class="c x19 y407 w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Polityki związan<span class="_ _0"></span>e z pracowni<span class="_ _0"></span>kami w łańcu<span class="_ _0"></span>chu wartości pk<span class="_ _0"></span>t 18<span class="ff2"> </span></div></div><div class="c x43 y407 w34 h4d"><div class="t m0 x3e h16 y308 ffa fs1 fc0 sc0 ls9 ws0">61<span class="ff2 ls0"> </span></div></div><div class="c x19 y408 w33 h4c"><div class="t m0 x2 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka oraz </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">wytycznych OECD<span class="_ _0"></span> pkt 19 </div></div><div class="c x43 y408 w34 h4c"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">61<span class="ff2 ls0"> </span></div></div><div class="c x19 y409 w33 h52"><div class="t m0 x2 h16 y30b ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-1 </div><div class="t m0 x2 h16 y40a ff1 fs1 fc0 sc0 ls0 ws0">Strategie w zakre<span class="_ _10"></span>s<span class="_ _1"></span>ie nale<span class="_ _0"></span>żytej starann<span class="_ _0"></span>ości w odniesieniu d<span class="_ _0"></span>o kwestii o<span class="_ _0"></span>bjętych </div><div class="t m0 x2 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">podstawowymi <span class="_ _0"></span>konwencjami Międ<span class="_ _10"></span>zy<span class="_ _1"></span>narod<span class="_ _0"></span>owej Organi<span class="_ _0"></span>zacji Pracy nr <span class="ff2">1</span>–<span class="ff2">8, pkt 19 </span></div></div><div class="c x43 y409 w34 h52"><div class="t m0 x3e h16 y40a ffa fs1 fc0 sc0 ls9 ws0">61<span class="ff2 ls0"> </span></div></div><div class="c x19 y40b w33 h4b"><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ESRS S2-4 </div></div><div class="c x43 y40b w34 h4b"><div class="t m0 x3e h16 y1ee ffa fs1 fc0 sc0 ls9 ws0">62<span class="ff2 ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf1d" class="pf w5 hc" ><div class="pc pc1d w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls12 ws0">29<span class="ff5 fs8 ls0"> </span></div></div><div class="c x19 y38e w33 h4a"><div class="t m0 x2 h16 y390 ff1 fs1 fc0 sc0 ls0 ws0">Kwestie i incydent<span class="_ _0"></span>y dotyczące<span class="_ _0"></span> poszanowania pr<span class="_ _0"></span>aw człowieka <span class="_ _0"></span>związane z łańcu<span class="_ _0"></span>chem </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">wartości na w<span class="_ _0"></span>yższym i niższ<span class="_ _0"></span>ym szczeblu pk<span class="_ _0"></span>t 36<span class="ff2"> </span></div></div><div class="c x19 y391 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS S3-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zobowiązania w <span class="_ _0"></span>zakresie polit<span class="_ _0"></span>yki dotyczącej<span class="_ _0"></span> poszanowan<span class="_ _0"></span>ia praw człow<span class="_ _0"></span>ieka, pkt 16<span class="ff2"> </span></div></div><div class="c x43 y391 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">63<span class="ff2 ls0"> </span></div></div><div class="c x19 y40c w33 h52"><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ESRS S3-1 </div><div class="t m0 x2 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka, zasad M<span class="_ _0"></span>OP </div><div class="t m0 x2 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">lub wytycznych O<span class="_ _0"></span>ECD pkt<span class="_ _0"></span> 17 </div></div><div class="c x43 y40c w34 h52"><div class="t m0 x3e h16 y20d ffa fs1 fc0 sc0 ls9 ws0">73<span class="ff2 ls0"> </span></div></div><div class="c x19 y3b9 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS S3-4 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Kwestie i incydent<span class="_ _0"></span>y dotyczące<span class="_ _0"></span> poszanowania pr<span class="_ _0"></span>aw człowieka p<span class="_ _0"></span>kt 36<span class="ff2"> </span></div></div><div class="c x43 y3b9 w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">64<span class="ff2 ls0"> </span></div></div><div class="c x19 y3f7 w33 h4b"><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ESRS S4-<span class="ff1">1 Polit<span class="_ _0"></span>yka odnosząca<span class="_ _0"></span> się do konsumentów<span class="_ _0"></span> i użytkowników<span class="_ _0"></span> końcowych p<span class="_ _0"></span>kt 16<span class="ff2"> </span></span></div></div><div class="c x43 y3f7 w34 h4b"><div class="t m0 x3e h16 y1ee ffa fs1 fc0 sc0 ls9 ws0">65<span class="ff2 ls0"> </span></div></div><div class="c x19 y3bc w33 h4c"><div class="t m0 x2 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">ESRS S4-1 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Nieprzestrzegan<span class="_ _0"></span>ie Wytyczn<span class="_ _0"></span>ych ONZ dot<span class="_ _0"></span>yczących biznesu<span class="_ _0"></span> i praw czł<span class="_ _0"></span>owieka oraz </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">wytycznych OECD<span class="_ _0"></span> pkt 17 </div></div><div class="c x43 y3bc w34 h4c"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">65<span class="ff2 ls0"> </span></div></div><div class="c x19 y3be w33 h4d"><div class="t m0 x2 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">ESRS S4-4 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Kwestie i incydent<span class="_ _0"></span>y dotyczące<span class="_ _0"></span> poszanowania pr<span class="_ _0"></span>aw człowieka p<span class="_ _0"></span>kt 35<span class="ff2"> </span></div></div><div class="c x43 y3be w34 h4d"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">65<span class="ff2 ls0"> </span></div></div><div class="c x19 y3c0 w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Konwencja Narod<span class="_ _0"></span>ów Zjednoczon<span class="_ _0"></span>ych przeciw<span class="_ _0"></span>ko korupcji pk<span class="_ _0"></span>t 10 lit. b)<span class="ff2"> </span></div></div><div class="c x43 y3c0 w34 h4e"><div class="t m0 x46 h16 y2fe ffa fs1 fc0 sc0 ls0 ws0">-<span class="ff2"> </span></div></div><div class="c x19 y3c2 w33 h58"><div class="t m0 x2 h16 y299 ff2 fs1 fc0 sc0 ls0 ws0">SRS G1-1 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Ochrona sygnali<span class="_ _0"></span>stów pkt 10 lit<span class="_ _0"></span>. d)<span class="ff2"> </span></div></div><div class="c x43 y3c2 w34 h58"><div class="t m0 x3e h16 y2fc ffa fs1 fc0 sc0 ls9 ws0">67<span class="ff2 ls0"> </span></div></div><div class="c x19 y40d w33 h52"><div class="t m0 x2 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1-4 </div><div class="t m0 x2 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Grzywny za naru<span class="_ _0"></span>szenie przepi<span class="_ _10"></span>s<span class="_ _1"></span>ów antykor<span class="_ _0"></span>upcyjnych i<span class="_ _0"></span> przepisów w <span class="_ _0"></span>sprawie zwalc<span class="_ _0"></span>zania </div><div class="t m0 x2 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">przekupstw pkt<span class="_ _0"></span> 24 lit. a) </div></div><div class="c x43 y40d w34 h52"><div class="t m0 x3e h16 y1ed ffa fs1 fc0 sc0 ls9 ws0">70<span class="ff2 ls0"> </span></div></div><div class="c x19 y40e w33 h4e"><div class="t m0 x2 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS G1-4 </div><div class="t m0 x2 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Normy w zakre<span class="_ _0"></span>sie przeciwdzia<span class="_ _0"></span>łania korup<span class="_ _0"></span>cji i przekup<span class="_ _0"></span>stwu pkt 24 li<span class="_ _0"></span>t. b)<span class="ff2"> </span></div></div><div class="c x43 y40e w34 h4e"><div class="t m0 x3e h16 y2fe ffa fs1 fc0 sc0 ls9 ws0">70<span class="ff2 ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y40f ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 he y410 ff6 fs9 fc2 sc0 ls0 ws0">Informacje<span class="_ _0"></span> o środowisku<span class="ff3"> </span></div><div class="t m0 x4 h11 y411 ff6 fsa fc0 sc0 ls0 ws0">E1 Zmiana k<span class="_ _0"></span>limatu<span class="ff3"> </span></div><div class="t m0 x4 h12 y412 ff6 fsb fc0 sc0 lsb ws0">E1<span class="ls0">-1 Plan transfor<span class="_ _1"></span>macji na potrzeby łagodzeni<span class="_ _1"></span>a zmiany klimatu<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h46 y413 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y414 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _10"></span>Kap<span class="_ _1"></span>itałowa <span class="_ _10"></span>MIRBUD<span class="_ _1"></span> <span class="_ _10"></span>nie <span class="_ _0"></span>posiada <span class="_ _10"></span>p<span class="_ _1"></span>lanu <span class="_ _10"></span>transfor<span class="_ _1"></span>macji <span class="_ _10"></span>na potrzeby <span class="_ _10"></span>ła<span class="_ _1"></span>godzenia <span class="_ _10"></span>zmiany <span class="_ _0"></span>klimatu. <span class="_ _0"></span>Nie </div><div class="t m0 x4 h6 y415 ff1 fs3 fc0 sc0 ls0 ws0">określono <span class="_ _c"></span>czy, <span class="_ _c"></span>a <span class="_ _c"></span>j<span class="_ _1"></span>eśli <span class="_ _1"></span>tak <span class="_ _c"></span>to <span class="_ _c"></span>kiedy <span class="_ _c"></span>plan <span class="_ _c"></span>trans<span class="_ _1"></span>formacji <span class="_ _c"></span>powstanie. <span class="_ _c"></span>Pierws<span class="_ _1"></span>zym <span class="_ _c"></span>krokiem <span class="_ _1"></span>z<span class="_ _1"></span>mierzającym <span class="_ _c"></span>do<span class="_ _1"></span> </div><div class="t m0 x4 h6 y416 ff1 fs3 fc0 sc0 ls0 ws0">oceny <span class="_ _14"> </span>realneg<span class="_ _1"></span>o <span class="_ _12"> </span>wp<span class="_ _1"></span>ływu <span class="_ _14"> </span>Grupy <span class="_ _1a"> </span>MIRBUD <span class="_ _14"> </span>na <span class="_ _1a"> </span>zmiany <span class="_ _14"> </span>k<span class="_ _1"></span>limatu <span class="_ _14"> </span>będzie <span class="_ _14"> </span>k<span class="_ _1"></span>alkulacja <span class="_ _14"> </span>emisji <span class="_ _1a"> </span>gazów </div><div class="t m0 x4 h6 y417 ff2 fs3 fc0 sc0 ls0 ws0">cieplarnianych w zakres<span class="_ _1"></span>ie 3. </div><div class="t m0 x4 h6 y418 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y419 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szanse<span class="_ _1"></span> oraz ich wzajemne związki <span class="_ _1"></span>ze </span></div><div class="t m0 x4 h12 y41a ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h46 y41b ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y41c ff1 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _10"></span>przeprowadzono <span class="_ _10"></span>a<span class="_ _1"></span>nalizy <span class="_ _10"></span>odporności <span class="_ _10"></span>strategii <span class="_ _10"></span>i <span class="_ _10"></span>mod<span class="_ _1"></span>elu <span class="_ _10"></span>biznesowego <span class="_ _10"></span>w <span class="_ _10"></span>odniesieniu <span class="_ _0"></span>do <span class="_ _5"></span>z<span class="_ _1"></span>mian <span class="_ _5"></span>k<span class="_ _1"></span>limatu. </div><div class="t m0 x4 h6 y76 ff1 fs3 fc0 sc0 ls0 ws0">GK  MIRBUD  przeprowadziła  analizę  scenariusz<span class="_ _1"></span>y  klimatycznych,  w  wyniku  której  zidentyfikowano </div><div class="t m0 x4 h6 y41d ff1 fs3 fc0 sc0 ls0 ws0">istotne <span class="_ _11"> </span>ryzyk<span class="_ _1"></span>a <span class="_ _16"> </span>fizy<span class="_ _1"></span>czne, <span class="_ _16"> </span>ryzy<span class="_ _1"></span>ka <span class="_ _11"> </span>przejścia <span class="_ _11"> </span>oraz <span class="_ _11"> </span>szanse <span class="_ _11"> </span>z<span class="_ _1"></span>wiązane <span class="_ _f"> </span>ze <span class="_ _11"> </span>zmianą <span class="_ _11"> </span>klimatu. <span class="_ _f"> </span>Wszystkie <span class="_ _11"> </span>one </div><div class="t m0 x4 h6 y41e ff1 fs3 fc0 sc0 ls0 ws0">dotyczą własnych operacj<span class="_ _1"></span>i Grupy.<span class="ff2"> </span></div><div class="t m0 x4 h6 y41f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y420 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 7: Isto<span class="_ _0"></span>tne ryzyka fiz<span class="_ _0"></span>yczne i przejś<span class="_ _0"></span>cia oraz szanse <span class="_ _0"></span>związane <span class="_ _0"></span>z klimatem<span class="ffa"> </span></div></div><div class="c x4 y421 w35 h5e"><div class="t m0 x10 h16 y422 ff2 fs1 fc5 sc0 ls9 ws0">Lp.<span class="ls0"> </span></div></div><div class="c x6 y421 w36 h5e"><div class="t m0 x10 h16 y422 ff2 fs1 fc5 sc0 ls0 ws0">Ryzyko / szan<span class="_ _0"></span>sa </div></div><div class="c x47 y421 w37 h5e"><div class="t m0 x10 h16 y422 ff2 fs1 fc5 sc0 ls0 ws0">Opis ryzyka/s<span class="_ _0"></span>zansy </div></div><div class="c x48 y421 w38 h5e"><div class="t m0 x10 h16 y422 ff2 fs1 fc5 sc0 ls0 ws0">Przewidywany e<span class="_ _0"></span>fekt finansow<span class="_ _0"></span>y </div></div><div class="c x4 y423 w39 h23"><div class="t m0 x2e h16 y30b ff2 fs1 fc0 sc0 ls0 ws0">1 </div></div><div class="c x6 y423 w3a h23"><div class="t m0 x10 h16 y252 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko regulac<span class="_ _0"></span>yjno-</div><div class="t m0 x10 h16 y424 ff1 fs1 fc0 sc0 ls0 ws0">prawne (pr<span class="_ _0"></span>zejścia)<span class="ff2"> </span></div></div><div class="c x47 y423 w3b h23"><div class="t m0 x10 h16 y206 ff1 fs1 fc0 sc0 ls0 ws0">Potencjalny wzro<span class="_ _0"></span>st kosztów w<span class="_ _0"></span>ynikający z </div><div class="t m0 x10 h16 y207 ff1 fs1 fc0 sc0 ls0 ws0">zaostrzających<span class="_ _0"></span> się regulacji <span class="_ _0"></span>klimatyczn<span class="_ _0"></span>ych, w tym </div><div class="t m0 x10 h16 y30b ff1 fs1 fc0 sc0 ls0 ws0">opłat węglowych,<span class="_ _0"></span> obowiązków rap<span class="_ _10"></span>ortowych oraz </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">konieczności dos<span class="_ _0"></span>tosowania działa<span class="_ _0"></span>lności do<span class="_ _0"></span> nowych </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">standardów środow<span class="_ _0"></span>iskowych<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x48 y423 w3c h23"><div class="t m0 x10 h16 y251 ff1 fs1 fc0 sc0 ls0 ws0">Wzrost kosztów<span class="_ _0"></span> operacyjnych <span class="_ _0"></span>i </div><div class="t m0 x10 h16 y252 ff1 fs1 fc0 sc0 ls0 ws0">inwestycyjnych<span class="_ _0"></span>; spadek mar<span class="_ _0"></span>żowości; </div><div class="t m0 x10 h16 y424 ff1 fs1 fc0 sc0 ls0 ws0">zwiększenie kos<span class="_ _0"></span>ztu zgodno<span class="_ _0"></span>ści </div><div class="t m0 x10 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">regulacyjnej. </div></div></div><div class="pi" ></div></div><div id="pf1e" class="pf w5 hc" ><div class="pc pc1e w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">30<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y391 w39 h5f"><div class="t m0 x2e h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c x6 y391 w3a h5f"><div class="t m0 x10 h16 y28d ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko </div><div class="t m0 x10 h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">technologiczne<span class="_ _0"></span> </div><div class="t m0 x10 h16 y2fe ff1 fs1 fc0 sc0 ls0 ws0">(przejścia)<span class="ff2"> </span></div></div><div class="c x47 y391 w3b h5f"><div class="t m0 x10 h16 y290 ff1 fs1 fc0 sc0 ls0 ws0">Brak dostępu<span class="_ _0"></span> do niskoemi<span class="_ _0"></span>syjnych technologii<span class="_ _0"></span> oraz </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">uzależnienie od w<span class="_ _0"></span>ysokoemis<span class="_ _0"></span>yjnych źródeł ener<span class="_ _0"></span>gii </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">prowadzący do op<span class="_ _0"></span>óźnień we wdr<span class="_ _0"></span>ażaniu innow<span class="_ _0"></span>acji i </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">ograniczaniu moż<span class="_ _0"></span>liwości opt<span class="_ _0"></span>ymalizacji procesów<span class="_ _10"></span>.<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x48 y391 w3c h5f"><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Utrata konkurenc<span class="_ _0"></span>yjności; spade<span class="_ _0"></span>k </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">marży; wzrost <span class="_ _0"></span>kosztów opera<span class="_ _0"></span>cyjnych.<span class="ff2"> </span></div></div><div class="c x4 y3f7 w39 h2a"><div class="t m0 x2e h16 y246 ff2 fs1 fc0 sc0 ls0 ws0">3 </div></div><div class="c x6 y3f7 w3a h2a"><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko rynkowe<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">(przejścia)<span class="ff2"> </span></div></div><div class="c x47 y3f7 w3b h2a"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Zmieniające się o<span class="_ _0"></span>czekiwania<span class="_ _0"></span> klientów, inwes<span class="_ _0"></span>torów i </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">partnerów biznesow<span class="_ _10"></span>y<span class="_ _1"></span>ch<span class="_ _0"></span>, a także p<span class="_ _0"></span>resja cenowa<span class="_ _0"></span> i </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">kosztowa zwią<span class="_ _0"></span>zana z transfor<span class="_ _0"></span>macją klimaty<span class="_ _0"></span>czną </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">prowadząca do <span class="_ _0"></span>spadku popy<span class="_ _0"></span>tu, ograniczenia<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">dostępu do kapi<span class="_ _0"></span>tału oraz trudno<span class="_ _10"></span>ś<span class="_ _1"></span>ci w utr<span class="_ _0"></span>zymaniu </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">pozycji rynkowe<span class="_ _0"></span>j. </div></div><div class="c x48 y3f7 w3c h2a"><div class="t m0 x10 h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">Utrata konkurenc<span class="_ _0"></span>yjności; spade<span class="_ _0"></span>k </div><div class="t m0 x10 h16 y246 ff1 fs1 fc0 sc0 ls0 ws0">przychodów; w<span class="_ _0"></span>zrost kosztów<span class="_ _0"></span> </div><div class="t m0 x10 h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">finansowania i ope<span class="_ _0"></span>racyjnych<span class="_ _0"></span>. </div></div><div class="c x4 y3be w39 h23"><div class="t m0 x2e h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x6 y3be w3a h23"><div class="t m0 x10 h16 y246 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko reputa<span class="_ _0"></span>cyjne </div><div class="t m0 x10 h16 y27e ff1 fs1 fc0 sc0 ls0 ws0">(przejścia)<span class="ff2"> </span></div></div><div class="c x47 y3be w3b h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Negatywne postrzeg<span class="_ _0"></span>anie org<span class="_ _0"></span>anizacji w <span class="_ _0"></span>kontekście </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">zmian klimatu or<span class="_ _0"></span>az nieodpow<span class="_ _0"></span>iednie działania </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">komunikacyjne mog<span class="_ _0"></span>ące prowad<span class="_ _0"></span>zić do utraty<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">zaufania interesariu<span class="_ _10"></span>s<span class="_ _1"></span>zy i pog<span class="_ _0"></span>orszenia r<span class="_ _0"></span>elacji z </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">rynkiem. </div></div><div class="c x48 y3be w3c h23"><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Utrata konkurenc<span class="_ _0"></span>yjności; spade<span class="_ _0"></span>k </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">wartości firm<span class="_ _0"></span>y; ograniczenie do<span class="_ _0"></span>stępu </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">do finansowania<span class="_ _0"></span>. </div></div><div class="c x4 y3c2 w39 h60"><div class="t m0 x2e h16 y425 ff2 fs1 fc0 sc0 ls0 ws0">5 </div></div><div class="c x6 y3c2 w3a h60"><div class="t m0 x10 h16 y21e ff1 fs1 fc0 sc0 ls0 ws0">Ryzyko nagłe </div><div class="t m0 x10 h16 y299 ff2 fs1 fc0 sc0 ls0 ws0">(fizyczne) </div></div><div class="c x47 y3c2 w3b h60"><div class="t m0 x10 h16 y2b0 ff1 fs1 fc0 sc0 ls0 ws0">Nagłe i ekstremalne<span class="_ _0"></span> zjawiska<span class="_ _0"></span> pogodo<span class="_ _0"></span>we mogą </div><div class="t m0 x10 h16 y21e ff1 fs1 fc0 sc0 ls0 ws0">prowadzić do przer<span class="_ _0"></span>w w działalno<span class="_ _0"></span>ści operacyjnej<span class="_ _0"></span>, </div><div class="t m0 x10 h16 y299 ff1 fs1 fc0 sc0 ls0 ws0">uszkodzeń infra<span class="_ _0"></span>struktury ora<span class="_ _0"></span>z zakłóceń w łań<span class="_ _0"></span>cuchu </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">dostaw i dostępn<span class="_ _0"></span>ości pracown<span class="_ _0"></span>ików.<span class="ff2"> </span></div></div><div class="c x48 y3c2 w3c h60"><div class="t m0 x10 h16 y21e ff1 fs1 fc0 sc0 ls0 ws0">Przestoje; w<span class="_ _0"></span>zrost kosztów<span class="_ _0"></span> </div><div class="t m0 x10 h16 y299 ff1 fs1 fc0 sc0 ls0 ws0">operacyjnych<span class="_ _0"></span>; spadek przychodó<span class="_ _0"></span>w.<span class="ff2"> </span></div></div><div class="c x4 y40e w39 h23"><div class="t m0 x2e h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">6 </div></div><div class="c x6 y40e w3a h23"><div class="t m0 x10 h16 y276 ff2 fs1 fc0 sc0 ls0 ws0">Ryzyko chron<span class="_ _0"></span>iczne </div><div class="t m0 x10 h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">(fizyczne) </div></div><div class="c x47 y40e w3b h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Postępujące zmian<span class="_ _0"></span>y klimatu, ta<span class="_ _0"></span>kie jak zmienność </div><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">opadów, wzros<span class="_ _0"></span>t temperatur c<span class="_ _0"></span>zy ryzyko zalania<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">terenów nisko poło<span class="_ _10"></span>ż<span class="_ _1"></span>onych,<span class="_ _0"></span> mogą długofalow<span class="_ _0"></span>o </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wpływać na dos<span class="_ _0"></span>tępność surow<span class="_ _0"></span>ców, efektywn<span class="_ _0"></span>ość </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pracy i stabilno<span class="_ _0"></span>ść operacyjną.<span class="ff2"> </span></div></div><div class="c x48 y40e w3c h23"><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Wzrost kosztów<span class="_ _0"></span> operacyjnych;<span class="_ _0"></span> spadek </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">wydajności; ryz<span class="_ _0"></span>yko przestojów<span class="_ _0"></span> i strat </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">majątkowych.<span class="ff2"> </span></div></div><div class="c x4 y426 w39 h61"><div class="t m0 x2e h16 y427 ff2 fs1 fc0 sc0 ls0 ws0">7 </div></div><div class="c x6 y426 w3a h61"><div class="t m0 x10 h16 y428 ff2 fs1 fc0 sc0 ls0 ws0">Szanse </div><div class="t m0 x10 h16 y429 ff1 fs1 fc0 sc0 ls0 ws0">efektywnościowe<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x47 y426 w3b h61"><div class="t m0 x10 h16 y3dc ff1 fs1 fc0 sc0 ls0 ws0">Działania ukierun<span class="_ _0"></span>kowane na<span class="_ _0"></span> poprawę efektywno<span class="_ _10"></span>ś<span class="_ _1"></span>ci </div><div class="t m0 x10 h16 y427 ff1 fs1 fc0 sc0 ls0 ws0">energetycznej, re<span class="_ _0"></span>dukcję zu<span class="_ _0"></span>życia surowców<span class="_ _0"></span> oraz </div><div class="t m0 x10 h16 y42a ff1 fs1 fc0 sc0 ls0 ws0">wdrażanie rozwią<span class="_ _10"></span>z<span class="_ _1"></span>ań <span class="_ _0"></span>cyrkularnych<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x48 y426 w3c h61"><div class="t m0 x10 h16 y3dc ff1 fs1 fc0 sc0 ls0 ws0">Obniżenie ko<span class="_ _0"></span>sztów operacyjny<span class="_ _0"></span>ch; </div><div class="t m0 x10 h16 y427 ff1 fs1 fc0 sc0 ls0 ws0">poprawa mar<span class="_ _0"></span>żowości; zwięk<span class="_ _0"></span>szenie </div><div class="t m0 x10 h16 y42a ff1 fs1 fc0 sc0 ls0 ws0">dostępności środ<span class="_ _10"></span>k<span class="_ _1"></span>ów <span class="ff2">inwest<span class="_ _0"></span>ycyjnych. </span></div></div><div class="c x4 y42b w39 h54"><div class="t m0 x2e h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">8 </div></div><div class="c x6 y42b w3a h54"><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">Szanse </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">energetyczne<span class="_ _0"></span> </div></div><div class="c x47 y42b w3b h54"><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Inwestycje w od<span class="_ _0"></span>nawialne źródła<span class="_ _0"></span> ener<span class="_ _0"></span>gii i magazyny </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">energii umożliwiają<span class="_ _0"></span>ce redukcję <span class="_ _0"></span>kosztów zakupu<span class="_ _10"></span> </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">energii oraz zwięk<span class="_ _0"></span>szające stabilno<span class="_ _10"></span>ś<span class="_ _1"></span>ć ene<span class="_ _0"></span>rgetyczną </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">GK MIRBUD.<span class="_ _0"></span> </div></div><div class="c x48 y42b w3c h54"><div class="t m0 x10 h16 y276 ff1 fs1 fc0 sc0 ls0 ws0">Obniżenie ko<span class="_ _0"></span>sztów energii; pop<span class="_ _0"></span>rawa </div><div class="t m0 x10 h16 y118 ff1 fs1 fc0 sc0 ls0 ws0">ciągłości operac<span class="_ _0"></span>yjnej; zwiększenie<span class="_ _0"></span> </div><div class="t m0 x10 h16 y2fe ff1 fs1 fc0 sc0 ls9 ws0">odporności <span class="_ _1"></span>na<span class="_ _0"></span> wahania cen energii<span class="_ _1"></span>.<span class="ff2 ls0"> </span></div></div><div class="c x4 y14e w39 h61"><div class="t m0 x2e h16 y427 ff2 fs1 fc0 sc0 ls0 ws0">9 </div></div><div class="c x6 y14e w3a h61"><div class="t m0 x10 h16 y427 ff2 fs1 fc0 sc0 ls0 ws0">Szanse produk<span class="_ _0"></span>towe </div></div><div class="c x47 y14e w3b h61"><div class="t m0 x10 h16 y3dc ff1 fs1 fc0 sc0 ls0 ws0">Dywersyfikacja <span class="_ _0"></span>surowców i zwię<span class="_ _0"></span>kszenie odp<span class="_ _0"></span>orności </div><div class="t m0 x10 h16 y427 ff1 fs1 fc0 sc0 ls0 ws0">w łańcuchu dos<span class="_ _0"></span>taw poprzez wpr<span class="_ _0"></span>owadzen<span class="_ _0"></span>ie </div><div class="t m0 x10 h16 y42a ff1 fs1 fc0 sc0 ls0 ws0">alternatywnych<span class="_ _0"></span> niskoemisyjn<span class="_ _0"></span>ych pro<span class="_ _0"></span>duktów.<span class="ff2"> </span></div></div><div class="c x48 y14e w3c h61"><div class="t m0 x10 h16 y428 ff1 fs1 fc0 sc0 ls0 ws0">Poprawa ciągło<span class="_ _0"></span>ści operacyjnej<span class="_ _0"></span>; </div><div class="t m0 x10 h16 y429 ff1 fs1 fc0 sc0 ls0 ws0">ograniczenie ko<span class="_ _0"></span>sztów.<span class="ff2"> </span></div></div><div class="c x4 y42c w39 h62"><div class="t m0 x31 h16 y276 ff2 fs1 fc0 sc0 ls9 ws0">10<span class="ls0"> </span></div></div><div class="c x6 y42c w3a h62"><div class="t m0 x10 h16 y276 ff2 fs1 fc0 sc0 ls0 ws0">Szanse rynkowe<span class="_ _0"></span> </div></div><div class="c x47 y42c w3b h62"><div class="t m0 x10 h16 y201 ff1 fs1 fc0 sc0 ls0 ws0">Wzmacnianie po<span class="_ _0"></span>zycji rynkowe<span class="_ _0"></span>j dzięki spełnian<span class="_ _0"></span>iu </div><div class="t m0 x10 h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">kryteriów klima<span class="_ _0"></span>tycznych ora<span class="_ _0"></span>z aktywne </div><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">zaangażowanie w <span class="_ _0"></span>inicjatywy pr<span class="_ _0"></span>oklimatyczne </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">zwiększające atrak<span class="_ _0"></span>cyjność fir<span class="_ _0"></span>my w oczach<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">inwestorów, ins<span class="_ _0"></span>tytucji finansow<span class="_ _0"></span>ych, klientów<span class="_ _0"></span> i </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">pracowników.<span class="ff2"> </span></div></div><div class="c x48 y42c w3c h62"><div class="t m0 x10 h16 y275 ff1 fs1 fc0 sc0 ls0 ws0">Poprawa war<span class="_ _0"></span>unków finansowa<span class="_ _0"></span>nia; </div><div class="t m0 x10 h16 y276 ff1 fs1 fc0 sc0 ls0 ws0">wzrost przycho<span class="_ _0"></span>dów; obniżenie <span class="_ _0"></span>kosztów </div><div class="t m0 x10 h16 y118 ff1 fs1 fc0 sc0 ls0 ws0">zatrudnienia i ube<span class="_ _0"></span>zpieczeń.<span class="ff2"> </span></div></div><div class="c x4 y42d w39 h63"><div class="t m0 x31 h16 y1eb ff2 fs1 fc0 sc0 ls9 ws0">11<span class="ls0"> </span></div></div><div class="c x6 y42d w3a h63"><div class="t m0 x10 h16 y259 ff2 fs1 fc0 sc0 ls0 ws0">Szanse </div><div class="t m0 x10 h16 y246 ff1 fs1 fc0 sc0 ls9 ws0">odpornościowe<span class="ff2 ls0"> </span></div></div><div class="c x47 y42d w3b h63"><div class="t m0 x10 h16 y305 ff1 fs1 fc0 sc0 ls0 ws0">Działania zwię<span class="_ _0"></span>kszające zdolno<span class="_ _0"></span>ść adaptacyjną<span class="_ _0"></span> do </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">zmian klimatu, <span class="_ _0"></span>takie jak ro<span class="_ _0"></span>zwój nowych<span class="_ _0"></span> rozwiązań, </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">wzmocnienie łań<span class="_ _0"></span>cucha wartoś<span class="_ _0"></span>ci oraz integra<span class="_ _0"></span>cja </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">kwestii <span class="ff1">klimaty<span class="_ _0"></span>cznych z zarząd<span class="_ _0"></span>zaniem </span></div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">strategicznym,<span class="_ _0"></span> przyczyniają się<span class="_ _0"></span> do budowan<span class="_ _0"></span>ia </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">długoterminowe<span class="_ _0"></span>j stabilności i pr<span class="_ _0"></span>zewagi </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">konkurencyjnej<span class="_ _0"></span>. </div></div><div class="c x48 y42d w3c h63"><div class="t m0 x10 h16 y24d ff1 fs1 fc0 sc0 ls0 ws0">Zwiększona stab<span class="_ _0"></span>ilność sytua<span class="_ _0"></span>cji </div><div class="t m0 x10 h16 y259 ff1 fs1 fc0 sc0 ls0 ws0">finansowej; zwięk<span class="_ _0"></span>szenie </div><div class="t m0 x10 h16 y246 ff1 fs1 fc0 sc0 ls0 ws0">konkurencyjno<span class="_ _0"></span>ści; lepszy do<span class="_ _0"></span>stęp do </div><div class="t m0 x10 h16 y27e ff1 fs1 fc0 sc0 ls0 ws0">kapitału.<span class="ff2"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y42e ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y42f ff1 fs3 fc0 sc0 ls0 ws0">W 2024 roku w GK MIR<span class="_ _1"></span>BUD nie wystąpiły bieżące s<span class="_ _1"></span>kutki finansowe ryzy<span class="_ _1"></span>k i szans związanych ze </div><div class="t m0 x4 h6 y430 ff1 fs3 fc0 sc0 ls0 ws0">zmianą klimatu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y431 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y432 ff6 fsb fc0 sc0 ls8 ws0">IRO<span class="ls0">-<span class="ls6">1 </span>– Opis proce<span class="_ _1"></span>sów identyfikacji i oceny zw<span class="_ _1"></span>iązanych z klimatem </span></div><div class="t m0 x4 h12 y433 ff6 fsb fc0 sc0 ls8 ws0">istotnych wpływów,<span class="_ _1"></span> ryzyk i szans<span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y434 ff1 fs3 fc0 sc0 ls0 ws0">Kryteria <span class="_ _1d"> </span>stosowane <span class="_ _1d"> </span>podczas<span class="_ _1"></span>  proc<span class="_ _1"></span>esu  i<span class="_ _1"></span>dentyfikacji <span class="_ _1d"> </span>istotnych <span class="_ _1d"> </span>wpływów, <span class="_ _1d"> </span>ryzyk <span class="_ _1d"> </span>i <span class="_ _1d"> </span>szans<span class="_ _1"></span>  w <span class="_ _1d"> </span>obszarz<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y435 ff1 fs3 fc0 sc0 ls0 ws0">prowadzenia <span class="_ _10"></span>zm<span class="_ _1"></span>ian <span class="_ _5"></span>k<span class="_ _1"></span>limatu <span class="_ _10"></span>są <span class="_ _10"></span>zgodne <span class="_ _10"></span>z <span class="_ _10"></span>kry<span class="_ _1"></span>teriami <span class="_ _10"></span>używanymi <span class="_ _10"></span>w <span class="_ _10"></span>proc<span class="_ _1"></span>esie <span class="_ _10"></span>identyfikacj<span class="_ _1"></span>i <span class="_ _5"></span>i <span class="_ _10"></span>oceny <span class="_ _10"></span>w<span class="_ _1"></span>pływów, </div><div class="t m0 x4 h6 y436 ff1 fs3 fc0 sc0 ls0 ws0">ryzyk i szans związanych z<span class="_ _1"></span> innymi zagadnieniami zrównoważo<span class="_ _1"></span>nego<span class="_ _1"></span><span class="ff2"> </span>rozwoju. Zostały one szcz<span class="_ _1"></span>egółowo </div><div class="t m0 x4 h6 y161 ff2 fs3 fc0 sc0 ls0 ws0">opisane w ramach uj<span class="_ _1"></span>awnienia ESRS 2 IRO<span class="_ _1"></span>-<span class="ls7">1.</span> </div><div class="t m0 x4 h6 y437 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf1f" class="pf w5 hc" ><div class="pc pc1f w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKYAAAaUCAIAAABFUYM+AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlV1Un/N9aa+9z7r3PVFOqKlNV5gQSSAygQJRRAREVJxRBVKQxtuALNoPavGC3Amq/raI2rb7dItJiozgwKipRbGQIQwwkhFSSSlKZah6e4d57ztlrrf7jPlUpqhKeJxOQyvp+6lOf+0znnHvuueee39l7r03ujhBCCCGEEEIIJyKOXRBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghROQLIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIe/FLsghBBCCCGEhwU//ICO/uLub8EBcjjgBJt8CQhAR/2lA2QAHV4CQQkEZ3U4wCiMFC1DJ5B4LUMIIYQQQng4uYe8d9xvHE5zSA5SYPLP4YDhSC6EM1pCARgON7itsOTwMBStfCGEEEIIITys8t5XpWQMEicA0KP/0kAggIGWvDIB0AItIJMsSIAwiCMhROQLIYQQQgghfJ3y3r23wvndv+MwX/6aoQSlyUOkSSdPMpDDWUAMENTImQkgdwAgip19Ah027tF2G0IIIYQQwsOB32sWvHuwngIEZ1PAAD78D4AvRz0kLyA+PNrPlL0AGcwqIHSMHLv6BBKtfCGEEEIIITyc0bFfGkHBeiTvTcIfgXg56MFlOSYqAOKkiZ18eVEWu/QEO0CilS+EEEIIIYSHBz/+G05E7u7uYCKQO2gS/AzOKDCACDQp3SkADC2jcljB8rg9NcDApCx+VKtgODFEK18IIYQQQggPTwTCct5jZgDuzoUc0Iwxm4MykOAJDnUsx0HunNGBM0aEUmyWmQrArjCAxVdRJSY8jA6TaOULIYQQQgjh4cG/Iu8BMDNmNjMicnMAVowTqUCtpMVx2rGruemu+dt2jcZjDPKaM06dXr+WLjgHU71FdmNmoOdIDoLZpMqLEzgyX0S+EEIIIYQQwtc9/bkTkZsRMQDruoWq9EtXLQBf2r7/j/7yrn/+lO7cz0UpSQujnOp+b/qnf+j0V/y4ztZd1VN1ESIgO1gNBGdMlhYi8oUQQgghhBC+Hknv7i/d1YQY7pNum7bjpn0fvGLXe6+gbbet3Ts/0K4jG4mDkNX7RjVk22yPn3rpBW/9xXzBGY2BcsUAO8hBgFNM0hCRL4QQQgghhPD1znvL3zRjh5uRpC9d9W9TL3j9aP/+etxWpatMScoYXZfM4EwkICu6qZ3aNlNPXf6Cc974Kp8edEYVxAgdgYBKJ2VeQkS+EEIIIYQQwoNniG6gQCcQlMwN0HOITi7bAQfMkcuYUKkxUhFhAxeMpOt3DT5x9e5Xvam77rYVV9RKWd/07rr0jPM//MdYM2iq2in1WkDQChRdf1Uz83WTWR4MAIjBhEkNGQAwoJAB8OV54CEgAZMzHCAHOWBRTvJrIHZxCCGEEEII3yCX5mwMrgAnMdQMJbCADACKYJxsAOl1rkydMLeqiVwsf+rau373nXs/8znauXvtalbEPKR28fZdduXV/LTHe91jAAwQ0uqrdWoiINHyTIAGN7gCRBCAHbUx3GECUjCc2Y+UhnFyOKIyaES+EEIIIYQQHjkY0hGEkBxkloAGhwfYgRoiBXegOkEKBCiVYHRIPnPttT/35nVX37wZHVX9Fs2KK7Ku61I9tVDmP/3FNd/+pA42bWIMZrBNpvdbxeY6geEEENjBRvDJ/H7m7A2p0kBAFRM7AJAz0eE2QEIBHKjjVf9aHFchhBBCCCGEbwC23NIGECBwWIaTTyZcN4bWZuo2nGSrxhIsXXvTla/4f/s33kIY9SmjHa9mRQQfWTPtzIsNzACQwwg62QhbVdubCwqjIbQ43HfTGAYYCMawArTAmNAyG/PyM5zEvyPzwoeHXrTyhRBCCCGE8A1zdW4ghwtGcAFqcyjADKeekyuY2QBLJnv2th/+4o63vG3z9bfV1rQJi8nQ8L0UefnKtTD1ubaikjOIGQSgECoABpdVFexUUgclkIMMMAEYhERuolRBsgEEJxCcbLlVsAg6QuWQAiijF695RL4QQgghhBAeGapJIxhNmvuIQCCAGJiEKrTiQKm7DnsOfv5Vv5yv+Nzp8+MRtZ1wojTqWqnqpKuozmgqbTecnp167KOQOAEgx2QSdsCIV9P+JmgJDBd4AkEJHcEAJ3YwwyuZpE/PblDAGSAjdEAiiPOkgTFE5AshhBBCCOGRQZd7SwpQG4PQwD1BDOJozFNS0ra54cadv/Bbm/7h06TtEjt7ZU7m1INQMWcyMxEpWpjY3en4Rjv3adS7N83iaY8HczYypgSHOZgK3WuXy0m1/+UFGgECBdwgTOSZ4XAUNXO0LYadsdFUv61hlRCEXNhpALiZZvYUaSQiXwghhBBCCI8cYs5YnurAAEaBG1HHyIQqke1fOvSHf3rru9+/7rqbpqyMbYxqZuiJPImbkfVLaZhExMxyym3b9vv9tm2PWQ9xIiU+bws2TUOEXQrAk8nbhJRWkfeAFnU2YgZMnQpYubTUdNg5j/f987YPXlEdwpK2Jz3hgo0v+S5/wjn7eszU7zv3NQFcCA1RpJGIfCGEEEIIITxSFDYGpUnHTAKAGlyAAmQ3GZn97cdv++3/Nb1rbz2Q/aPhWqqtQ6nARmJsMCV0pTAzETVtS0RdKcd39GQXhVSnbe7giRIZDldWIad7LvB4TN4DoEzEEDMvo6REzQjbth/49FXb/uyD6ertJzc8XQZ9jMfX3PSJD3zkol95xYaf+O4udw3ERciI4RFFIvKFEEIIIYTwCKIA++FpDBgEsJp0TWWF9y/t/LMPLfzen5y2a9+hPg1V1+S5pm3Jebr1RjpliPs4sYAdziLj0vRzv9PCdGyIU6eDidZe9CjNmYDkk0qh7owyGVL4Vev6T+JfVoMb5udH13754DU3lL//eLrqBtpz4KzSmWlDvnNg00iD4aGL907v+KXfXdh+16k//F1y4Zmj7BCwWeao2RmRL4QQQgghhEeM2uHEk36V7JNyl5pLh852vuV397zz/ZtH46GMJU37mJY6RprOKP3SZdNOyMEds5aOmbumWTO3dnFxMeesqsesiCALFZ965lZQBgAGAyC0cIflwqiO3bYj7XuTvOfueWGI67bf9PvvPPRPn5o+NJoejiptC0w5dSDK0slwQX2ql7SZ7+1LO//kr8vOvVvf8rr65KoFehB0QI6XPSJfCCGEEEIID38dACDbpC0PrYCBZHB4wy5AVofJZEo7MNhgKGg7fOyzO//X+5Y+9NFNS/PjQdYmzy10RWTUU9bOFONKULxy7siNyiznO2emNj3+0vVPeuKhP3y7HjyQkGplgisVIwaoMI82rcnnnNmAOqBHSE4+mWRhUiYULZydkgIGJAUDhb2hrm+FbroTN95617v+YtfHr+rvWTi18+xoiRaqKhGxOwOp7TYUYhd3VuaUqDq474YP/92pP/b9aePjkrA7yDQm54vIF0IIIYQQwonAlkfnAQAI1ZEBe4QKbvAiSEZEEHNiWrTRDNLie6/4tzf8+syufaeXQhV1HVXoj5Jma/qddQLNGcpV7s2Xxqybo3RrbWu+59s3/adfxUf/6WDXDsaLA16TTByq4kbuEIHIRVtxyloBEiAOZTJQBsHJE6ioJVY3Vq4cnrBIyLCpQ0ujP//wdW9/58LNt5/R2uamNBXP95EK9VucpIPWdSG1mp1hHVKlqWepwJXbNa5lQedvvmXdt15qAhJAPA6MiHwhhBBCCCGcCDKc4WDuGAmgFiB4hjmkEBiHxNc6CgNuDh8kwmev3/e2d83dtre/fmrP/ME5SqxUyLoE11Spw83cau20tGnQ71ya1trnfNPZr3sZumF79bXTjc/lQe68Y2sFTnCCEmr1LY+7CD1Ok1ZHQCfzK4AAOIG8505GSAS4q3ZVonznzvYdH7r97f9746GFNSW5dYWYzcDujIw00sU96DzXdVfcE9iUTGGFqRXPhtqla7uReDJMpvKLNr6IfCGEEEIIIZwI2BzkhRQAOVzgIJrUSWFiomlDW4GAkY+rouP3fvT2N/23uZt2nuy+tP9gN6iWildkBJtuyZAbJocKF5VSg6mx+alq7U89/5vf8CNl3ca0bemuq77UG3ZIMLJWbJS9UsrKzlicqc9/2pMtUYEmEXIkAxGMzIjEqQHB0ZEW8V5ZSNtuX/j45/e+5+8Wr/pyHjYCzCgVzkqYa8tM2w2Flio1p0Gqq5FPU++OutSmTKak40SFqS6JUp47eWMRzgqolUwR+SLyhRBCCCGEcKIgB5AcMBRBC6/BCaRCZMgtvEZXxrOG9v3/tP21v7Hl9n0tuq5OM9yvhzp2tuzZVCwlsBK1DJgmp6Fj32lrL/kPL8fLvrcdiGlK192wcNOtGzgtVW2GGSkBlVK/cEfUnL4J525tBAp2IDu4A4TGYgqbMh5nEqBfOtEyfN9Hb/iPvzW3fddaw1i6bqqmoWdwVkKijogoCXnqMIVeo9iVfXjS2tl+f+GuG3vFCNQJZWWA99b8qIvOGcJ9Mnu76VcvDRoi8oUQQgghhPBwyXsEsMANYHZxZKIGcEIuMGCxwvRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3v3HmfLVRZ4/3metar23t19LrlfIIQAQUBhYBAEUREEXxkYvIAIXgniiwIDMygIghgRUcGRQXBARmYUQXmBURS5iNwkIDDACIS7XBIgCSe3c+3uvavWep73j9qdc9LnJN2n0wmQ/L6ffPJJTtK7a++u3rt+tarWmo+YuKUkoSbiZvmIMyixdvhh7q5qZppUTVXdVZIMz8OslJrzuNbhqotwn6WUXHqV3sRD1DyrisjqhucB9ViflVsbtyD5bgYncTREXcTda61hes1ZExvOCPsmPsm2dBpu3b/X63mv32y7bOW4aEs7/OENGzZSj3Gl01aOx9YfA21mhEGP/X31eD4y9Vh1Gkd+7ZbukNGNhgt8K1OS+oYv7CZqbRMXLceGBzR+XT/Uw2+sHhvvGNdxFHt9x0Tr3q9j45/G9TzIcRx+beJPjjhfENf5IOv/kx7vj+fw2rbX/Y02cxi77ss3HI7b1O/vUV9y01zzt+XP7iOfY2xiezd18k03/qYbDqZt/hzE5i8nHr7keC+NXvdbOWz8cb8f3kRHV7rhEKvHhr9hcVPtthu9hd5Uo3w4Wi19yikiIswj5ZTMpFYR1aQioe1oNF3pR+Nm2KFSakMi5gcPaeg9dzd3lZSyDgPMObUuUr3W8EZVJLo6bdJIqrlXMzONkcU5tznlmb/+xB9+0A98+lP/dsc73v7e33O3ftZL9JqTlF5TikgxHzEUFUnWSMh0dXk8GbnXnEd9DU0mIl0fSTS0HvlWHyKWotYS0rt4XyWrDzcTRoiZqqXSh5mkJJbS2lwqIq7iKqqlSk4yRJ2EhdT5mgwuNURN1N0lapWUJVSqmklYhMRQuZpMvYaphoukPCzc3ve9WqouISohtXpI2BFTfuqQuG6hm32Hv2X+RpB8x/hk9rX3SDMLjfmFncNBV2xuMOdG2Jf02sdful2XBW735g4XDxzrxpUb8mibTT69jquwVA8/19jw012ve5Rv7Wyxbs8TPGoIxY7/UTZzCdzGJyF0K3u1bvpB1n6MmxnwWf8tNxcM6y5j25YBui2MMFzXl2zyQO26LsaLze4LelzH7hte2LmFJ7K1+12P2pJjnFQ5ujuu6+kf+dt6A5mIhG/PW+MGr1use5rHeqU33Kv9iJddj3cfvp4LO9f912/riUyP9S70rXJv9vX/gmzm0gPceCyZR5lNvevFrCnLvZq6h6qrmUpdXGqbkXh4X+3yqw587ZLL+tInSyfs3n3ySbtP2r3YmKgUTSER7slDp53sueLqg4eW9+8/oBonnnjiGWeevrTQlmpZkzU5ykxyqqVoyo3F93z3d973Xt/VFc9ZsiSzqLVLyWadrE5LH/NBR1UzDa/9CbsX+jJLqdl7YPWLX77k0suu6marp56y+373vXvn5dpvkuFeh4PfmH9kNyudfO1rX//6Vy9dPrg6Ho/POO3kM04/48Tdk6bRWFspPSSr6IFDU7F2NqtNoxZDjw1rC+qOcXL3bBam4XJoZRqaXUO1aoRFWNROpbFQ96XFkYjr/AJR9ZDemz17rtxz+VXh3uR8ykm7Tz5lyVXVsktzxBwOvoVfqFvUmRGS7xhH+0mkiJi7RFEx1SpHXOu/qTvotuXzIzZ4WN2+p3wDd/r1H/+xrR+HR6w2s+EMOhFHT+ByeJOGUlM97gO4a06wrm1J2PEfTB79YV2PfqXi+F+3YwyfHj29hG/HHhubOPzUDb56EzGz/rBmS6uEbaHWboIpeW7AvXwbz9ux7tj9WFeubngdXaz7OR69VZsYL/a4zmJZ29Y4xtav35CNf8XqMfac46zk2OgntS3ng48+Uj96WGzt5JRu7+63lXMf1/Vbff3ziGzHRKBb+q3ccAaeOPz+fx2b6msTxN+QTd1EBscNfGW2cbZV0nFrr5pLevs73/uq//U6lVZkJGZdNxu16tGdfNLuP/3TF+Uk+/avvvwVr33Tm995+ZWHVme9qSwt5DNOO/EJv/TTj3rkQ3IaphSSMLv44r1//Cevev8FH73q6n2rs5JSWlhYuPOd7/TQh/27n3n0o0ZZWhXJevXV+993wb/+h4c9KGWtIbVIylZcktk/vuO933ufu+/avfvVr3nj2/7xg7PSS/aIkNpklYVFfeHvP/fU00645LLLn/LU37zwUxd1nbrX773vXe97v7unZizqR9zWoSKac6pewsZisucbq8/5nRd+6EMf3nv1/ja1XdcvLkx271p68hN/8TGPecioserVVEPl4Gp3/vP+8CtfvXy62uXcmLrIcPrJQtJvPOPx97n3XUPCo161d/mXfvkZ7iPXCOvNwyJZ2Krq0jju8h23fc4znzJqVcK73qzRL375ypf+9z//4Ac/vOeKK7uu27GwtGPH+Hu/798/4QmPu9N3nFVloUrjqqG9pNjMm8ERB3K3uF8Hku/oPaKGirnuWFpostV1O5C6bDy11zftRvZNXQK3/qNu/ZHHFh7kJruGxzY63R6isfFpG78xXvxv1mPeZG9VN9levfF+fnNb22LjV8A3up3s6JskxdIx/q+b4hB8Ww6Ot/IgW9hpt7Alm7njf8OrHDdzu+mGT2drr8CGX2XfvKOfLb3JbLzn3DTn8m+xx5G3oMNDEZF05VV7P/axz5qNq7S1uiVR7d37s886M1RWO3nmb/zBO/7pgmlpLS/0NTXZDix3Kxddfv5v/9fPf/5LT3/GLy9OGhV9x7s+/BvPfsGll+0TW5BoXBt33X+ofOgjn/rYx9+7Z8/qs55x3kpXJ61Wt5e//LV/86YP/NCDvu/e97lrzlarffHLX33/+z7wlr9747988J9c5BuXH/jghy50E0+diEiMGpGFRe1lXEJ+74Uv+/BHPx2xI6SxCNVJdamRDt+OESYq1aNpW6/edyYhz//d//a2d3ywlJpsx3LvbZ6sTOvydP/5z3/RxV+/+KlPedzOxVZMRLyGfPIzX7jw0xeNR0vT6cxE1ELFItRSu7wy9fnVrbmEfvSjn64ycrVQt4jkJmK9pSSHxm0borX2llvPetFX9/2/T3rGl7/yjb7zIqa2uDJLXSlv+rv3vO/9H3vUTz7mhBNu1ZUYTXItM9W64SqCt/BRcpLvWL/ULsl019LCzsWJma3tQ9ecud7MwpTbcUHRUXf3qOhN9aZ2ww9at+Fx4xjDShtfoBgbj4X6djzDG+fF39T9jev3lG34qW5qLlTfxIvCIc4357dSb6zvG8e/q8R2bF18q/xO3pAZfjd4Nrr+rWsL26Ky/T+O+BbaJTdxgGbHW/XfSr2Kb6/3YXORGrnIyGTBpfWsNYp4apsFlx3/+vFLX/LiP3/fBR+psdiHpsiStI8Qz6LN/uXZ617/nnZ80pOe+JjXv/Ef//glr9h7oHfbFZFjuBBdh7vjois7/uLVf3ebW9/2kT95/5nXyJPV6eTd7/7Uu9/7sd0npYWFdtrF3r2r/WoZj/K0t1zFmh0lFkN8PllRjKYlxjpyaf6/v/nnt7zjg71PVCcSTWip0oZIRBNa136XVUST5eXl6dLiuOvyi170d2972794LKrqrKsp5a5Kk63rVsP6P/vz1y9PV3/rN/9LSpItrGk1TWosHJpasp0lisZwgahZjOTwdRsWYS6ty9ijcQkPcVENLdGquqZx8WhHeXlW/uwv3vC61//Dl750ZdfnUbNoNiu9axrPVstofMI39iy/7E9efZuz72jN2CXCvMosyYS9lOQ7rgP7+fu2yTX3wdZr/87Xm2xT1n1uxQ19jGN/HG44qfp23KS2peg96mx6+KZW0drgY3grK2gcdei7HffQxyaa71gXUG1wSHSMuVE3rty0lZ/QukHX2Hg+OtcNDulYnf6YP9NvnWNJ27gXdMNu3HiZwbip3mVkS+8GG23IZpYAWX9T8aYu6o7teA2+mdOQHP+rTYzhW4iJqJpKG5Kr5AiptbbtpJSyshpP/JXnXXTxFc1oadbPmnHq+lXVSClXkZCkacf+ZXnV//z7b1y++pZ/eNtqF2qLw/rjriHiotXERWrEeGWanvf8PzzzVrvuf/+7unvxtsaChF65/1DsnfW95DxJebHUg6k1S1JCQpoIn9+ALG1uU/V06Z7py1/xmtksWZpUb+xa8+vZ/G6Yw+t5SpPblZXZa//69ZdcfPHCuK21iuamGaXUzPr+4Gq3tLDY9YdSzq9+zd+ddfYdH/fYhyZ1tVSq5GaxK1pCLUwsRCxUQ5ojPsI8REIsIru2ESLirqIiLhaSRExTU0M++JGP/N4f/klfRmI7J5NxmXUhtri0Y+Vg144WprND48liSvmLX7pILaXUqGmNmthBSb7jPYtzzfolRx+rhMpmxoi+WR8wW7lSaBMHNFuawnMb7vQ41roOacPno7JRQ/hmV7W+9kur138Uu6XXe+M5YDa8lGszpwI2MTS9mRGGjZ7OJibM0I0e9hZ4aLa1Sxa/GeedNnsa6ahK/FZZE+yGrCx/xNOx431Njr5zTzZxgeiGW3sjXdh5Mwuk67pt8lth78K32Xv1cHHisDL5fKHmSNlK6Uc5X7Hnyslo0kxyrWU8avp+OmqSe/XSJ1WzqKWY5pXZ7G/+9h/6UnPTzro+pSTzeQp8mN1TRUW0Fp0VedEL//j+3/8/Q6qlCC1VuqiuMk4pDSsWNI32tbjklHxY8zzEJdRcZ2VlYWHnb5//gq9/7QqvTUoppIq4RZ+iTy7JY23hkPnpWncXjZRkz+WXLywudtPVnKtLb9pOZ8spte3Ipv2sSW1f+ojxy1/+l7WMn/KEH/AuWhv1syLSpGQhRaSqWIiq9snVYnj5wobCFdfwYdB0uOQzq5gW9yoeEfpnf/aGrptYWirFik5NZrXabGUlWRKZNakPn63OcIh21wAAIABJREFUyni0sxQND5WUbMwuSvId97FGiITP53hc9+GuIrGJ8ZBtm0vzemPgRnsBtuOjTrZjnGI7lvI71moK35y6PnaffmscCm/5+B830bmb+Lb54WzTLrqZ+Vvsxti2o97NQo97pdJjft/jnoZkUwP4x1goZd2XHP2w6Xjfz79Zu8F2nfu4ad42CbxbQPK5STKpJiXEq/Qp5+l0ddI209XlnZNd3cpMl9xLv7JaFidLZdo3TSMqvZdaZy7VbSiyPF4YHTp0cDJZ8HAvMV8VT5JKUhFPJTqrIl/9ymX79u7PeUmtl7Ra6rJKTbKjuqesSdRSbZtqorWuqlQVj6giZhE7dixcffVV+/fvm4zGJuHVVUK1M+mSzEwkSRVRCZsf74bkNk2n0/FkdHD/vsWFhcnCeMdO2X9g+cCBKxeWdvW1kyrjdjydduLepNG+q6cveuHLfu6R36np5PAYNW1fVMNFi0lRDVVVDRsuWVVXEZMwqSHVpRdx0aJSVSSiN+1GjanoZz9z2Qc/cOFkdMpK58l8trp/16KUOomofT/Nye5577t0/fKXvvSVgweWTZf6addORu4qUthLSb7j4C5mojbsoFs+WtmOD6otTN747X2Qt/HDbuFl3UI2xmb+MLb2jLb/1MC3e6txanxTYzVxnPsWtvPdLG6MH7HeJIOfqt9e55WIKHwLvzmEyDB0FSLhGla72cK4jaij3PSzWUrNrC5/113vsrS4+5P/90JtGi8hGk1KffTJQsyT2mw2la6MJ82pp560b9+BlboqYTrMeCKiYZo6S2lk4/37LvUaYsW99+ibRl3V+7CUvEx7kWzFvahYY8MdHK7iEqYi+w/sW1pcrH1dWVlpm7HXokmuWT7Bhjs+rn1R02w2HY3b6Wy6a9euM04/9WX/7QV3u+tJr/wff/+iP3pJaC2ljic7pquzpmlqrzm3q8sri4uLn/vsZ+957wdYSFbrpQ7jn6IuGuoqUi3WTuKpq4SGm7jqMMRXVHy4PkujmonX+v4LPth30WkRySLRZvM69dqOx2PTeMyjf+LXn3neeEHe9rYPP+uZL5itpDwZzbpZ0+RK8pF8xyXZBofJm/kI2p55Vviw246XZCvjgjfVT4efMEd1m30F9Bb4u643my3Z3D5u27G1JgButObzkKop8kLnFiYmVjtVGalGzbMTTll8+i8+5kd//JGR5K3/9L5nP+d/zEpy8xKNSiNxSDx7XWpiZTGX85/zuAfc/15XXLH/+b//yn+98CsHV1K1ZKlKrGod1zzrXUajXbNVX2qjZImkUnPji8XcpdMcbjOPUdsvjkRCfJoiaWrKiSLWpVUbNct9jPJEa9W0orVbbJZSUjP3NJ2pTHVBI6muhDYSIxFPSfqpjiz9wH3O+a3f/E/nnrM7i/zSz//Q1Vd98S/+8h01ndh3s5SruGbL1Vfzgsxi9WMX7rvLvbqwmM36ZuR9TN0blZGESjTqfc0eaVidt6nSu+Ya2SWLmESSMA1Ri1mXZ7U9UPxNb72gxFjTgSQmkaXNXezwdMLB/orv+54zz3/WY3aMw6X78f9wz//zLw/8y7/6J9FsjVfXI+41D9EImd/aeMQ9J3HEdDWHT8od8XfZ4tQGJB8AAABw82NmfV+anCPckt3nPvf5mZ99TDNakCQPetAPPe93Xt337uJHru/lXpuU7nnPu/3sz/6ERj3zzLMe/eif+sSn/yCl5KKllPEo1247+rSWpDmFS4ooKw/7kQc/8AEPPu20E7r+YDPynES8X/cltdQmjzXKAx/4wDvc4Rx1lyKT8fi8837hHe/8xBe/fDCsDjc/HflVn/vs51UermoiGkf8x2NdnOJHhdZ88TMVMwtV3bPniksuuVRFI4Z5vnQ4k+VRR21+yEN+ZMfiWFxSTh525zvfWe1d1UNV1IZ57m2tJFXFbK0Ch5Xjr+MU3i3llCrJBwAAABwf92HBcTGzWuuuXbuG7nD38Lpz1+L+A1df60A7LCX16H7wAd/vHm22UK+1uM8XVzCzvu9tOwaasqjUKnW1Td1jz3vM03/tl5fGpiJiUqrnkNFRS9zmJvddP2mt1lprJBVJIlZPOeWEnTt35LzSX6sS5/O+XPaNPTWkeIjasObC4etF45g5FaK+NuA23EMV7pE01xp79ly+f/9+0QWZ95uKiIRmjdJP73C7syNEJWopkvN0tqqqKadSex3WWA8dAlIka1xrYS+dX2Ov15l7cTMPQC4CAQAAAI6Pquac3X3454io3ptJShLqqtK2ed2YWCldSN80SVRFqqqIxng8cq9N0xxzdt8tblvxJNFmyVZ/9qcf3iaPGiYSpW9zRBUvs3VfUkvNOUeEu4uoR3ipIj5q7eyzb9N1nSU9vELvWtftP7Dcd1XU1NJaug5PS1Rcj/F04tr/EKKhambm7vv27vdh7tJ5oQwBqaaiKrc683RLIuEpJxPTpKnJfSlmqVQPiWti08KOyrdyfWs7x5HPieQDAAAAIBIR627GbtscwzQqGl03m83WZ1U7as10OltJSVanK+Fea991Xc651iqbWL5lk1JqwmM2W11cGJ1169MWJjk3qklSDpVISeyoVVZzzsNmNE2Tk5iZNWlYQnTX7p1NY8fcNlWrIsmyiA2tqNceW9tkPKsmszydTVXXFlg+osBq7duUJuNJ6aomFZGQcPfhReu9Ws6ydtHpsAF65Lc/PK54XVtw899dST4AAADg+Lj7cG1nRISHiNRaYli1TyLnfEQjzWOjlD6ktm1yr+PxSE2bponwCO/7PqU0jBnecL2LWtZkt7/D7ceT3PUrIsWjV9OQYTRufeXUWvu+zzmXUtwlwiV8yK9aq6h2XSey/i696jUihr+bZRUbMjgk1OPI1yrkyDHMIydNiVrn8Tabza5riuNaa84pN0lCw11EUkqllJTS2lhrFV37axjTC4nahxcRDwkXr7WGhKh7lJAaUWM+i+l2Tb1I8gEAAAA3m2PoI0a91ob7hnG/iBjGAGVd8sn8xr9yzTwo7m5JRSQlWzdsqLr1Oa1Dk6uJpHY8do3cZFExSyISYmES2hydVWtXdYoN10Xq/G66nHPp+6Zphoc+8quapkkpefWIEPEhCFVVQlyHh03zF0aSSKQ0fF+99reWlFJElFLkWEudNU1TSjG10lcRUbNSi6nVWoevatt2Po6n8/Zz94iiWWv1rise5pFqmIf21dWseo2hEiVE/CZcOYvkAwAAAL59j6tDjpgZUq/jePu6Vn/ZtuoIsVANtbVJUIapLzVEXWy+9vv65pOIGEYaPURFooqqRUjflZRar3707W6LC+MkkbINg50REToM54WqhaqqeRVV60tRTX3fH/Egek3b9v3MvaSUVId5VmJtODFEoi9VUjq0spJyEpVwzynXWsajUa01q3npj3iRXcTVQlS9iqXG8rgr6d++/PVPfOozl11+VVguVUNSiMXhRRzi2nOK3twwYycAAACwHcl3OPaOGXU6Xwh9fQdeM5eJb0v3hfrhxw+Refut28Jrf0mEqrrXYfQyJEykuJQqX/jCFyMkjlxIVn14hNvc5tbtqInSm7glrSrh8ws6QzVEw9VdUqNJc6392gYMG1OHBzHTUGmaZjIZ1VqSaZ1P5umiIhLh1ozGX7/ksjvd9lYSqpY83GtIiHholtoXy+nwpC8irlI8TFJf9N3v/dBf/tVfX3Hl1SYaUh7+8Ic++lGP2LVr5KLp+u/xI/kAAAAArI+6w1m1YRneeHyeTCLDlCpHlugxE0dVRTUi+r43FRUTkaR5Ou0PHTrk1fM4Vy/X/hZ2wq5d4lVVzKzGMNvL8BRVRV2i67qcRcRKqXv2XBoRoutG+aTWmpOZSdu2tdaUrnn8+T+FpVL8iquudp9XXdImp6aU0jSNe2mapkYZVuSbP35oTjlCPvqxTz33/N971GN++qce9WMnnTT6xMcv+sP/+vsf+MAH/vvL/mjHjnFcE+cs0gAAAABgA7FuiO/otFs3+ndjFYZJDGskqPj8WP/waFZoyDG6b+0PLrzwwquu3i8RolJKefOb37JnzxWWcq1x9Ojlne9yh5CqJu61lF7XJgJV1RBx9ze84X9/8pNfmM36yy/f88pX/nk++l6+MFVx91LKmWeeuWPHDg9fWw1ifpddLR4hb33L22ddDY/w6Ev//ve/31RzSqoa7hJp/rzXNnLW10OHur/+6//94he//JJLrvrPTzv/SU9+wRv/5h+e+9zfuf8PPvi1f/WG4QLSuGXsmyQfAAAAsEHOzcfvqjfRSlnwmFTNYUWst7CmTDRaFdf5XXS9Sm81qxSxZdEq2qmVqNJoyhFaZincvCTRYYUDC82hnnorO5oySVGrda7elpz7JfFJsV5ErDa5jEbdUuPu1hURK+NJN2pK9rRc87LVna5t1Sq59/kEmEmkiPYibmGmYnKwiUOTlCx6TVPXotbU2kfIO9/1f9/+jgunbrMsX7j48he/5DUHDnQiVSOrt5akxiGLmNg4Fbvf/c6yGiJTsYNiFr7g0rrkcJXoLfKb/vnjj3r8cx//X17xkz//R29+++dnpQkprR5qdCV5bzU0QlIfsq/VuP3ptz1pKeU8dR9r2l29rVObhI3i0MTG73znJ172v/52b9U9y81LX/HW911wYe1rRPVarCmmU5Er8ugqcTHfLVFGTXrL319wxzvd7vTbzj7z+Y+effat/9OTnvzxj33uPRe8/nGP+/EvfPbyAweXVafDnJ2h3c17/+XCTgAAAOD6i28YEAqRIupqNVSGmUKG6yddPdRFrpmp00TMdbh5z0JNxULs8JiSmoiEXjP6oiLqKq6uOn/YYQjKNebfRV3CQ8XFLNzVQyVEXF3EQyOGwbHhRr6w9UM7MUzCKSLiYhGpLxGawlXFSikLCwt9t7o6nT37N88fT56/+8Tmla98zSWXXZ7ykntNTe56b03McqjPupV73OMeZ5x2dl9S24xELFnjoaLDGN38Cs+uq/sOHPzHt7/De5WQhclkNptWH647tTCV0FpjlLNZXtoxvud33+Orb/3nkLbrpm1uRu3ibOWgNXl1Om3H+UUvfPE/vv2dK8vdxRdd2nXWjCZ9P2vaputWU2oihio3CVNNLvJP73rXwx/xkJSalJrFpcVzztl5yikn79yxO0R27tx58ODBE3btGm4bvLmv0UDyAQAAANeffBJVxDWquUs/zHspWl3c1EMjxF0i1F3EVVyH6DGfp0SKSMN9dK7mahpJxKpYFYu1L1GxkBpaXN3VQ4arM0u14lFVq0gNFRd3F7daNaqIm1erYeHDmuPaS5iuzdcyXMU5v4Xumos6I7m2IRoRtcZ4Mp7NZl03K6UbNW1X+qf92vPUdNb17fiEQ8vTyXiheKQ8cq8RNaV6x7vc5rm//VTxlJOcevKtkl3ad25NUgkNF6nDrJtZF7qp52xhNadcxa1pSrEIUR0mzNSwpkqZdl1q5PGPP+9d7//wgRWNiL70uW3DUhelXRh1fdekEz75ya9JZImJWCo1cjPqyjTlJrwJKS5ZVF2lih081PclFheXam2q53e9672fu/BzTZ78x4c+zKuIxMqhQyG7hys7Q1iXDwAAALhFS8OibxESa7NRzoeqxELNTULDNUKGsT4PHcYGLSS7NC451MJchhjS7MPCdzrcA7i2BrkOXxuhFpJdk+uwvILO/+ehDy1CNKQJEZfk8y8ZriqNFKpx+L67UBHV+V/zu/bMrREbRbSmTek9abivNo1a04aODq3k1ZUdKZ1cajNaWFrtZx5uojk1GrI4SS/9k9+9291Oy0lKJ/f67nt4nY0a9drr4YlQVERLn5NN+r60I9XUPfqnf6oZNWqN6ii0ibCq4WLFPZJaknv8+7N+6AH36/sD40aaRqfTaVh2y6u9h4y7Mg5ZEhtLajXpaJz7WtpmUnobXmGX7KpuLmILS80Zt7711fv2HzpURu3S93/fD5x++qkrywcWF3fmJBFl1+5dKjaf7SVYlw8AAAC4BYv5cgEmIeamQ+eFWqh6Mk/mWdbqTSQsqkpRKRZVpbeoJq5RNHrR4iohaW14qZh0Kr1JEXFzGy4AVTeNZHWkYTL/Kw89pSESGpEkTEQ00tBXGqZhKqLhKlWjqpT55q9fdM5C+75bTRrZonaHfvGxj3jOs550ysmj2i/XUttmQTR3fXUPcc9J2uwp9bU/eMLO9PRffcKd73CqSV9rNx7LD//wvc+9w2khyykVDdcwjSTRiLdtaqKWJtXwg4877xF3u+vtxKfiVSVUXawz61VqTtokkYh+5k998i98x+1Oj7I/6vJopKLVtNVoVHNEqPYeB8L2nfeLP2ZpOm6tWy2jtEvFVapJUSki01DvOnnyE3/+fe+5YDJakKhLC+Nf+9VfOXTo6te99vUf/T8XqpQTTzxBZViTQo5obpIPAAAAuOWZ3yUWkcRNuxyl8b7xmj1y1CQ1SdFIJpZETNykZJmlmJkuJ11JsmK6knQl68ykVxEZhuG0JOmTTBtZSTJLOktS5n+FaJiFpahJuhwlh+coOcrw7ZLUYazRQpKUFCWFp/AUfdKpycy0F+1VRdRjfnPgNVzlUEqrSVe0Hti95A9+4L/7lSc87Pd+9+mLC3Vh7CadpWXV1dIvS52Nkkd/IPq9p52c/+D3n/nYn/tRqT5OjaVp8UO3PeekV7zyhff67nOTribpVaqFJDcLyzIbpdLa6nk/92P/+ck/rXW/+SGL5aSdxrLGcpKVFLMknfcrJjEZ27nnnP6617z8P/4/3z9JszLbm6xL4Y2JetfmorJ/1O5/6EPu+UuPf7iXK6LsW2hTv7qSZJpkajJLspxsxaJMWrnVrXacdeuTX/2qV/3Ws3/9UY98+Fm3mrzspS+64vIrfu1pz/iJR/zIKOdh4NTDVc1vziuxcy8fAAAAcL2G9eQai907G9EmIqXU9H2fUjaVWvs296aNipTSqdeFkZ2wa6F6Fiuuw2oAOalJjNosUSUn8xCTsnOpVS2qSURSsiqhxZLkZCKlS1p27Wx2LGjOI9HqXlxFNVlYTq13JWtOVk4/bXFlOs3tJFyiphDNlmotiwttKTLKsTb9jIuaF2mS7N6RvUgObfLYZPqdd7qt1PojD77vX73mFW98w9vf/Ob37jt0VZPyuLHSddLXHQv5jNNP/tWnPfFHH/a9EmJi4RLiTco1/Nzbn/qnf/qS33jW7/7zBR85sP/gqF0axhWTdGeccepjz3vcz/zcj7atJpstjGPSjkJTSBtmokVlLKU0uZpW8ariZ99q9x//0fnnP/+lf/umtx5cnmY1dw/xrHKHc2/9lKec94MPuF+ts5NOaLupasjCqM2tF229SpJ0wq42SVWXcHncL/zU057x7F992pPOe+xjL/7K6e9597s+/el/fepTn3q377qjrk2mMwz0ra0HeDM9Z3Gzv3QVAAAAuEHJJy4Se/ce3Lt3WTSVKinlWj2Z1FJTkp07d5+0Y6zJLXt1+/KXvpFS42KhLuqhImEWXsvszDNOnUzanM1dlg91l37j8pxHJcJUIsQa8V5SaC2zc253uph//dK9pSZR81oj3LLVWrOZRb3NWafmJl1xxcF9B6cukZK4hw2DkVoj+oVxe8YZJ6n0OkwdoxaeTO3Kq/ZdeWDZ1JKYia6uHLjznc9WKx4aMp5N5aKLv/GpL3xiz2VXeR+meffu3Xf8jrPOPuuME09cbBv1KkmbcJHU1Votj7oqZnb1vtUvfelrl1xy+d69V0f4jsWlc8+5/Wmn7z7t1J3tSKuX5eXZVVcciMguSeZTjIZGDu8WF5rTT92ZU0io12QpH1otX71kz2c++29XXn11Tjmn9uyzbnXuuWedftpuNSmlfO1rl4Qkiaw2Ei9hxT1UTGL1nLPPzJKHaXVWlusXL7r4Uxd+bu/Ve88993Z3v/tdTzrhRMtiqYiYiqlUEZFIN+MpXEg+AAAA4PqTr1OpfS0qOaemVlG1UjznNMxOWWrf2kJEaC6lLzlPapGUrrm/L0RUXFSl9NWymom7qJqKdF00jYZIrRLNikUbnTRt9nrQsoZkl/F8M3zmISk1Ei5eIkrOTUS4mGgWEYmiYsWziCQVMym1z0nda7IUoarmrhFhSect6zUlFSnunYiqtX0XyZqVsjwZL5Zek0hO4i4hRbQzFdNWIs9vD0xS3S1ZreGitYomsfkiFDVLEpVuNhuNzMNNk0i+ZpJMGeY1rVKLtyOrtUtJvVRLrYiVPlzUsqh5X2qbGhUpnTStlCKqriZ97XLSGtV8LKkma/pO2rZIqFTp+uVm1LhPinvOKqLuoaJmohYhvUhWMZVexMTTzfiON5IPAAAAuP7kq9Vn2VKpNaXkVVTNNNfap6yl9qphsRjqolPVFDWbpggRc5EiEiJZXFUlQsLmR+C6tn6CR4gm0RCdiqvJSGrV5KF9qJZoJHIyjbpqKZUqTTIJV1GJiHlVqohKhIiLN6Jilny+Ap6LqKpKSESYakSE1BARDbPUlz6npGriEeHzCURzEy7DV4lUtRThw+p+ESrDnxfVLC5V1SOGq1+TqkbUkGLqLqNaS05ZIlQ1wlVtGG8UEQkNFfWqptWHpQ5VQ8xMaohZRBXVYXtVJVxUkxdVHTZWLNUSq9lE6thlpjqJULVOatZImnv3vvpEskj0jeWIKtGES2hvqUiMVC2G5IukN99RPu7lAwAAAK43+SIlWwgZhtFysvlaB6qtiOSUQ0pfJduwOnq14c4wF5Uq6vOZPFXERMU8REwlwlREPNxFw8xEzKVVNRUTNQlRSxGRtBEVCbE0EokmZRXxvmpOw8aZhg9zdapIhKQyDKLZsLyDpgiJKpZERWstKWf1YYCuF9GUxyEiLhGSTESKSO+9WRLRIlpFJNzV2nDxEDUR9dBqqZHwkM5sWAAii6uE6LAQvJlISXlYFH7486RaRauIh5ho0hBNPp/NxhqZv64SJqbhXlJK4o2KlH6WW5HwZBbaDJeqek0pT4Z1K1Iyd1FVUxNLpZPcJLFQmy+0XurMLEybrpdmVNe+1bBw/M18Sktm7AQAAACuz3BtZrjklKerZbhIrp+J2TACqCqNmRSvLuJSRaQU13mEra2Jp+K1uvswxFcjilcRUdNkVkrn4qWKiklcc5CeYxgtjGGliBShItJ3YTlJiNR5Sg4JNB+Hq71EDHPOREStEiFeJVxEJc0nKtFailkuw8WVLqFiJuEi7hLV5tOZDAs8FDUtpejw/8xLKSREoqaktXa1diIRERIqamKthPY+ExGPGAbQ1EQkDS+Fqs5XCnQXkWSphvv83yQiRCUli6hRRURy04h4RC9Z1CRchglSvZpL8uF/GhouwiNyI16GthYPUZGczFREZDSajzLe3BdgP2IH5sJOAAAAALi5YpQPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfLwEAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAACTPzz/AAAgAElEQVQAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAD8/+zd23baSBqA0fpLAjvJmln9/o85nRgMUtVcyCYyR4ExPu190SvtCElgu5e+LqkKAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+HwEAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfD4CAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPl8BAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDy+QgAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAA8I21PgIA4KOptb7FbiPCZwt8N0b5AAAAviyjfADArQ2DeLtjbm80uAcg+QAAvm98jrn5E5B8AACvyioRCCD5AACBB8Brmb4FAADgyzLKBwBc7rIxvVprRAz/vMoOJ7rsFs2tU3KfJ/C5GOUDAACQfAAAAHw2buwEAM5gdhZTegKSDwDgc1SifgO+PDd2AgAAfFlG+QCAPd56aG7Y/9aQWill+OK1jr61//FBDx3CuB/wxRjlAwAA+LKM8gEA1/Shnty7ypJ6ewckj79lA4OA5AMAuHJbXhBaJ3NuvKWQAyQfAPDdu+uynWyerzv0IN+UA10cgXIOkHwAAN+0SJUhIPkAABF1RmUN7TQM6I0javhzRAxTd76FzUEjou/78QBjOjBZ6PgM957w7ks2X5GIgOQDAL5C6V3rKE/RFekaN4ym+BIfC8BrWKQBADjo9oNUQ0TdvqSmx1utVekBn4hRPgDgCiF0xWPVWq9y5Nj849RxN2V7Vvi9VxUDSD4A4AMl37kdFRG1phSf5iNSfYDkAwA+vUNTlXycztx5oRYDkHwA8G2cTKmtQtpaJe/5KbtTM3aOZgp43jj2nUzKkXO8OG5NMWxca40Ux09+t+d2DlPLy1lgItWcYrddx29td7eX3cNp9A+QfADAp6/Ey154JIeml9LFC6+/xaek7gDJBwCoxN0t41AyXVCbOy+pKdUrpuChYUDVB0g+AODjptfb7e3Qq8brnr8opVpTiqs/Lnhkh1OONX3UUfUBkg8A+PJh+SazvEy5jXN7m6hx809D9QGSDwC4TXq9NqJOPo932Zls5kqpO0sx1J05Y171lmuq6cQto7v3ap78yvHZXCa+fWUI3Ez2EQAANyvPvdN+7qbmddYDTHVrh9NDa/cEbrkqPYDkAwA+XNpN7L3X1+PVmvDl+hNX71uAj8CNnQDwrTvtlTu5eDTs3Fs3d+/2PPfpviEUh202ezs4kcy+ocit80ke3gMkHwDwrQJy9/G8va8aPbD38pG5wy+/4Om+muqQY+O7OmuqOY4d4vULBgJIPgDgE3ddunRw7/SdnztlNb73cjNAd5W3sHfnZ+3WQB8g+QCAm5bYBRsfmR7zaSwu5T0bxO6KCHuOdXDPKdLTX23dS/l0+2VNEWn/FC/nvPd4OYqYSp/aNjYzbqaU6+ZDGG328og10okyPDSH55GbRY9P+wlwRaZvAYDvXo/HZ0P51JOUXPHBwilbmtAF+ICM8gHAFy+6V7/89PDa7kp3p87hxMp7NV1tFfWTy+ht3Z85ntAlpbT7ouO3dLrPE5B8AMCNEu7kkNTep+am7+rinqx1T9G9frDxeGsdv3916wN5+cX9u9o7z6fqAyQfAPD+vTfe5shMlbXWmibN1DLxKb5JNRiRato97sVv+WSAjQPv0AN4cdE8nwDvzrN8AMBbZecN9vN27+usFQg9xQd8WEb5AOBT2ppp8+o3fO69zXLi2gwTYilFSqWUmpoYvaPRxnHyQNMH1nYH4iL+zg66NRfo9KUgjszPefzOz73vyzghIPkAgKnZNuWFZz1ydq2bOQ8V3fZmqaaTi/iduo1zYm55Hg/42tzYCQDfN/+mvPbQrCpTem/rtWcsmVCv82lsom763DDbm33R5SuA78MoHwB8o9jbWgr8yDDXaLM4I5DOCcJDifj64bVDZ/j8ftPxI2xubU0pxdFVGQwGApIPAHj/0tvNvL2Rc+4RJ3bdngDbF04vNptwY+ch02/sPPIJ/M081Qd8cm7sBAAuycgLeu+93sje+WN2z8uNmsCXZJQPAD5ofe2OJr1ywpUyPCEXO9tESilFjp0oipTi/BDKL08gdv+11lpraZpm/LIXA301Tk7xUk59EsOR0vZcoCmlMgzdpVS2TiDtGbWLmiIi6vM25elDK3/n9qx7PvNzh/6s7wdIPgD4LrF3/OtvsTLeWWN05z6nt+/Gziucf67X+RCOPMe4e4+okUDg03FjJwB89N47t/SOz065tcG5uz33fs4LGqm+csrOSz/2a33+AB+KUT4A+NClN3HjSYukx/bXt+btfM0RR/96rKCGsbKSSjwtxvB39swX04fWdI3qq/H8lqdMTrO5s3R3TO/Q3C0Akg8AODv/3qorah6OMT7e3+NGnth7Fy/AsBWfr6zfa33gez/tgxN4qj5A8gEA5zbexA6ZuIdrTZ55Qe/VWlM6dj7bz/LFns1qraWmiBTDDCypppoiYjPuN/xNPO91d56b3RMYf6Sxd1xxcm9v5d/WXahbO9/dm2laPtevp+8Ukg8AuGbvXXGOkK2V7s564fSXjzc7tP2hXUXE1nye48vrvpThKznn3ORSSkRumibnnHOOiFne3eGwq1RKSimt1+tS+uHoWyew9zr+yMW9635A8gEAr+296+72BjdJXn6ImnYb7Okxv1IiIiK3bTuMsQx+/PgRkfKBW1PH/9zU2Xw+y3lWa+q6vuu6ruvGo3O7N2oeGX8z2vNtf0N965F8AMB79t6Ux+pGX9weQtzcmnh8ks/pR9l7Y+f+jfdN/rmJrrZtc45hSK/WVGtZrVbDBqWU4Q9d1+2ezHB1PgwDRqpNRNu2bdvOZu39/bzW2Drc3mHVvY/tufT/tr99vvVIPgDgg/bemUG4/xD11PbTxxXHW+5eQTdNM5/Pc85Nk2ukUtPj43q1WgwDdDnnUsomySKiH/3r8Iec87BOet91KaUmUklpaMXhBtF//vlnePXQe8P2m9Qcloa3GINft8t2KwuRfADAW12AXtBy6dIV887qyYP7SdujfJs/r9fr5bJ/7Pq+7zdfzDmn0c2f4y/uPYfnYbpSxlPClLJer3Oex/M2bdvmJvq+77pua9DvrAld+A6/YlPm9RGBSD4AcPU5taZ2LxbHq8bt2SD+jlA97yoOncORFfNGVZbG92iOBuhezLa5ddfo7lGGwbS+74dxtpRSKaVP5W4+b9s2Ui2l5sg1pVLq//73b4noS91/qRxx1rV8jVRzpJqjPs38WWuNSKX2OTURsVx0s/s8n7ftLK9Wq1L6iPy0mN/Letzz1uowWnjBee2p07PSgttk3qEfgMt+qUUg7yj7CADgU1/Unjtfy7WWcJh+lL7v27ZtmqbWOrTfz58/Z7NZ0zTp5cDdbT/PVGv998+fx9Vjznk+nw9neLOWALgNo3wA8Pmqb2uSyYlBOGX9uq0JS/b94bxCGwb3+r5PKeWcf/y4a9t2Xftu3aUod/PZ03N9Nwy/iIgUpdRSymrV9d3Dat3fz+9m7V1Kdb3uSimRntfcMyzz7X/pDM0h+QCAY61140PsfUDu5Q2f6ayxrK3XXtBXpZS2be/v5zmnvq+LxeOiW5auv5/N57N2vDrfjZJvdMtrzm3X9+s/i/Wq+/Xzx2w2m81mfd93/aqWknOWfN/89/e6vTdlfUiQfADAq5LyrPHAy6Z4GV8uR8Td3d1s1uSc1uv68PDQdd26rp8efxvu63yneycjou9K5Jxz6vuyWDyuVnTWwFIAACAASURBVKtfv341TVNq7kqXSsk5VN/H+SG/oJHcmguSDwA+UI+dTKm968jtPe4FaydsffWyt7OZ5bJpmqZphhXyHh9Xy+XjMAlnjGferLXUmtNNs6qmGn/jIVKNWmtJta7X0UVKD79+/ZzNZluz4PAZf2uudWKG45B8AMCVL1t3lwc4OHVkei6XM+dx2dpys/+nqjx6S+ex1Rpy5Jxns9lslmtNj4/rP3/+jM9zGNR7+QYj4u9Xai0R+S3G/iKi1LL5IGutEfnpb1KpKdVUl8tl163/+9//3N/fr1arWp5ie7Nq3xWv/oXExb9fex86fYt0HL7jhx5zfeV389Cp+sFA8gHAl7qE3ay+kK5xu+bbTbw5PuHxOW9WNh9G9ubzJiLXWheL1Xq9Xq1WH/n6dXsgr6aac1fKw8Pi16+fbTPvaldrGb9HP7Qf9vfIWYHkA4A3v8J7u+0PzJ95utCmtGV9uTD60VONvbPCNE0zm83aNvcprdfdw8PDEHtt2568H/U9xaj8nt5dqiktFo8Rzf39fds2XZdKKR4J++C/d1s/4df6XZ7ebIfGw1Ufkg8A9N4ZF7UH/za2Nx4v3X68FS972G98nZ1zns9nTZPX6/734qGUMszSOUzX+bEveUtKqUb6u5p6TSlFTWm5fIzIP3/eNU2qtZZS9i7cx81+ZU7u5JVLU77d21R9SD4A+Na9d9kzeIcW2Zu+Ut/F72s8ANI0zZB2KdXF4nGxWPSp7j6IuNn+oyXTi6clhwQsJedcU1r3JS0fmybPZk3O+eRAKO8YWm+aVa/fuerjfWUfAQB85GvZQ0e51oDGxQWYc27bdj5v2zaXUv799/fv3783f9U0zXCNm3M+lFgfS4zPMNcas9m81PSwWNZa27bNObu98+P/GvoGwS6jfABw09I7axn0rVJ6uqh9uXT5012d9cSxjh/3eVyubuZnSakM92T2qdb6vKRCRKpleEJvNmtrrct1t1qtuq4rpeS2KSkNd0Uee1MRqeaIUnPUYWH0SGmYIzQi1as1YY2oUfPzieSUIqWoJVLUKDXlGi8Trm4+jT4i9f06pbTu08Nq/fNH07RtKWlzfjWV9HeliRffo80Ej7tLHW6GCr/wmM8Vo+vQxJjHh7ivdQJH5uwZf33it/LLf9+RfADAe15eT+m9gy+MF5faOWI+n+ecuq4sFovVajWO0k9n98bO3dHU1WrVNs3dfOZ6/bO04g3OZ7S05BkTvWzt008Ut+HGTgC43RXkDVZQ2D3Wkck5J972OR6hms9nTZP6vg5zcg5/m3P+pBevU26X7bputVoNt3f6MVahao1Px3+5AOCdrx1fubenP++ruCk3dm7+eegMh9s727Zt2yYiSqkPD4uu6/q+393bMM3JZ/3W1P1X9n3pHx8f7+fz+7tZ6eMt1oj3S/HpjjLlDm1ZiOQDAG50OXvxjZ3DZetsNhuW1+v6slwsNkNew9IFt7+Iv7rjU4kOHbt8fLybz3KTy8vW5UuW5Mk5Ni9YuA8kHwC4Bn2TA102Ycxmy6Zt5/M21fRnsVwslyml3DS11q7vIyKGCTkjhmrqS9maovNT9N7TOzjwWeUmp1r7ru/7ml3ec/7/NQDJBwBftuImLo63+69N0xx6VZ12oJOPIW3NKrl5Va1ps77C3d1dzWm97haLZdd144lDx2m32clZvTd6pDBFDNEVx26yfKdL+VJKk3PXdcvl8tfP++ErNdUYTZy6d6hn88XdP2w+gS/wDOTV38Lx+YT2Pjj6Frk1fHeGdRq3frCHu51f/FYemNjz0I/ExA1A8gHAV0jH21/kHbpIfVqfIXJKKefm/r5NKf1ePCyXq+HC93sOZTw96Bip67paP+Xzip/o/5J8qDOZ8v9N3jqAQfIBwCe7rt2dLfPcS+EDI4SRLnpm7/A4ZFmt+uVyuS59SjGMcowHN76Vvu+byOv1uuu7WdtGxPOkOdUl/vs2YX2Wnu+uPDmSNnG344lqd3e7eYp17+HGQXjWT4ifKCQfAHz9q9vTfxXHAvKs3e5dJWy46Oz78ufPn1JKzRGRv/NC0n+XVi9ltVrfzWe15lrCj+vV++2VO7nuUuzH62vchMdv6RxvMOX3yKLtSD4AeLfL3Le4CNu6Xjzy7N8VL7uPPH00+nodnpvq09O0nPE8R8s3+zFIkSM9f1Bd17kU/7CdectzOPRre93/Shj0Q/IBwHtebl62zZ6vDMN2T1OzxHPhpRdXehE1xfPfpv+z9zY7zjTLvld8ZGaV+3nfvXTEjAGCEZfBDCEmjJA4EwYMuAJu4AgxQ+J2uAYQSBwhIR0hITHjTNhrvU+3XZWZEWcQVeVy+aNtt+12d8dv7712P3a5XJWV5ZX/ioh/qLmbKOyE/N5TkvZxBd1aU6ogotQaYmRCM25BHL8fUbZ5o3jbVfjhqCPosTO666XGYVxhmyO7c1AIgKoAiLnWUgQJQWj4AP7EyX9allyUQnzp04pFmqUCqIJdncM9E69L7AS0mTAF1g+c5u6fCPju6eDefXRM0Xm9qOOSz3Ecx3EeuuS91YP2g3seldh8G5xsM6cNx/9dLjbh0EsHQxBq3QjU/kRErLUSSoyhbRsRGb9iKzcVwNxcdLv2vcFKdKqFO7HJA007B92mduK6OA4EhdFKFFU1F2nbMCW72mAuRv7dCXNsg68V0hn9fvBdEXhP7GkIzOxej98YF57aKNTo0ATWuWPracl3kWD+ijPBccnnOI7jOM65UvDjj/ZPpaKpDgG8cUsiSimFQH2fRbVtkl+LdymliPgK6ja+l9ft8JRIu2kgehaUuz6M+a548+xNxyWf4ziO4zzpQvbxBzYtas9s97cQk5axOb1lbfeYcb3uNptNCMEl35mSD75R6+2bCK3rdn5Dn5X77WGb2Yx79+NC2p2RZe3WLI5LPsdxHMf5iWLvVjVOx17cvqUVgGzFSUQxBiLMub5uOgBkYp8D51Br9Tqr6xxi73FTzLtlfLyGcKHTbrjD0zrZA32OSz7HcRzH+enL6JvIQgBAEEAKITAzIPz991spxar43CziIsk3awHnI3eNyPlEuXhpse49NN4Hh8hxXPI5juM4zo2XlQvDvflK8Uhj9Pe/cZZyeWpL85O8aElqG1vb9MURImJqWmbquv5tvcm1EtGo93Z9OPS+gz/vaYYIIkA0HDYzq8rDZsJ01mYqg2OHihMfyTk3J5NgrU7ye98sx3IURWRfvZzOg71IpO3N9neO52r33Z27Hg+cIxDOp9CxX4nzf1j2nTxdBzou+RzHcRzn2XXj1EZh199v9596wded44Y/SQ4RqbVaGqeqIoWmSarw+22d+1xEHiHvfvzzAudTns489DY/1BPl4K26KOpzHJd8juM4jvM91697q8MLzADPD1nYf06xJiKKbVtE1+t113WLMBQCoAu/yxgiqERfaeSeUGl83OJlPuHvZNp5sAHjwpcF4f3yPI/aOS75HMdxHOfLy7lz1NoJ/XZR8tu73hJTvZkV74nqZrPp+34uBZ1rlcAXM+287aHexL7l/KToTznx/WTLU5rwUHDvmOqDQzFAl4KOSz7HcRzH+aJLaj1/dXt+/tiZvp22PTMzMyK8vpneQ2KCWacH2yM9sHzuq1/o752Vd6dEyruaoNyws+Wl+5zdRwcq+o4d837hn6s+xyWf4ziO43yfVfJyFXvrpep8Bdk0DTNtNt1ms+mqWlGfiCIiEdZaAQBd7F3FF1qg31WjPolWebaWdwuPoicfPccln+M4juP8REl20AZz/tY5SZhqVXKw58u57ZWngAdzPutgZolnnQhjEBEVocAAUGsFwBATMG1yfev6XCozD0cEAKCioAAKIEgIUGfVfLaJzBoQjB9aVjR9QEmQNQlcjJyNxsPWwfvGkgAgu+Y6kyUkAYCCaGVmVRUtAErACsuIzeCX8zRC6Fa3xsEw8uLWGNg/9f1aOMFjWxw5KqxVAgLv3YnzNno30be2Q7O93T/4KoBI89mPiHIgcDf8c/Z7sNWluNe9/aDTqf96Oy75HMdxHOcLaMuForv5Mk5VSy1EhIRm0cnMKQUB6Lq8Xq9rNb3n3FglIv4g68VFp4T7qZGrm6fDhfWxF+zwkH3Lmd9yPLcTADzE57jkcxzHcZxnXevfZEV7k6DE4MwZWEQsKBFjDIGseG+z2ZgC3MYrnI9BRDP9/FOG9AHK9jq19lmllSe68L2rh0+bvjiOSz7HcRzH+VIr4Nl27zq4fCT7dNJ7q1UDADmXt/WmSJ1Wk76mvKHksxxCVSWkL1eLdcNUzw8avZz49KX3wlyAPVgBns4A947qjks+x3Ecx/lUPXbnL9JZw/XbllTtf0REmDmliIhvXb/ZbCyZ0+qRYKwu87lxE8lHRFbG+Ll9Gva/+jG64qxTVoL3FZ7e/P69ojkEPMEDEdeEjks+x3Ecx/l6wvLRoQZCigEYN33puk5EYoy1Vmu5rqqe2HlDvlZHvk/Qe1/tgK8QgVf4cCoouupzXPI5juM4zhOuEQ/a6J3ZGe+cDRauGNOXLDYTkelITL9NEbwYY5OiiG42/WazsXeHBgzjoR5cTdpOVASJnme5+VQLX0QgpEEwqyLir1+/piGdFPX8sE8f/13PbjFXrygWPX9in9hSVRX0olvsoiNZ3IDzy3HkVnp3zOWduxIPvHW6qfp88LduojBL9QQ82L0dPA3bccnnOI7jOF9FK97pI/PPWpJhjKGvmnNer9eqSr5evOU1BVMvqgqqY197FLl972+4JNRzj0aOl+quO90j72xzxnHeoyH7PS6i47jkcxzHcZxHrM/u+9nxjXOCJOcfgAUNEDGlREQ559dNN6/ZUxEi8vlwUyUGAMDMRCiiIjI2XLzx+v7djMHH3DIXKcCbfMW5/pwwb5KB84LAD9xTeuxGu/Q037Vv2XnRby3HJZ/jOI7jPEyzfa2DF5EQQtMkVei6brPZVB2zNM1JkhncrOV2ICIggGoIYbpYRKRyl3jO4Uqwh1zQKzKWT2jUq/Of391mnsZ5Q3X6wCcILvccl3yO4ziO803V2n4l0hXLU2Y27dF1Xd/3IiJE3mr9vqoPAACI0K7VGF9SxLtYoZ5ZFHpD5XCFcLooDXVe4XbTG+rARz5d77moc1zyOY7jOM4XEGwL/4Z9iwUAUMB9b4ednSy2P5R4djCeM//I1FjP/iaiEBiQXt82fe5VFZFQQVAJcMffZbnfpY3F8EW24aMXyXroKxF2h/Px02F5QGiWGwCgU1N7VR0GD+CgT8m9JcddY246+//vFtXp4lkGgILK7J39yX/V4OCRv7evLNrjHb2i9qZut0JAs9I8dI/jOC2HP+3EBLb+NHQyp3vHvgUBt7mcuDvUOPyh4K38HJd8juM4jvNoHXhy7YV6WjEMsgFPx2TOMf03FRdjJKIistlscs6qgEgKQLt7O7hDHJeWemg1/fDVpR4brUPH+FAQD4goFY0hBiYrwdKpLx/A3C9n7tt5vyX7mXs+Z14d2ABnLx75HlElQBiV8OK6yoGufKdk57yR+vzsjhjY4t5QvNdQ4bBI3FbaBqTBZnR82mKlsGbSo3s3jF43QXU+t+aiVKenLvjFE9Qdl3yO4ziO89TS7vSL53/8gFo4FN+4NOjBzObPmXPedH0eezAMrRo8IHDPSWJXKISARFrr087eg1Jw/rjhHG8YPX9YphDxje6s4/mZepHWXT5C0ANPT+aqq0qd9jz5Hu08qcF37vHznhAdNnRxHJd8juM4jvNQvXerHd7W2xARmyaWIuv1OucsCnNDTos1OXdiCj3FGD83/Pgpt8Mx8bZvQXndjfb4JNhFLHGu7qYon3VAMRfcocsgnlJ6Z77lOC75HMdxHOdJF7g32eGxEN85thaIIDKYtQAAIsls+3Py95yPKD4EIED+gj6oHyyluyYv9OwN7jRp393tZGw7vVKn9NQxHdeSdYkJAIBJD8X5ToTszhGErgwdl3yO4ziO8ywi8IrPnhnWmBs8nKZWWa83OWf7p6gAEnjZz0NmxaQFQiCR+nMm/1ly7qoWgp/bVmHSe2aGxMyBhhxpmlVgiiqandC1Tedd0Tku+RzHcRzncWrtilDDsaiI7nDBB/dftBVhKcXq9MwKcm77MV+bllKGnntEoNeXNs3ZsRjx1emRCULEUmtqE6I5gSyv4H6y57v1cldcuDPn8Ok9f7BByGLjyUV2/kopBYluneS83Nv8LrP0S4OI9iPn87O2npZEFGNkHhRrURDRWqUvudY6L8FV1ZQStxEG101k4ralvs+2N9j9IZjMk0SEiA4G9A5GBYfjH3t+7I+t47jkcxzHcZzHcSKR8oqypRCCiJRScEREgBlu2nXNufpqm9Ie1u7PJ43PFFQX6AedAsi4v5dxVOQ5H/2Y/Js/PZkez9iDlRBCShERLIK32eScc1eybTN24NgqLnt91cSpK4OC5lzaJgFAqVL7XEdHn0nsMXOMsdbq94/jks9xHMdxnmVBfHO9d2ksZQq41VqZmZl3lumewPlp8h5qrQjARE8owM/Xe3C2vdDB7pH7r+hMFl6Xw3msivWKVuzz3hhDU8qpYA+RmAIzB7ZmG33JOZfc5yp1YVI63YaTYrRmjEQ43YO11re3t/UamblpmqZJqiqipRQTnBZpzDnPPZYcxyWf4ziO43wNvbe3c/z4d00rVNsJM6eUmBG8VO85RJ9dFA78bFfjnOnxrqA6tBO81R10Orf5TtN7ctoMIYQQOBAQ1Kq51Jxz3/dd141CjqYbcKGKF7mgJnAnq88py3q9XicOq9WqaZoYOefa971lXzOz37+OSz7HcRzH+bba8qIQn60jp0VqjKGUqqLMbCELjxV8puBDUNUQAjPVqqD6sMzOSwXDsdTNYy5BH7FX0W3c+bIM53dbsV961ojLPQBA2zbMBIC11vWm63IupUxpljElERFVqXVocDL60CwH0EKFRw7YNs4511rX63WMsW3bl5dVzqWU4veO45LPcRzHcZ5uxXzJKhPP/6JzrGWGOBIzM6vCZrNBkD/++MO7LzwJzEyIRQS+pqPGx/XeY27Jq7968t60nOhaoev6ruuKPT6xjgvjoxOrmzVvlWMN5aeAnm0JCFObhqnGb5wJKiNd15nqCyHUWieLXcdxyec4juM4ly0Z8dD67FKHwI/otBPvzuuI4HjgxTabbx9CoMilyNvbWkRXKVkbBlunoiIAKYCgAtLkJDHtevpD93XplEd3yJsTBzP6nVjHcqMTS+39wTn3YtLsEwggAAQg0wHgNfu8A1LbwG0MKgIgSKCjc8niyl4kBW/YEWR+AGYcsthSFA9cKLxABx4wrQWylFe7OPNzlwoIiIcn0LHoNx4eQzHnHCBCAKm1IiJzHLZUAFEAoEiIGFNERFX4+6arfc45W+o1Itn3bl0xiWDXDnduwyoIAEC2sXnkipKq3dMKABQAUAGH/RHbCRQFEambTpBeXlqOLAK11tGMF5hJVRYjsN8R3p/yOC75HMdxnJ+u957ti/Zt62EvzWwh9rbr5nGzlCIi5Vw3m87WtX65n2bWATFNbjqAz9vM4nTg7nRo+nyx9+C7FRFHdbrTv0RkeGbAjBGDqm42/WbTiUhRQdGdU8YHjb+p7vV6XWsNIbw0KQTKucLo6XLiijiOSz7HcRzHeUadeXqhfNCQcHrRXieilBIAdF23yaWUEkLwx/xPRYyRmRfxmaeajfeIGX6kfd+tvlRqRSZrVScigoBVQggAQBa6Uyil/uP371JKFbXUThWl0WzTbFcedoEm092+783A829/rIhC1xURsc4QjuOSz3Ecx3HeWSPe7+n4x9e4Z2bKTX3emNma8nVdl3MWQHf5ezaIMMaICLUqWis3/ORb4KIpOsWSz2y9cO59cdNW8kcVFJPFzVRVCQNzEyMhKoBUJQQEUFXzZWGiau34CEGnpyoPFFljOrcF9MwwpuT8a/USI5eCqrLoKe+BPscln+M4juNcv1j83IM8sZKbFoUxxnka2LRS9IXgU4FIMUYAsDI5kfrMM/DYzHl8YuetzmhwNkqRGREx5xxw8mExxTf2T0cyB5eig8sOIo41i/qw6bIYpfVmU0X+6dcfMYZa4Znnj/ONcdNnx3Ecx7Xf7Y9wWl7rHvYus3lAoiWA2ca2cp3bbzhPIPnMO+QdJf/p98I9bo37t7U8IPDmMHOMsW1TikSEfd//4x//WG82AECESENvTOu/Zw9QBvm3u8NHSm5zQrJ7HABSSrXWt25TwbM6nU/Do3yO4zjOV5J5p9fcV1Q6nchtmwIjB4MnU9rY6VK96cUpfDfqPe77bHpv8nWYCoEeLy08rriYAHZRRCS1K5Hh6ojIiazOxTw56C47l/3XKa4zm5vrrG+46rbV+H7bj+sSPu00VHV+HiICOHQ+OBZX25pkzh6LwK6LpgXrQiBmFtGuz13OteZaq6qKeeECgCoyYa2m9JCYCPXzMm93BhmgioCq9dW05u9//loxsIX0PZjvuORzHMdxnLsoxoftZKH3iGhK3YwxINJQvCfiF+hpp40tyol4T6rpU03jq2f4bW6NDzxcMHVnSmkKcYcQYmQAqFX/+utVRPpaxDpk2Ge/jlDCWXv3rusY8c8/XmLk9bqbklMdxyWf4ziO4wrtQ5/6lETQRaTFjBxgNH4E0K7r+r43vedP+p95KhJRCAyz1hoPnufnB/rgeDj64H/e7E65pG3DFNybFPXsUUhkRiJWlb7vuy73fa+q1iXPqvL0K8m9UQ+r2uQRkc1mE5jatokxWsTSb3/HJZ/jOI7jfP6i/4NrsknXpZSsI7PF97ZlP+7P+WTML4ql4H7WNboisfPEND7/schZTp6XT939lpWqGmM0XU0Etcp6vck5d10HACEEJcRRMimqJUw+LYKAe1mlQwIqIhGJ1NfXVxH59etlXnPoOC75HMdxHOeWK+Z7y7/9qiorTLKARs7Z9N60jT/pf07VZxAREWrd1mEC6rNN5s9N7PzIkxFmTikygwis1/1ms7F4+FTX1+dsta9EJAAiQ26nINBTyiXdmyBTzaKqIqCI9H3fNM2iM7vjuORzHMdxXKQd2Ow6K5ftBoN7O9rWO6/v7AdUD1jt2SHsC7yFluMQmJkIS5Vu09VazUwe1PpI266HVaK5Uuxlr9mbH5KF7+7iwHDph75r/nXb6zX7AwFwvg08S52WKhAhqDBCCgQqO1mdOh4knoq24Z5Z/7sC6V1RpwfHxzyEdufldKQKIEdSOk8G/fCcy6xHjsjeFRAEa5w3HNW8BwmbjIshl/q2KX3fl5InRTfsVCVwsNu01qrbvE7FC2bnA/uw6/B9ePAILJFVQEt923S/fr2gitjvC4xTYmh5iA9oQ+q45HMcx3Gc59V7Zy6DTqy5d1doh1eFUxPnfYPBcUmKB/dtBWAwqwQToC6XoXgPESw5DbeySLcHgHp0xXjusg/3z2jUWmd8+AaLS90TRLbWt8X/ED4DVdVd0bQY3k8JgOD2DBRi4DaGaRW+r2TfnYEXhXH23T4PHR7uf2x3Y333E2cc9hnRbBA8dOQTHLjWan6VjKiqOfcxhKZJliurqv/8j79KMWsWICIgWkbIbNaYCcooH4drMM0R1N1ps3eB8KGz58TIKqIiCkBfSiNqBqNQZZot+LEp5Dgu+RzHcZxvovce8NXDK7M3zj+8qR8DEYUQAKnk0nVdrXUyJ/wJFxQPrVznynlP4eCzncBQyPfcN8JFD0rO+citrsXky8Iw3BFN0zBziAEU+r7fbDZ9LvNWKD/gV264BSzHm5sIrugcl3yO4ziOc93a9yxHirvFkabGYgDQdV2fi8U6YObm8o0vxH6Rla3+53o4MqeUrH32kNWmzzWXEGDs7q33nq7nbnnyM6OoPnI6J1NJz3wSsbPNe1MYZWtQxMwxBiLKufz1+lpKKaVIFeIw7xb47ZMYp4pQc+9MkXEK+zuOSz7HcRznh0i1b3A8qhpCCCEA6Hq96foMRObVCT+1JcPcwQIAiOjXr5cYo1rH7idb6I81hThIvloA6XMn4VjLh1fMWD2jlu+K5uzvLzFDsCcdTdMAaFfK5u0t5zwZtFDgUmXeMv4n3AuTa0vOOefSto3Kl+s94bjkcxzHcZznU2tnuh2e43R/zko3BK61bjabWisS6s9IWjt9YaaSs5RS2zYpcilVRGIM9JRrfavDtK4A+ARz+IYbn3E74Pu7wvdvBJNyfd+vuy6XLCIKCoQ2qkUqIt/qUcsXwlxqRCTnvFo1gOjZnY5LPsdxHOfHKbTrdnXF3hYfWaS3iSoT1VqJsNYaQlg4hYoIEqmqtdgKIcQYEaHr+lKKtVpWBaCdIMb+cc4q3MY/VN498ouiIuNu9f0Npt3ibS4uAtgCl5mbplmtmkhYq9Raa60phnHYp0NQ+OQsTwTQ1CQALMWKzd65Csfm3rF0yhOX75ocy7mcg+XOcTAh0neP+cxiv+kgRQUAYmDTMEPrOYW2bYEQFXKu6/Xbuu+m6C6MhkU69jP4UXFvxG2fCSLquq7Wl8gkZbxSOvq4jNfI7Todl3yO4ziO673rv+j9mN57y3FTMla2N/6BXZcnE8IzO0fP1us3UVufjGWxqiqNpVxW3Ni27UvTgOrbW9804YlbUU9OMw+VntOE04MHNHvj4+N2k5E3CTc1MZxUDQDUUn+/rUWklGJSEBDnvS7Uhcz42AiIXNc5Lvkcx3Ec5/ql6rHGaHNhdVHl0iJ+ggAWv0opIULfD+ac05b7rbv3l3ffLKWt1opg6XtDpCLG2LbNKiVV7XvTw2g1XU85xwBg6LRxpvy+Ysl+yE/o4jl/3cw5P5n55DmDxbet4cZWwyi+vr525sU5RsWHRwC0LYl0xxKjlBKJfRwcl3yO4ziOK7dbSqN3nSr2l/L7S+R5CJCZQwhE2Pd5vV4PMY0d/XC+YMALPvbEVxfHzoSImFL69etXIBSBrutrOGQvPwAAIABJREFUravVyha7zAyTdccTnbHaNVWFoZXiJ90gi5bcc1149FkGnprz80TBj7diB6t4ZN6Zxqpd11VRYRqdcBBlXzA6AAB937cxEVGt1WN9jks+x3Ec50eLPbiRrcVt4huzjxNRjEFE1+su5zyJvVlt4QUxve+R2Dk12iaiGONq1TJh7ocObJN56dCo8FlPgQmtkzieYdd5sD7zhs8jTuu9cxw7393+0tsBEVOMiEiEi8KzQSdb9M8OHEEBPJi1T85ZRAKRD4Xjks9xHMdxoagP+IrlMv3Qqn3eSRwRUxO7Lm82m0UgZXvAP+/BvSk6Zn55eYkxIEK/7q3W0QYnRp7KHQHPdYl8IMjMSChZRIQDf/tb44qdtG3DhDmXbtM1TbKWDNN9oWNBJNj/WKhPlXYb+3l253QXOI5LPsdxHMf13mVbKuBiGXVIV5yy6wQAAUBVUSUkyzsc5ByAAnBgAu4rdKUWBSJGxGoenjtK5qhohFn+3vTm0ZNFQVRA62OnY+jp4sjMzfXz/BQG2VxLjPFl1cbAKlJrZTYTQlUV61C/KRU4VFBVsCYNqKJK1pbdTnIuufGKs71C6oECAJM2gaUIAITYSK14MBiplrwKAAf69okqAU5WlrqdVKrHci+FjkxaOFZ3ejqCN1wOJYBFYiXtfWTne2WbX6w0ekjyeJIxRmYqCK9vm74Wrbn99aIABGgTWBAKKsvyRluct+u97c+O7jj6zp8r+RA5Lvkcx3Ec13v33MleTdPoPwnWSqsvpevz5Lr+M5doe/0AYLVaxRhjjCIy5kZu21owMyKYw82TnhGg6dLzO3/cJEn4xCs3tOg8v5vJKFWHrg8CGkOIgUU05/yPzaaUrIQ86FlXcI7jks9xHMdxnlvvHSrzO9Y5DRSg1tp3fRWx+jRzL/yBqs9q9ojI7PhfXl5emgQAtdacs707T3a1ckez63zOsSIeum4MM+Hag7xaLp6j9+7XsR0AApKqSpVJ+zFzjIEI1+tuvV7XWguAqhCFMcDryYmO45LPcRzHcT5V793E6X7YElEFrBpt3pEMfmoillnwmzlnkyIi1Cqm92x8pkDf+E995h7TTIx46/LR86TjmcG9q/XemcNuzy9MrocQmDlGLEX/eluv12sAQCYacm9xqtrzOJ/juORzHMdxXLY9Wu/d66tVrWZJQefVdz9T71kQDwBWq9Vq1ahq1/VTQG/RZsAiouZSyM/qUhhCMB1rB//By3q+neYJO9kLtB+e8+wD39XwNg4xBkAUkH+85q7rcilEBKq1ViRW1Vl0zzWf47jkcxzHcZynFJyXtukbS/lGPTMTexYboR/mty4iKaW2bVNiEci5EoB1YphaNQwWJuPf81b1Twjz0FRwSu+8bu7he8pKn7X7YgiBiEJgRHjddG9vb1NAu9bKzCHGOkv79J8ax3HJ5ziO47jiutmnToTUlt0RZiac11VVKajJFmZmmvWbVtXJ22PXA3Ou9/YtQM9h6md9+F3AwdPy88QCqcAo6hAxNaltW2auudZaaeZ6Minh+VVQ1a7rAKDWGkKEQ9mGc4vLB8zSuVliCIE5lFJhMtCfXcU9h9XpgI/ueZgS268AER0vpXmTXv8YYr9Xe62z4KRut7H02ikkO531oue79ZnkwCK67rr1ZjO0CJ+ebhBV0CqVAMdPueQ7f7Itp0oIwTPDHZd8juM4jnOxXNxXYucv/RcfsUImIhIp5uJ4V238VVqxT44sq9VqtWoBoJRq9i0Hx9y2t8Iws/EEfMZYKCLaEnznLA49XDiwlj/3YiNYl4ZB28+n3zti71ZRwdF4VucKkIiapmEGEXjbdKWUruvsVpp7rjofG3lY6G0LqPrIOHf/0fYhcBzHcZ5HsJ1f+PSRbQ5orSNCJYTBvLHv+2fuK/BgXWTFeE3TNE2jqrVKrfVYBAxmoaSPpEo+RspaD4l3R2DBFRNyPtsvikV/fNrLzGZ2ujQxWg0jvL6+vb69rTcbBSBmGO1Vp4cRpEBetXft3bP/UImI1MsgnTvjUT7HcRznWfTexzfYLr73kvEuFX5EhEQimnPJOUstdxVRsxX1cChPe6VEpG3blFJKSVVzLlP64rEo35Q0SARDouCTzb2p1DDGqAo30aUnrF8WeZWnp/qZz0FG8Xbu4dmFCCEwD9HXv/5a26ONSgCEokMCZ2wSiGuS2886JopxcLgdfgd8mB2XfI7jOI4Lwht+8MRbFu2pqjkP6W1M5LltRtM0f/zxBxHUekErwikalnN+2qUtEcVItWzbx9+jmcQxmbcvmO+U2Gl1mMxsecuI0Pf59fV1MiktImbfAgq1VhBlL9i7HbOszhgC45hYC9cWADuOSz7HcRznSUXaxd3wZn/vu+ergpofxtA678B6+tj3Lt6yxuKqUnKRqmPzMbhfhd3ZtXw620T33rrB4YkqzaNPKqBKSApqdUeBw6+XVkRq1fm12ElTtFK1nQNEAERmUSgiigQqeyd630E+MfyAZkUCgQkVtMp8clw9dRHAlNUwQY/XBJ6d2Hm6qhABQEEVZmahOs5/AEQUu2QAzJxSIKKuz+v1ptQiosOnEQMxqEqpw5UD3J9eg5uLAo5tGnT++kMvIO4emE7njceHTmD8TVBQeJimVURSFUIk0MiEIsPYPnGnSscln+M4juM8D2aBiDDYIb4nb0QWjeMsz40Ia5Wu63MRJkaksdk0HtJgJw/ovWf2e/s8mdh5ysZyuSbHc47v8BAOH0MAQkAiqQKqKcaXl5cYg4iqyuK8pjYMW5k0y11EJAAgpiJQFaYCOHv93or6vVM2FaRIkEKwg5gcNRRNEp6+asfEmMIhRWsDfI5u3Heg3S8G2z+QxVSQWgkREEvOwJRSihRipM0m//79jwqD2lTcngXp+5dDcbjZhv+0scKtFPy0h004e+6wL/2m6So63WVM9LBUagtx27xPgcc+iQgKqoqELvwcl3yO4ziOc4c14hihMr2nCjnnWusPdJ9fNJmw/xSpzNy2bYwBEazh3qXLXNvbFZ992Bwwa1bV95M5b3sK55TzHXz93GAjmsBRIgoptU0Cga6r6/Wmr2V+db7fE6DxcYhO/SrslVrr9LhHVWut/EDbTPteJlqYAO8nLziOSz7HcRznm8uwB8gba1ZmhTRGzqWUknOGMQb1MwffUltVtZTSNO1qtQqBRUTkgvq93R0OhXzwfC3ITfEzMzPtNxWE84LGFz1f0N39w5FavkO3w8XdR4aOfMxN2wpon3O3zl3XVR2STr9Z8RjqNgIJQ6wPFgNORDjGP5uYiGjTdw+ZaTBEjlWZw9Qkw2We45LPcRzHcbF3n6UhoqkXZrb4VdflUsrUsVpUf1qcb7EANYePtnkJgXMuHwlBTN4tzygSEBEwcCDCrss78xBnQaLdc7nhPD9Ry7f/4uKDB/rC723fti0H7kp5fX3tS5aiMUYUNNPOSXh8E8kHO7m4lreLdo5jqWqtNXFomzbGmFKqtT5G8o2XDAAhpWQ+Ov6b77jkcxzHcVwB3ivTyfZswb1SqjXf2y2d+rmjbYE+a8YASrXKPP3PIlXnX5fpo6WUqQn4s507McHYumA7De45904843g33He+SEsplip/vb5u+q6OzzisyeTwaEPkm831Xb03m7HWHBLpj9VLDCGEEBhKkd+vb496uDDUDI7tQNSjfI5LPsdxHOeptcFiTX/dB99992C22wG9gTg3WTm2jJ5LGlVMKTBjztL3RUQAaL5XndwO8fAJIiKcXLhfPbB4XDjdfG1outcSXKfTRETm0DLXWnU3ELEYip0EyPFiDW4gIyLCHP/+1+tUM3kwuDHavjw04lRrjTGCaAih78tCi+rlc3i2mcBe4HR/DKdBOz+x8507TgHJ6jBBBGqVv/76K5sJjw4GrDbWlzXye1ZkGkYRmfI2Ee10GVBAAIAQY4xtTE3TEJFKLaUPIZWaS+3hIVncls9ZS26aJsZQS57fce8+HXAcl3yO4ziOc2pFvh8eGZsgQ61yupLqe4+VqS9bJe/2vVDR22SdLRTOU42AXffAjICi8qVX2IhIe88EcimlVmtiooREBPINp7GqErHF8XLOMQQkQgFVBQUO3DTNKjXMjIgWzydEVSilPvCK4/g8hY89SHIcl3yO4ziOc0rmzbvD7W8wNRKwuFYIkLP0ff7h5TQH3EqGv8WMDW+w2gjBfBFt/0814MwsIqldTbWdNxvVI+rRWj2eKNK71JZzCl+PWgKtqbrN9lqrqCihjgofgbb64xuA0xOK0XqXWVW1ChMG5qZpYkrMbKef83DLx1VbRNddJ3hFP5PrNDnUWgkxpugd1x2XfI7jOI5zzSL7XW99E3vMzIw5a87FFsfw7XwLz8RGY1oET9HOoW3ejaIQRFRrtaHWJ8tVM2mUUlI48LxgbCyOB7XZB2X26bfO/xarjRxciKBOvQe2icfWpwHMkgho1qeddF89gX6xG384xcmHptZqSq9pUoqRCEuVvu+3ZrNMRERMXZ9zLRQY6oOmm6qEGEMILvkcl3yO4ziOcy/tZ2GrWtV0zk4P8Z/H1HzPWhTMR++GiWeIQ2EbjEapT5XSZqevpkg/Yybs1/KdXS6oMBqrMjMz5L5aoG/c53hHDL6kaK3AJwSXqu8LzuFhUlkYGRED88vLyyqlwJa6WcyJ11o1KA6TvKhu+s7++aiQpyJiCGG4C/zH2nHJ5ziO4zgXrZpPr5VNYxARM+Vcuq6DMb1Nf/Dz9qlNxWq1Ckz7LiO3GpxtweSTDbiIhBCIMJdbSr6FgY3q1q1xX7Mt/r7oGJg5pQiApZTX105qZwoQRo+ibc7zt35yYYI2pRRDaNtExCDS92XSgVuLVFFAIKac83qzAaYiEoAfc6jM3DSNzYWf/LDJccnnOI7jfI011ruLlTM9Uc5JcjtnjY0gZlEBAAAEsP3qWZkT9H3OOSPiu/tGhAqiCAFBVK2fM4xNvwRJgaZV/H6oRHArNc8/lyHL9FBRmW5bxZ03InsHw0AAgGg5jApaSYFRf61eUmIAse7z46GiheaQdrvG6TvVfawgo9mpqlJgZFjnDIg6rc6H/tjTaco4sJaOSHrIOQaPn+DhwVREU16oADY/EDAAAqgiKGgNig0FBuir7Deps8uqV6U6ijXdthk5TAaYJdAy7PplZpXJvXH4/7Lr9ik6zAJzYQGgGFIKpcp6ve66rq/lhRmJBSohqiohAxAqoxKoIKuqngjrPVh/4HszVlQs2ExD9iaBKimjbpNTSVRLTSH8+eefpnVrrbXvs1QbPUKU2UjWWkNqCOn3X3+hElQIGG5y6qzDYevsjHDU/4iIKn+2zSqaQa6IuoOL45LPcRzH+dmcNmI557Nz+3tbyudccs5W+/SjHq+Tgg7SRXWoaAJmjhxSE1JMIgIgzLePdQzqehbCeqplrogw8zQZHpB0eqzxOh5/BDD9gxBFFRCIiGNA1M2mf1uv7SlGCAG+y7QmBRmMZLe2TDjr8bhdy4bwt7/9jZkQqZRiF3Fbtjd7RDWY0zLFyLnUef3qba7s6ec4qkxkt5i343Nc8jmO4zjOxTpwuV5EVBgMGEMIzFSr1Fqn+r2fMFYLG0IEUBUigiHHFdrUNG0kIhUVEavlu4nGw9miFhFL1WdugxFjFNH7atGrisUWIWIRqQBhSFzETa7r9brre1W16FZfMjB/mwlMANZkAeezpsqsLhRg1tZ8epqz0HtTKaPd+8zMhL833c2vuCIclPFDk0CAGGOM8fTv2FRee0DzO45LPsdxHOdJ5Nb9vuuCA0BUGZwtmEkVbDloK8JxVz9uLWXtqgEgBAohpBSH9bHc8coiYBnbM8DzVU7aDLGKrxNNPp7hviOiEIKZf6z7stls+r4fdFCtiMjE3+83B0cNNFweKQANjOWRtk2tdWsJe6D7xU4CLROLgsUDYQwA3vC3YPp6s8aZ+SENxi1ev+e45HMcx3GcA2u+S6WCiiASM5uk6ftc61DYM1tGf3/JdyDQBxpCWDVNisG6hIECDSN8F5GJCENwdWzx91SBixgH7xO4f1an6kmPFjwl9kyaEmEV+ftf6/VmM9wXAJa0PFZ6ftVZfXD2MSACWi0lWTuN2KY0BcpQFUTGjE2iofHgbnQUZ78kRISIm01fap36kYgIE9375yvGmGKEhyQPO45LPsdxHOdLCr9LlQaHQAQ5177vp+CeWAKfKjP/kAbsu0tLSSm+NG2MLAJVqqWcTSvmuxwAovnj01PGN6ZEOzvOhX3Lk8DMKYUq8o/Xt67rzGUUAEQVVKfHGV9OSOh5976qEiIzp8i/Vi80c5YdG0/gIplz9sQBpyA2EZnk67rOfgRKKbed9vMQ3/weFNVIHJgHSyRE136OSz7HcRzny8uzYx4Vp9fT+64GRzK1dF9XzP05OTCA5iyllKkOar4KnKJ88+86tttLa36u+9T5K0o86Pd/5DDGeAeoapPiql0xY62iIISoCvudCRemF8f2vBi0/X4DVmMmomYucnBRfnQa3CcKq6qIoKBksR3mpmmmhMAbrv5VzdgVdgd21DD7YhyGJMD5HoQwxhgCIeJb16/X60HdEdXZE4v5YZsT6zKX8Qv+guA0gRFjDG3bphCGWJyaDMbxFtuJ7M0m2DAJcRRXiJhS7HKeJqQp/Ftdd93/Y9w5I61Wq+HS7Fa67h2247jkcxzHcX6MaLxqNY+W/QZIOQ/9lyc7h4PS5TuPYxUeY1bMzMwvv9Kg1lBRDsmOm8kqnC5HX/JTTa0ppXecLWh1fCeeUzyGxWMLAGhXLTOKwOvr23q9lpuK0ue88QmRmM1yExFTCimlVdMwDQ5MqsqEzOH8+9eSKksp1oCx7/q7nwjuqHFVTTGGcLj1iOO45HMcx3G+mO76XCxxCwBqKWbnAO81Z/+ukAKStf9Si2WFEAhURREAAYHumGY5uSMSgTxZBu0QfrNGhczWK++6ktFzpO/520+PJ+yStW2qAJtN7rqu6zoAYCL9Mb88ZlTzT79ezEi21m3EnuZWnGeN8BByD4FFtsYtj3zMEENAtNaQP+L3x3HJ5ziO4zi3V562SmZmVS2l5Fx0aBZwwR6+5dDFGJvRrGWhbe636Bz1Hqk+fIV9liQdl0EhqA7DcmIhvnjxnKliiZ2XeQ6pWpEeMxFRrfX3etP3vSVzfsv43iJ7d+50slq1KQZUsOAeTCnZUqcPnTm8iGghPgDYbDalFgC63xnN3T+nGHtKSSu4U6fjks9xHMdxrmcy6yul1Fr1jIK0b6z3rI+ZqqaUVqtVIFAFqYAkY4ewu3cbH+1SVeoTRfmseAphkBZEVHc78p1ZO3qXNVkIRBRjQITNpn97e8syiD2L/lVVILTr+z0iRIq7PfcAUkpN07RNRIRSFWpdPEogXFxNfNcFBhEVNATu+7zZbOCBZr12fCmllLhmxe+cluu45HMcx3G+1jrs8gXusZDR+bva2XLrTrL4/BiKmS3ZpuhMrSK11iqqgEhwdiDr5gv6j+xw38Bme5pKAAoKo/mHTqc/twUhIhu21aqNMTKBWjgFdWqTDrsh0EsP+F0PnsEVg6mKFpFn09MKOk2hnIsN+Thb8KCLz7s73F6LcUaq4s5EncVXFUCgEhKOU5yQQmRA7HLX96XrepEKRJYWaG33EPH540QzCbc41mm+DZNQFXiwmzGPltS2TUoJEaSKiMI4OpMOHy7E8csx1ZFOd4X9iIQQieiv17dcqo5HtuhfcoN5JQqE00kqiAKkGNs2qYqZdPp/vzgu+RzHcZzvxmk/zCOfgW0vrd3Gcjo3wtvdm4iWYi4cCHsmeFe3Px7X2Xpig0fVCiIAjUtGHHPi5oMjo1t9ZaRfLy/WfmA8GPs/OnhgN28PTYhVBAmlaj2g+PDdYdf7ixsrOKxVRplneu/g4b0n+XD6+CytTwkQQHEsHRza6Nn/EpOIgEDgwMwxhF6l23TWg0HNSnUmb56zjyTujs78D4TZWCjOppkJIgJQqAUBQggvLy8xxsHsRFRFhsHaa7pgfRkuE+QKIcRaay5VYHgeBLsZmDeZbtYwYhCrAKSKiG2bUgxaCzHV+s5DqMn3yCv9HJd8juM4zheWf5dWN53zuoJOZi0/cWDn6hQAEVOMTRM/dzymzmNPNVbLmXOjOk8TqDhbqut+fBqX+1RVJk4pMaOIrtfrnHMdUxm/+qJfD3WWnzqCTBHpGGPbtm3bAECtorOnOR95EjE+qxmuCxFsNvXeffC2gg0AFESVmWOMBFB0UISnHw99v4pixyWf4ziO8yO4PGkQ9huavf+pH+GMoPvniuPrCKBVmGi1ekkpWmM21XkHMHjYelJEOARRzTnf1SfmqnU56Di7zPT/Vmvu8xOJBQEVYowpRVTourxer7taptaF3yHIs6P5hlsaEVTExF5gfml/NU0iwmqZnLNM4w/qvfmlNF/Wru+3lxiHkkjFG9+fupuJ2qQUOIjKth3jnp73gJ7jks9xHMf5WXrvTJh5Z80ESEiI8t2fkQ8VSvvhE1RQkZRS27ZxMOdcLiiPjc3NV5xjW3PMpT6jXefsOEXktvmSexnHB7YgImJq2xYAci6vr2+1z4iIhJbZePM820/BatemthIIgARaBVWZedW2q9XKxF6tMneRnau+jx8GEXGgnCXXMlz0MeEU4cYPiqZg79iUMrRNQwBFBACnGKO3X3dc8jmO4zjfiqt7nZ3+CBHt++b/oJyoodJN56VTMaWmaWIMqjCF+D5RStl/3juV7haPJPB2u9pK6wNnLaqISMQAnKJ1E3l7W/d9DwC814Ph2aKjH9eAAMhEMcYYY9vEwFiqTi0o5gmfNznxbVEc4lu3PtilkxQEbznzt488ECMzM4uKiDDxk98Ljks+x3Ec55tztVhaVN3sZ8ed2PNFZp7z5+KEtCMmh8KZ2+ubua/j01yjybN0XBnXYsV7q5eWCAF0cHVUy6PD8yXEpYVt71ZallJEBC5f5qrqA+xKTriVXjpQ88Odj898Q5urQ889qa9vb1Wk5Lotb/twQuNT/YzsdJJQVdDEoWlS26ShpUqttar10jQ5dOzc50N6wMz2pLsSEUmVvu+Pzf+bt7c3Cx8iWrUtAYpUe3UR4nMcl3yO4zjOF9B7d2Wx+NMhQEK2Liy5xBgXuZ3zz+4/UD9RrPXBOq7h43ceRhz6kQ3SYhAJtTJRSmnVNkTLgOqxEVi8eHONYU0aTPLdMGhzy8GEwdvj2IF9JMJ2uFsJqDUEVNGu7ze5n/IM530NvnSJ1yRpEFEVcLwTVSSl8Kv9FUIIgQmh1qoihDTNvanR/MHZOE/7POcYpvieNYfsuv7EfXH7Xy0z6oypTUlEUYEAp5viotvTcVzyOY7jOJ+m98751NXJnIv4zsxzj4io1ppz1irMzMw/7FothzSGsFq1MTCA6qx675DkANhre32/Aw0hWFbn113LztvofVwITf0G+r5/e3urqPAdl/gm9oY/pKpCQEov7Uu7ijGAgqqMTTtQ9P1B2I/EnjmdVBUJQ+Bapeu6Wivc4enGwdNHxMC8WrVwh3JBx3HJ5ziO43xD8WkrPPNrERHLFcSlntGfMD5ICmJty1BV25jaNsVAqqqyHQMEWPSWO9xq7p4LX2bun8+r85GICBER4faqjK8LWuNBABgKyUi/1UQVEUAIBMz88vLSNq0qqOjUsYOIgfS6p0JneqKOrqeYc845T4+R7hp2tlpEIkoxhYBSdSFTn7O5ouOSz3Ecx/lxEuujsuQGayk8qPpE5GDzvZ/RnmEy7ldVRQRmTikFJhGw3uvzYfvc2IK1QbP+B4hfWM585B4hIuatJ4slHluJotX4IaGM1+n7CT9EbGJsmqZJjYrUWq1+79L+E9dlP9pmlhRg2cXHEpjvIcCIKKaI6k32HJd8juM4ztdcy95pEbObuAUwuOfv5XNOT+jn24/+lT/hktni1fq5BSZ7jRd+Nk+w3AeAyYmx1PoDY30hhJQCwFSppzYwOOYcft9nE9A0TbtqW0ZErLWYsBIRxKEWV8bsT7i4aaeer/qIqOu6vu/1iIzEO9ykiBhCaCLXaj4uiHDj7n+O45LPcRzH+TSheH6Nzf4H5/7sAKQCoDQCXZdFBod7Wzwj7vito+k+nBWz4YNSqKYjxzPO+qgh4dAe3Hw4lVQAAEFwSAQjAECtIBoQVquVWdeoDuers0RBmC1nZ+PzoajfRaWbqqqBC0BRGRvfnT2YMHNhvcXVUwDFbfSMFGgWKlUEOSPVTlAA7Cxo3A/NThxQgVARQQFVVdn6EPDbet33/R8vLaU0hGgBFAmRARDUAqBf4mnFgSFiFGDQWoG4APA49xDgX/z5AqqiVtc3t6kcepUvko6naXzgRcH92w0AdwKGuNPHTwlFNKSgAJsu5yJz35QdD9vTZ7g/CGqlinbhUFWISERECxEpANfKzP/00iBokUxEZuv0rsicOxJ7bNBxyec4juN8Q8xdc2FtT0TMBAB9X35Wz73jmNILISzWhc8WQyOiWkVEbHX+5BGOEw6uwz8VFPGEKFBUJjKDkBgjp4AIr6/rbugFt8Ih0/brxnoOHLz1mkOiQ+8TgNxDvZzux6DDLwUiIhNtNjnn/IDJMzUVBICUEpwRjXR/Tscln+M4jvOzmGckDpYLFt0DqFVKKQfqefQnjlLTNPOO1U/V5mvuts+EXV8ssXMbfvxC+mZXV+gQuzohh6DWyiE0zYoZ1n1Zr9c551orEeA3MexYXsZAbKaszAyiwIuJeGByflABHu8DufOuqsYYAbHrOjPRuaX4xAOybfojhLBarSwR/diNebo60Z9tOS75HMdxnC++ZjxvNYOIxAQAOZdFe72f7AA5uV8MjogXaukHM3lmDEvyr33VliG+sXH69jkFhxhjJIKuyHq97rpubCNpji3fRvhtMb1HRIGZ7l+aeDK+d+BmKaWYZ4zdOHd9zDEdXozxh3WOcVzyOY7jOM7Zem9nqQ5fAAAgAElEQVRbdYaIhKpaSh0tHw9klNGP1H1DY+spHHq2j8VdVd+8f91QlgkwxWZF5Ms3oNP9+rNt8RgHZqIQYinye/06BPeYpzaJ30ns4e51f2lXKaUYwv4V1jPu+lv9esDYHWGQ2YSqul6vLdQ2D4nfaDrsHNVQVasQY2jbFjxS57jkcxzHcZxj6zlTC0QESDmXnDMzW4rU/Dn9j11OzZetlzrdP/4gLTwrYt22v4HmMScdXUxaZk4pBA5/vXWbzaaUQkRIbKdf7Z+jYcyXGgecq5vd4x6k7J+/Vr9+/ULAKvU6nXanxyJIJCI5ZwtC3lr+H/pGRSRMMaWUpnzmM4/Wf/8dl3yO4zjOXcTVbT91otfWmZG9IVoyNlvPuVcFZt5/PD/7W59nSD++tEVEFdkXdbXWEALsOtzMQ2qfNIVwX4FPKbiI0HU9WHkbs3WNPyfQh4hVKgIyU6lyq5OzsZ2eGoQQprgjghmKvqcK1Lwah0mnqpWUmFJKgbnrNv+8+Ucpw5eJAoBdGrUpfdfe34/Q8DClTgqoMlHbtDHG1AQRAQUihN2pO7Vg+ODvj022xYsioky7+d5DANwEXorhH3/9HqffHQefEKsIqCJCCOGPP36pHDCt2S/5O633XAc6Lvkcx3Gcb4g1rTaRUGtVUUD6meMwacgQQkrJ1qxD8POJI5xTkaEp1amD4ucfmNXhjSLZNBjiZcvrsSBx+2ijaZsQgqr89fv3ZrNBRB1043xvCF/fZch6YFpLC1BNIb68rJo2IaCKgM5Gefdzj30uo1M0L8ZYqnRdB/dIaR4vqXWOMOsaFQHQpmlw7wGQd1xwnui/X3wIHMdxnNOr+Xvv1pLfRKTWKiI/cIlkIbJJUViz9dM+EM8TCthf5tp1fKpgxSSkaYwPKajCZX29TfW1bZtiEJHfv1/7vj8jyRa/4l0/T7e2E4wc2rZtmoSAdQhr3vGX4ZJfnq1bLBH2fX/CMPPGTzoAVJWIYowgw7i5zHOeEI/yOY7jOA8Ve/u6BRFLKebxCD8yr8nyAM2aJYTw0qxC4IPj/7QlfNaTmplF1MqZ4Ehi3mcuekI4NMnxvbMbcm5TijFGVf3r9zrnnHMmIkQopRAzjJ3fAQDN7UW/qnXLaAyriMpERJBi+9KuYmSpVdSianq/35wLf3zUKn5D4JzLer2+n1et7o6Seee2bRuZSi6E+uS3quOSz3Ecx3EeLHKG+F6tdfL0x6Ea6mdBRFKLtVlv2yYF0m1J2HIh/oSX0ha+VpBZa5l7eNpZfNZBWxAGVG2mMdM0ogio54kWIiRGphhCqLW+vb2VoVYNa61E3KQ216yAOuQzoqKifvnb08oRm5RSCi9NqiJS69gwszJNAvcpjtY6er69vZlbrN6p3nWWrmszv23b1WqlMtzIHuJznvS/ZXwIHMdxnM9aqE0mJfOKNfh5ayaTTCGEpmlCIFUQ+TIGjwt/nUWS6qcf3MHjvHSRn1Jq2yQir69DGwZLHWRmFe1LhlH+DOjXXl9NzknM3LZN26Rah5Cl3a0hEAAAyhMovsG+xZolWB3pIrvyfjLMCkSZtuYxTzT5HWeGR/kcx3F+BO8uevbbCp+5w6kn9WTgAbNaoPmD9uEjyABgvZtzsX7OgMgKUG0BeVZSFo0NsnW5PlcEQFB5kpw6nWwPd8cZRezgEVGlNE3TtpEIrZ8bIdywvcHyEhxa3x+UOiAKqtMD4oNpkLbqHYO0UEoVxbH9+JDueGhUlhdUVQhZQUWE6DbxTFRAQFUBkCYEZiilWHrn1Dihgh7TrkQUQoiRi+jr73XXdSKCFOZXFsbAIenONR++/suYuMwNMDVh4cBt27Zta5anw0mOYsYmqd2CCkDLiSrvnvXw+zCfWjocxjTNLEp8+kdpqOKLgQO/vnVdFeYoCDRrqnGj+0iHAK4CA5CIVH1p4kuKUCtCBbV3dr5xFoG87OmJ47jkcxzHcZ5dQJ6QHIjIjADQ98vivQfkRE1C9IjwuOdSenYMiEiEk1XNr1+/YoxWDjfYAH6pUKcJpMl29dnmKhGJ1NhGIpIqO5JQD6sCEUkpNU0EgM2mX282w8OJYdp8v6X5dhwQ8WX1Yp6xFoR/cjVCTIGG/HAa/HnuePsQwZB3TZpSCiGIFBdsjks+x3Ec5yupuNuKjXlj7rHTOoqoiI4L6G0kcN5x7q6aZ/yiTxJIADgqD2aOMaaUppG/efPox0weu2rzy/pEh4YIACGEWgV2zEWHyTA3qLRL0DSJCLsu932fc5bxBL+L7f5OEwVVHcN0Gph/vbysUoBd384nl6uq0nVdzvmuh2rResu7BoCXl5e2bWGIS5NIJa+XclzyOY7jON9MHJ4prhYO/qJaSl0Ig0UX8nusMnd7Nx9eyD5mNT91igshxBhTiohDcMxiFF9LVOjg3wjWwk1EnicINkZzNYQQQiil301BxIWwsfFfrRoReHtbbzabqY/8PGP5q8dzhrzHMekUAURKE+Iff/xps1FFbEws4FxH15anVXx9n/u+l6kTOt7pxrUcAVGFEMKvX7/MrxWG6KgLPscln+M4jvMt5NylasQWYZOxgarWuqwcO7GAvmGQ4U5hzKtWjgqjWYslQ06Ol1902kx+FebtAc90IkQEKjFGIlSVobxQD7ihWsTV+kys15vNZjN4cizDgN8qfw8BACFxbFdNagIByKj3pvjnk89MVS2liAihVQLfK7Fz/jgmpYQ4PFOYlzE7jks+x3Ec5wuLvYPbnPPKJAms2XoVOJEgd289dmkt37CS09scGILC1pwzxcjDkhq2Y3Js7fhIpXrwGPY18/SHSSNE7Pv+2SY2EYmopc7WKoRbvxAdQpQsIjHGFIMC5NxtNr11DbFHFSoyD/R99ZW9qqKo6VgEJeYmhVXbxMAgUoe+GjxdWTij98ABl6aTs/fYP898LrN4V6p0XVdrBWSLwwLd8RohIpE2Taq1qsok+YjY/uk4Lvkcx3Gcb85+JueUrFhrFZFpNXlwjbhYT99c5+w+j38nsRPNcnFWYXhwh6ePc6oBQ6mgoGN8Lwa2PEgAwDFrbpHd+vhrd92naq0pJQC0lmjPNBuHQjWL3U3pxGNYUhFRRdu2jZH7vphyWBqWLJXel7RvmSQuDH6wQohN06YUmhCJh6RFxGHanzm9n+EXRmGMwdq1uXMfyHlMe/YiTxG/Y/fUiVvDI4SOSz7HcRzn62HRKhN7Jglmhoc/CwJAFRUVVSJKKaUUA3+fgMDc12RIgHym9auINCkSUenz3J/T/o4xcgoIsN70b29vlof8vZ/I2KBE4rZtVquWiQBkHvD2VuJn/r7Nx9WVm+OSz3Ecx/lxbP05AazM5gePBagMArht2xgjojlADN3nzwyhzIMbn575uZS1RERUSn424xl73BBjhCEmo4eCMPj69rbZbOwsvqXqQytyG4XKqglt2zapQURRAZmGhd7Ris8x3z5fMwNYs8dxxPDMQXMcl3yO4zjO91kPze0NzQ3iGxncX4aV6jFz0zQpRbDaMPgK3veXyHuYvFueD2Ic5+HOYYtqrfX3elNr/dyU2sdNRWu7166s556IwKGMZdcq5wwnAMxUn+s9xyWf4ziO88Ow4NVUFgU/NSYAAAgYAqeUYjSvSJhiTVd0tH9OY0ATfZO2fyaRA4hISJMc3e39KH3fl1LnriHfz3pxykKMMbR/tIE4EgBIrTYgtBAx8B07zd9pSHdfJcDqg+O45HMcx3Gece3ykW0mD8NhJQ0KgIpQahERFRwegeM1Xz1fiO+twi1QtvT9QwQFQZx3X9t31a+Xjg8ePYxtG4ltOVQtltFKCoiYUmiaNB8iBTxHVJxwizm9/aVK8vj2aOYy8/FDyw+cNAKqiLTpRRX6KsBBZOhCsS8kllp45x1zPpyO5zaiA1VIpAlhve5qrW3ThhAnUUNIIMtw60V67+ox/8AThMXFA905YCLMqMoUxrFX0EyQm9T8+ecfVl5rAc/9s75o0N/NND5zvn3kJ2joojE7JrjNhbCfNTMsVQBVyAqKOzV7NDtxM2E6ZUPloVTHJZ/jOI7z5UWjt6WaLbppGpYQAoewGKhvdr5j3OwZT42IiNgqSdu2jTHc1lzm009Z9yXgoQvUNM1qtbLY+1efgao6RSbv+pszd+BE/NBX+W+j45LPcRzHcT5TrN52jwTbuIfV7zEjPoc8uJ/kU932734qRLRtGyJNKTJj1/XMHEOYVuDXHfMnnqle/n7btogYY7RrdL5j0HPep6rK4yk8RkqND2vAhZvjks9xHMdxvp5Wue1SfpJ2RGTN1pkJZsG9b/mw3yTf6MuKT3ZskFIiwpxlvX7r+/7Xr18xfLPFzzt5sCmlqX/Gl+smv39LhhCYeSe/+G6TZ4pdX/1dX3HMHZd8juM4jrNcjeEITA/Cf6RRC6paDRszxxhDCEyoP6A7hdV0WetFIn6uY2NWwr//Xpec+806pWTS3FbzV6/CP8t7VvcyOVFN7Z06GGuRMt2ky/q3r0aMQVTp/ldhnthJRHibfXoCvOOSz3Ecx/myi3447Mrw1IubW60XSQUG6xoAgJRS20RbW1vEb/q66+wuvsTVf87WiyXnruteX19jjBSD9dwbTWIA0Q5erz7rm8+li+cwAur789z6DaoqM3+5xM7FsCNiKYUC3/9Wss6ZiAjM/JG0Tpd5jks+x3Ec50nVzv42UyGQLZ2tdTXMwghzj004aXF5+kj2d7W3wdF11WSMiXCDRbnZG/LMlGVh5DDoPR2arccYUwpzdXddZtfD1ognbVHHazHbzDq5wXaQgYhyn3PO9i7CE0WQkGi92RCzTdGhk5oAIRB9VKc9XjjZrMJdO9qtZ6wIIv7649fiwAb/2Nmjhyvm2/kne1Hw7fRtbnsjolIKM5dSUoqqkPs+xZd7R8xsmotI06TVajUd4v7tfKKpI+7+Xrj2c1zyOY7jOM/OfGUzxXZMAYaz66MWIcFr2xV8tlOiLhe4ls+ZUsTPUG6fOCUQUES2sl/0CU/aIs76xa8GEk7zbZvSiQCgCBoDvby8WEcQuLDH4NPG/eznhZlrrcxMxG9vbyr19HOKG83tQTCvVisrWHW55rjkcxzHcb4GN4ls2KN3W1NOzdYvlQqfvsq8wr5l8RFEFKlmhxhCiDEQfjTF8UuoxCHaCYiICjo0YSeyfz6V0lME65d2Tg7klxh5VSUFuwER1Grz/unXHymlEAhmKsgezXx1q9ip+DDGqCrr9Tql+JhfCJH6snpJMagKAniPescln+M4jvNT5OK0jrTYzu6D9vfr9+YL0BPZXKeV2E1k0a2WwiGElBIz7ZsIIlxW0PjFooK49W55Zl0hsE021X1R+IXGewg0oYKqCCKCwio1q7ZtmgZQpYrNoOkm/ep6zxJWLdBHhK+vneoQrL23D42lajdNKlVASgwRHMcln+M4jvNVNNtHll8ws+uotX6wUuWg78t5Qkg/dRi3fzdNE0IIgQBAZaeCEUERLzjQL5cFalE+W5FPJX/4hJ6t4xEdcLz8ghJoumWYsY2r1WoVA4mITb+pTfkVu33A85HrHqmoaoyxVum6zqLLsFcmd4+hXq3aEEIpJdzIsdNxXPI5juM4T6335pLPQnyjlwleVDU0bfbp9pU36csXY7TVoB7oc60/IhNs8rJHFFm65jh3uYVViTmE0LZNCCQyuAeB6Px+PPORypOfMjOrKhGUMqQVPEaLWlNHVQEAIlJP63Rc8n0rJAMWVS2ZCQIHVhTAoiiWUoHqg3ankQdi7LVHRNaIgpUgq3bdmkUJUqYQIfs43YOqHWBDGpiVGk0iKCwMoIVAO8W/FCP0PlD3WdGIAiMCQBVShJaU/hCsQH2kBBprB9w+iTKcQjqTVwcsmowPC34EJVA4Fu05vUpbvHuFIFSdCw8dD0MP/O6cPh4FAgIFQDL9ZhsSQq3aMKxiQwSmf2HWwmv8PL+7Gn2M3L3IQXGepmuhO1iacAoiA4AqEIYur+1Tood7HuBxpUjbbckuh5Xb4Y3ihLjd4XBcpDta/DxDF907FdvLTAWgTXecdkjDmMuw3dgHcHZqu/McRIEPXBAEUBBVJGRQkoKIqUmr1SqEgDj0fhyUHijN78fPnnjX3Lm7B0aIpZQYY9fVv36/FrslgYbhtDtdkYa7XBRtXtH8gulZ1xhHS1RgAFVtmmYVuVZBUa1AvByz02N44l337XRc8n0+XY6hiX0P/+pf/U//x7/+vzcbQkSlDCCCBBIJXXXchX/5X/1n/+1//V8kZWCAAiWAoMD/8r//f//d//jnP/9+/fMXdSjpzQfqHtBLTa/1L2xX//I//4/+m/9SX/4GQNQLAEGN//Pf3/6Hf/NvYb3ygboHJb5i+TPWRJAr9a38//+hdP/9f/of/wcBKAMHhc9bHJjAGyYJ0dTaax7fe+KhxT2homes6Y+9vtyAGRH5hDn7mSP8hR9WjKtzHYFvu5DFwy/icpsjKa1DcPyd8TzwYTVVo6qMiIAEaIWjpvemdinfSUss4pO5lKZpVPV1sy5ScXwIoeNo4/Y5BBzM/8Zzv3d8jDVq5rZpwZunOy75visYRQAh4f/1//y//9v/+W+q/KHEgBVAQANqVHLVcbPV5Pyf/8m//TuIAlFBCSogJLxerTd/+1//9Uv3++8r+ve75hWrj9s9yPr67wnSv2vvXpbbSJYzjn+ZVd0NUqMJeeFzIs7Cr+AH8PuvvPfCay+8ccTESLwA3ZXpRQNgEwAJ6AyhC/X/rSSRwqVQAOrryqrq+/V//LtsNc/PTDWrHjPb/03+n3/8JifyXWmA0zTd2HQrRfattM//c//lzyq1++JKK2GbouH7jun31ZvzLh0/+4YQX9sMu5H4dty+PJ7h1+22mfOFgOXeLfv53kv6x89+XMLRX7dP2tMWMeNwgjRPXUWwE//yVMC5naeK5qX0fXe7Gvq+lzRN0w9/2eUNlFq9lsf1erPZ7D+UcheS920di8Ccux9dPsW3HJnMKbrW2vclIvcvAUDke1d6b01h6kuN9JRbSFIza56hyLSkld5oGPWsJUMhM5WcZNWKJFdV1z+0GG77zU2736yjfqDdrvOd+nF99+ddjBlVdiPTlONYvCrN222WT9l/jkca6jqBO0p7LBHNYxOmbOPDnUzqpoiYclVs9d3epJnzYQzanb+3XLynX+L6974idDmRsht3LvYv/erE8C7abX8h4Oh52cVt+8/++EdJegd5zbXMe/lsK5WDJZ65zIXbYyR2q1tz+TZsmdl5+XB7u1oNbpq3TSql6HnJ7jvoVMeHoHRDF5Hr9ToWC2XTFCbfFZI/ZTLb12pvZ03t6+96znur1crNptZ0/X1iACLf9/h6H8OLdW4WNq033oWZzJppMrkplU4rXembNC0sNLgkNVdqUF2Npcv7cQjr/KZNzPJdxWfL6tZ3K02uMbUaS29jWDyad940TeN96Xsa6hom+xDWVRurjS39ttm/rD4VSc3dh9KG4kf1id9w+LXcnWUu8nxnQ8w3HJ7+gs/dTPOlgO/VIHHuDu2CQX9ctuvQqWsiT//ox7/zVKlpz/KenQi0c4A5vsvM5qlS6s3NzTAM7pYvbJv0nnrj8mKKSeM4Tm2an+/yac5nb+QrZdm7kxjzgkWbRRax7Qu11lVX575ti2s9AJHvHX2NRafiOamzoa+rlsXnj52QZ5hMQaNdawQRHmUKa0WpydSklWq14ZOmeFSV9U7ku4reistKa3UTigxra00rfXT7KEUrj4/dNCVTrFfyITwnydUU8tFjrUhl+U2RPkquv1jXuSy6O/tryz/MG+WdLOZcjr2+dq7v+JFc8i/HN3Pu8acuKEC9fPe/UsrBuqB3cMj1cSe5/KWcf3maxr/eCPshfkTuF1PpgsWBZx/r6UV4X3tOw9NGRLs+r9z9Zfe/I4+Of3gqzsxU6rVCw6di0PmF2CUUN1sNwzAMQ9+ZaT52b57fW26h9OOEtJc+Il5+u9krb2R3by3GcWwRZuVp4aIt/rvN7/Xct7T7duscu/wlljJivhV372up1cexLXpA7vbf0a9X3A4i3/tskklmoS5L86qpRZMswyxDbmHBcrK3z3rbD++SRcXT0ybVlGzS5qHl+ovaH7fx24N/7grNdQ3juLnNyFo3Q1FxV9fJJ1c/jFKUyFXrHgobF11Fyz89ah+TLDdurbZ1PGTK8l5eW9cX/3bvxP1QZrl9wnIHl/2fL9y25GQoOv4vxwevnx/IPi8xnR/es+mO9NRXHzV2cLJzZmSGu5dShlW3r/BcPLy4ZBL2G4/Lj5v9ePC9bOrjmdtXNvc3MzOfN+fcb/CTu6CyTESvN3Vx393a00YoNm8UpN1FirMD64t/vuyxhwsy4/Lh+y745eEesPMbZleZ6VJYaj7Kbe6Y81aeKbmZz6vRIuPZkrN0C5sP/Ei5rJRyO6yGVVe97Cb0zveus++vt+pUr9zy8jSXVy6ObHcwff6W3x/76e61li8PD+M4KnM+BXL+UcbcO7ZN7ItrFtlaK9uCLM+vKw9294hpGIbbm+1lNjfLbGa+7KV6odTzwn10qBEFke+HEJahyNrdr+83bUqTeZVC5pYudXIGvm9s9xVqClPNtbSSSqiUlMdtybGu/yztU7cqRuS7ipuh3tzpYVy30lSlqJ3XL7Ypfl+yWpa0nlWsVxud35k+KGszj2L39jgN1hVJU8QmapNqUfeNA8Mcn47n946z2T+Rdva58fIkdmJwZouRqJTK1trhLaefDXgHD2+5LG3+T/PYrnaleMkIPQt77+IT+CvnK7ZFvmnzDMw0TU9R+eVDwE92g3l8HpHKmHvdNLXW2j5PHiTwE1/ZFz94P8xFL+b8Sx5/RBxMHWWLbW4zSW3fncwyIpSKaPOzyt3J9T7f8XIdWoRyd8BjrX2pq5vezbWYWfpegeFsP1leVnipsuDsOYFzy8xXmkop09Q2m01rbbmctpTi7mYq9tR+RRa23VjYzHJRrWsXHtIQkxSZWUvJ1DhOZrZ/my/35HlP0/sg8v26mnUyj1TxVeddC28t56+xyGrZiaPhrpW2pUw11ZKKULHUqGnj43Q72cep9hv7RONfx6b7cqO2UrfxJj0qV9po1ZUSrugeTHddSrc01FV00eym5SBL2ZQ2Nvkmpam6pblaPsi+ReQ7WBS0P4zhlWHfiYJMPTuJ++VL++fHjucGVYe1Vfv8tn0iqXyeyo7vNrMdPM7jc7dqraX6fNj68sC6dxPnluPXl16ag8K8eWaulCJt9245mOU7VXZ74p61n+XbZcXda7ct7NzmqFee4OV7wOyG7xHbnLhfiJgR5xvyeWHnU47Yzxb67v5smxBSYZbmmi9KuG9PDXGzIou5kvD5t6CnpCzbnTlXXd/lbjbr6QiBH6ZrvT6pdVDk+dqHxqJ3zUk4ImqtXVfu7h7GzUYpc7NdbWW0li3mk9FtrpjNXW8pOS/by+W5fIsy3NffCBExDMOq77ePP2P/au7WY9qFbxyOdgCR74c3eZiK9HtfungcvHIu37f58ljVSDeLqZpkJjfX6q6U//rXT5/uHteffv/fz9PQsWnkVXy+fezv2mP97e+/f9D9H1r9Tem1ueJG3n3IP/7x8N+r/BsNdQ1jd2fTl751pjHW65u2+be4H+6lm9tMWUY9eT7z1zs7QWcLl5+8tzzF4eStnbi8E28wP3Y8QXc4xrI8O+LaP5J9cjiY8CnFh1VnsshI5cnI9yMP7C55bK9XoG0bJJ9V30Vrki13cD24Kb9kcWYpu3G2TLE/9bHWmpGSMuJsbcHZX4jdvh37GsKD51trLZvzkU92sHnbvjxle2tTTtsNPHdJsBR3d/OMaBGTm29jmzQfqdee51VPeXF3G1Z93/fu3lor21ZKlblc2Y4Pn/s2PfDgQswree+4ivjkL+9+assrNfsrTe4eoXEcty9xZFjMvWIYhjo3S277wDwlOE/4x1z/OU8A5u60xEsUmdkwDJJNU5O0vdAje6V+9Sc98h6/IOamjz7X22g+TdNkWrlXyWSRNskiZUozcvKbp73dN7NX3+TGzWtUySK1VhvXjzXNo2xKb8zyXeu7fJQ6j650ad3UyzR5VE352MsfQ/dWLFnFeq0PHanK0mxKk9SXrB8zp/BN731Gn+u/eCji5Z/zL634euWW98O13VkOc02eMp+GdEf3orP/cla09jStNw8Ijzb0OxgcH88Inf0F7TZsiAx/qiKL5y3wIxacX1gEeGL67tSlgf2qyPlvbkpZZrpbxNMd7Yvp/FxTS2qp1PZqhu3idEoR2yVrtju64LXHfzbVazvDY4s7LsVy95QimvnZVzCfPZWTd3TiFPA0pSLd57MDyvxw5wZLk9nh1KGeT+Vlprmn2vIZmPxn6WOXfIzks6KAeUbU9hv3RGxfrO1bez6DIaXIWrYbbJpM25WST2eqzH/1rxnhzgm8mGn/MbLfRmj+HHget5/2kiHXgcj3UwcQfI/gcTjUONhMgk/Vb+Z4HuaS5S54k6aeRxL0eeAnGirwVgXwI2PCCj9HAmTs+33jN75lUx/uPAkAAPBXBhtMagEAAADAe0WlFgAAAAAQ+YBv7ux28MB77fn0dgAA8FYo7AQAAACAd4tZPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAJprsY0AAABmSURBVIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAD4If0/MQKsOWSni7oAAAAASUVORK5CYII="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">31<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>celu <span class="_ _19"> </span>pog<span class="_ _1"></span>łębionej <span class="_ _19"> </span>identyfikacji <span class="_ _13"> </span>i <span class="_ _18"> </span>oceny <span class="_ _13"> </span>ryzyk <span class="_ _13"> </span>i <span class="_ _18"> </span>szans <span class="_ _13"> </span>związanych <span class="_ _19"> </span>z <span class="_ _19"> </span>klimatem, <span class="_ _19"> </span>G<span class="_ _1"></span>K <span class="_ _19"> </span>MIRBUD<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">przeprowadziła <span class="_ _d"></span>analizę <span class="_ _d"></span>sce<span class="_ _1"></span>nariuszy <span class="_ _c"></span>w <span class="_ _d"></span>pełnej <span class="_ _d"></span>zgodnoś<span class="_ _1"></span>ci <span class="_ _c"></span>z <span class="_ _c"></span>wy<span class="_ _1"></span>maganiami <span class="_ _c"></span>E<span class="_ _1"></span>SRS <span class="_ _c"></span>oraz <span class="_ _d"></span>rekomendacj<span class="_ _1"></span>ami </div><div class="t m0 x4 h6 y53 ff2 fs3 fc0 sc0 ls0 ws0">TCFD (Task Forc<span class="_ _1"></span>e on Climate-related<span class="_ _1"></span> Financial Disclosures<span class="_ _1"></span>).  </div><div class="t m0 x4 h6 y54 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y438 ff3 fs8 fc0 sc0 ls0 ws0">Scenariusze klimatyczne </div><div class="t m0 x4 h45 y439 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y43a ff2 fs3 fc0 sc0 ls0 ws0">Do <span class="_ _1"></span>analizy <span class="_ _1"></span>ryzyk<span class="_ _1"></span> <span class="_ _1"></span><span class="ff1">i sz<span class="_ _1"></span>ans k<span class="_ _1"></span>limatycznych <span class="_ _1"></span>wykorzystano <span class="_ _1"></span>dwa <span class="_ _1"></span>scenariusze, <span class="_ _1"></span>odnoszą<span class="_ _1"></span>ce <span class="_ _1"></span>się do <span class="_ _1"></span>globa<span class="_ _1"></span>lnych, </span></div><div class="t m0 x4 h6 y208 ff1 fs3 fc0 sc0 ls0 ws0">zmieniających <span class="_ _c"></span>się <span class="_ _c"></span>uwarunk<span class="_ _1"></span>owań <span class="_ _1"></span>klimatyc<span class="_ _1"></span>znych <span class="_ _1"></span>i <span class="_ _c"></span>regul<span class="_ _1"></span>acyjnych. <span class="_ _1"></span>Pierwsz<span class="_ _1"></span>ym <span class="_ _1"></span>z <span class="_ _c"></span>nic<span class="_ _1"></span>h <span class="_ _1"></span>jest <span class="_ _c"></span>scenariusz <span class="_ _c"></span>S1:<span class="_ _1"></span> </div><div class="t m0 x4 h6 y43b ff2 fs3 fc0 sc0 ls0 ws0">Paris-<span class="ff1">aligned zakła<span class="_ _1"></span>dający wypełnienie cel<span class="_ _1"></span>ów Porozumienia Parys<span class="_ _1"></span>kiego, koniecz<span class="_ _1"></span></span>nych w tym c<span class="_ _1"></span>elu zmian </div><div class="t m0 x4 h6 y43c ff2 fs3 fc0 sc0 ls0 ws0">otoczenia <span class="_ _d"></span>reg<span class="_ _1"></span>ulacyjnego <span class="_ _e"></span>i <span class="_ _d"></span>gospodarcz<span class="_ _1"></span>ego <span class="_ _d"></span>i <span class="_ _d"></span>zatrz<span class="_ _1"></span>ymanie <span class="_ _d"></span>globa<span class="_ _1"></span>lnego <span class="_ _d"></span>wzrostu <span class="_ _e"></span>temperatur <span class="_ _e"></span>na <span class="_ _d"></span>poziom<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y365 ff1 fs3 fc0 sc0 ls0 ws0">+1.5 <span class="_ _1"></span>°C <span class="_ _1"></span>l<span class="_ _1"></span>ub <span class="_ _1"></span>z <span class="_ _1"></span>nieznaczny<span class="_ _1"></span>m <span class="_ _1"></span>jego <span class="_ _1"></span>prz<span class="_ _1"></span>ebiciem <span class="_ _1"></span>i <span class="_ _1"></span>powrote<span class="_ _1"></span>m <span class="_ _1"></span>do <span class="_ _1"></span>temperatur <span class="_ _c"></span>poniżej<span class="_ _1"></span> <span class="_ _1"></span>tego <span class="_ _1"></span>poziomu. <span class="_ _c"></span>Powstał<span class="_ _1"></span> </div><div class="t m0 x4 h6 y366 ff1 fs3 fc0 sc0 ls0 ws0">on na bazie danych <span class="_ _1"></span>i wniosków przedstawio<span class="_ _1"></span><span class="ff2">nych w publikacjach:<span class="_ _1"></span> </span></div><div class="t m0 x8 h6 y43d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">IPCC - w szc<span class="_ _1"></span>zególno<span class="_ _0"></span>ści rap<span class="_ _1"></span>ortu WGII AR6, korzystając<span class="_ _1"></span> ze scenariusza SSP1<span class="_ _1"></span>-1.9;<span class="ff2"> </span></span></span></div><div class="t m0 x8 h6 y43e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">IEA – raportu World <span class="_ _1"></span>Energy Outlook 2023, korzy<span class="_ _1"></span>stając ze scenariusza NZE;<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y43f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">NGFS <span class="_ _19"> </span>- <span class="_ _19"> </span>NGFS <span class="_ _19"> </span>long-ter<span class="_ _1"></span>m <span class="_ _18"> </span>sc<span class="_ _1"></span>enarios <span class="_ _18"> </span>for <span class="_ _19"> </span>central <span class="_ _19"> </span>ba<span class="_ _1"></span>nks <span class="_ _18"> </span>and <span class="_ _19"> </span>supervisors<span class="_ _1"></span>, <span class="_ _19"> </span>kor<span class="_ _1"></span>zystając <span class="_ _18"> </span>z<span class="_ _1"></span>e<span class="_ _0"></span> </span></span></div><div class="t m0 x49 h6 y440 ff1 fs3 fc0 sc0 ls0 ws0">scenariusza Net Zero <span class="_ _1"></span>2050.<span class="ff2"> </span></div><div class="t m0 x4 h6 y441 ff2 fs3 fc0 sc0 ls0 ws0">Drugim <span class="_ _11"> </span>wy<span class="_ _1"></span>pracowanym <span class="_ _f"> </span>scenariuszem <span class="_ _11"> </span>j<span class="_ _1"></span>est <span class="_ _11"> </span>scenarius<span class="_ _1"></span>z <span class="_ _11"> </span>S2: <span class="_ _f"> </span>Paris<span class="_ _1"></span>-<span class="ff1">missed <span class="_ _11"> </span>z<span class="_ _1"></span>akładający <span class="_ _f"> </span>brak <span class="_ _11"> </span>dalszy<span class="_ _1"></span>ch </span></div><div class="t m0 x4 h6 y442 ff1 fs3 fc0 sc0 ls0 ws0">decyzji <span class="_ _1"></span>prowadzących <span class="_ _1"></span>w <span class="_ _1"></span>kierunku <span class="_ _1"></span>zielonej, <span class="_ _1"></span>czys<span class="_ _1"></span>tej <span class="_ _1"></span>t<span class="_ _0"></span>ransformacji <span class="_ _1"></span>gospodarki, <span class="_ _1"></span>ora<span class="_ _1"></span>z z<span class="_ _1"></span>akładającej <span class="_ _1"></span>wariant </div><div class="t m0 x4 h6 y443 ff1 fs3 fc0 sc0 ls0 ws0">wysokich <span class="_ _1f"> </span>emisji <span class="_ _1f"> </span>i <span class="_ _1f"> </span>przys<span class="_ _1"></span>pieszającego <span class="_ _1a"> </span>wzr<span class="_ _1"></span>ostu <span class="_ _1a"> </span>temperatur. <span class="_ _1c"> </span>Do <span class="_ _1f"> </span>opr<span class="_ _1"></span><span class="ff2">acowania <span class="_ _1f"> </span>tego <span class="_ _1f"> </span>scenari<span class="_ _1"></span>usza </span></div><div class="t m0 x4 h6 y444 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tano następujące publikacje źródłowe:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y445 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">IPCC - w szc<span class="_ _1"></span>zególno<span class="_ _0"></span>ści rap<span class="_ _1"></span>ortu WGII AR6, korzystając<span class="_ _1"></span> ze scenariusza SSP5<span class="_ _1"></span>-8.5<span class="ff2"> </span></span></span></div><div class="t m0 x8 h6 y446 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">IEA – raportu World <span class="_ _1"></span>Energy Outlook 2023, korzy<span class="_ _1"></span>stając ze scenariusza STEPS;<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y447 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">NGFS <span class="_ _19"> </span>- <span class="_ _19"> </span>NGFS <span class="_ _19"> </span>long-ter<span class="_ _1"></span>m <span class="_ _18"> </span>sc<span class="_ _1"></span>enarios <span class="_ _18"> </span>for <span class="_ _19"> </span>central <span class="_ _19"> </span>ba<span class="_ _1"></span>nks <span class="_ _18"> </span>and <span class="_ _19"> </span>supervisors<span class="_ _1"></span>, <span class="_ _18"> </span>kor<span class="_ _1"></span>zystając <span class="_ _18"> </span>ze </span></span></div><div class="t m0 x49 h6 y448 ff1 fs3 fc0 sc0 ls0 ws0">scenariusza Current P<span class="_ _1"></span>olicies.<span class="ff2"> </span></div><div class="t m0 x4 h6 y449 ff1 fs3 fc0 sc0 ls0 ws0">Lata <span class="_ _1"></span>2030, <span class="_ _c"></span>2040, <span class="_ _1"></span>205<span class="_ _1"></span>0 <span class="_ _1"></span>zostały <span class="_ _1"></span>wybra<span class="_ _1"></span>ne <span class="_ _1"></span>jako <span class="_ _1"></span>horyz<span class="_ _1"></span>onty <span class="_ _1"></span>czasowe <span class="_ _1"></span>dla <span class="_ _c"></span>ryzyk <span class="_ _c"></span>i <span class="_ _1"></span>szans <span class="_ _c"></span>klimatycznyc<span class="_ _1"></span>h, <span class="_ _1"></span>aby </div><div class="t m0 x4 h6 y44a ff1 fs3 fc0 sc0 ls0 ws0">wyznaczenie <span class="_ _14"> </span>tren<span class="_ _1"></span>dów <span class="_ _12"> </span>o<span class="_ _1"></span>pierało <span class="_ _12"> </span>s<span class="_ _1"></span>ię <span class="_ _12"> </span>o<span class="_ _1"></span> <span class="_ _12"> </span>punkty<span class="_ _1"></span> <span class="_ _14"> </span>odniesienia, <span class="_ _14"> </span>wy<span class="_ _1"></span>darzenia <span class="_ _14"> </span>i <span class="_ _14"> </span>te<span class="_ _1"></span>ndencje <span class="_ _12"> </span>z<span class="_ _1"></span>awarte <span class="_ _14"> </span>w </div><div class="t m0 x4 h6 y44b ff1 fs3 fc0 sc0 ls0 ws0">scenariuszach <span class="_ _2c"> </span>bazowych. <span class="_ _2c"> </span>Dzięki <span class="_ _2c"> </span>zastosowa<span class="_ _1"></span>niu <span class="_ _2c"> </span>tych <span class="_ _2c"> </span>horyzontów <span class="_ _2c"> </span>czasowych <span class="_ _26"> </span>możliwe <span class="_ _2c"> </span>było </div><div class="t m0 x4 h6 y44c ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tanie 3 sc<span class="_ _1"></span>enariuszy <span class="_ _1"></span>bazowych <span class="_ _1"></span>jako p<span class="_ _1"></span>unków referency<span class="_ _1"></span>jnych i <span class="_ _1"></span>tym <span class="_ _1"></span>samym <span class="_ _1"></span>zmaksymalizowanie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y44d ff1 fs3 fc0 sc0 ls0 ws0">możliwości wykorzy<span class="_ _1"></span>stania dostępnych danych z r<span class="_ _1"></span>ekomendowanych przez ESR<span class="_ _1"></span>S i TCFD.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h45 y44e ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y44f ff3 fs8 fc0 sc0 ls0 ws0">Identyfikacja i ocena ryzyk </div><div class="t m0 x4 h45 y450 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y451 ff1 fs3 fc0 sc0 ls0 ws0">Długa <span class="_ _c"></span>lista <span class="_ _c"></span>ryzy<span class="_ _1"></span>k <span class="_ _1"></span>i <span class="_ _c"></span>szans <span class="_ _c"></span>związanych <span class="_ _d"></span>ze <span class="_ _c"></span>zmianą <span class="_ _c"></span>klim<span class="_ _1"></span>atu <span class="_ _1"></span>została <span class="_ _c"></span>wy<span class="_ _1"></span>pracowana <span class="_ _c"></span>na <span class="_ _c"></span>podstawie <span class="_ _c"></span>kat<span class="_ _1"></span>egorii </div><div class="t m0 x4 h6 y452 ff1 fs3 fc0 sc0 ls0 ws0">ryzyk <span class="_ _11"> </span>i <span class="_ _11"> </span>szans<span class="_ _1"></span> <span class="_ _16"> </span>uwz<span class="_ _1"></span>ględ<span class="_ _0"></span>nionych <span class="_ _f"> </span>w <span class="_ _16"> </span>rek<span class="_ _1"></span>omendacjach <span class="_ _16"> </span>T<span class="_ _1"></span>CFD <span class="_ _11"> </span>(Recommendati<span class="_ _1"></span>ons <span class="_ _11"> </span>of <span class="_ _11"> </span>the <span class="_ _11"> </span>Task <span class="_ _11"> </span>Forc<span class="_ _1"></span>e <span class="_ _16"> </span>on<span class="_ _1"></span> </div><div class="t m0 x4 h6 y453 ff2 fs3 fc0 sc0 ls0 ws0">Climate-related F<span class="_ _1"></span>inancial Disclosures <span class="_ _1"></span><span class="ff1">–</span> Final Report J<span class="_ _1"></span>une 2017), wymo<span class="_ _1"></span><span class="ff1">gów zawa<span class="_ _1"></span>rtych w ESRS E1 AR </span></div><div class="t m0 x4 h6 y454 ff2 fs3 fc0 sc0 ls0 ws0">9-<span class="ff1">12 oraz wspólnyc<span class="_ _1"></span>h prac i wiedzy eksperckiej zespo<span class="_ _1"></span>łu MATERIALITY.<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y455 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y456 ff1 fs3 fc0 sc0 ls0 ws0">Ryzyka <span class="_ _c"></span>i <span class="_ _1"></span>s<span class="_ _1"></span>zanse <span class="_ _1"></span>klimatycz<span class="_ _1"></span>ne, <span class="_ _1"></span>w <span class="_ _c"></span>tym <span class="_ _1"></span>z<span class="_ _1"></span>akres, <span class="_ _1"></span>w <span class="_ _c"></span>jakim<span class="_ _1"></span> <span class="_ _1"></span>aktywa <span class="_ _c"></span>oraz <span class="_ _c"></span>dzia<span class="_ _1"></span>łalność <span class="_ _1"></span>gospodarcz<span class="_ _1"></span>a <span class="_ _1"></span>mogą <span class="_ _c"></span>być<span class="_ _1"></span> </div><div class="t m0 x4 h6 y457 ff1 fs3 fc0 sc0 ls0 ws0">narażone i <span class="_ _10"></span>wraż<span class="_ _1"></span>liwe <span class="_ _0"></span>na zidentyfikowane <span class="_ _10"></span>z<span class="_ _1"></span>agrożenia klimatyczne, <span class="_ _0"></span>zostały ocenione przez wewnętrznych </div><div class="t m0 x4 h6 y458 ff1 fs3 fc0 sc0 ls0 ws0">ekspertów GK MIRBUD <span class="_ _1"></span>według następującej m<span class="_ _1"></span>etodyki oraz skal:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y459 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y45a ff1 fs3 fc0 sc0 ls0 ws0">Istotność ryzyk<span class="_ _1"></span> i szans obliczona została za pomocą<span class="_ _1"></span> wzoru:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y45b ff1 fs3 fc0 sc0 ls0 ws0">Istotność = (prawdopo<span class="_ _1"></span>dobieństwo wystąpienia * <span class="_ _1"></span>waga skutków) + waga skutków<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y45c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y45d ff1 fs3 fc0 sc0 ls0 ws0">Przyjęto następując<span class="_ _1"></span>e skale ocen:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y45e ff2 fs3 fc0 sc0 ls0 ws0">- <span class="ff1">Skala prawdopodo<span class="_ _1"></span>bieństwa: od 1 (minimaln<span class="_ _1"></span>e) do 5 (pewne)<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y45f ff2 fs3 fc0 sc0 ls0 ws0">- <span class="ff1">Skala wagi skutków ry<span class="_ _1"></span>zyk: od 1 (minimalne) do 5 (k<span class="_ _1"></span>rytyczne)<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y460 ff2 fs3 fc0 sc0 ls0 ws0">- <span class="ff1">Skala wagi skutków sz<span class="_ _1"></span>ans: od 1 (minimalne) do 5 (<span class="_ _1"></span>decydujące)<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y461 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf20" class="pf w5 hc" ><div class="pc pc20 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">32<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">Ocena <span class="_ _c"></span>ry<span class="_ _1"></span>zyk <span class="_ _c"></span>i <span class="_ _d"></span>szans <span class="_ _d"></span>została <span class="_ _c"></span>przeprow<span class="_ _1"></span>adzona <span class="_ _c"></span>na <span class="_ _d"></span>poziomie <span class="_ _d"></span>całej <span class="_ _d"></span>Grupy, <span class="_ _d"></span>bez <span class="_ _c"></span>a<span class="_ _1"></span>nalizy <span class="_ _c"></span>s<span class="_ _1"></span>zczegółowej <span class="_ _c"></span>na<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">poziomie <span class="_ _16"> </span>p<span class="_ _1"></span>oszczególnych <span class="_ _16"> </span>j<span class="_ _1"></span>ednostek <span class="_ _16"> </span>lub <span class="_ _11"> </span>aktywów. <span class="_ _11"> </span>Analiza <span class="_ _11"> </span>obejmowała <span class="_ _11"> </span>zarówno <span class="_ _11"> </span>własną <span class="_ _16"> </span>dz<span class="_ _1"></span>iałalność </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">Grupy, jak i <span class="_ _0"></span>jej łańcuch wartości w <span class="_ _0"></span>obszarach upstream oraz downstr<span class="_ _1"></span><span class="ff2">eam, w perspektywie kolejnych 12 </span></div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">miesięcy. Wyniki oceny dla <span class="_ _1"></span>tego okresu zostały następnie eks<span class="_ _1"></span>trapolowane na pozostałe ramy c<span class="_ _1"></span>zasowe </div><div class="t m0 x4 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _14"> </span>odniesien<span class="_ _1"></span>iu <span class="_ _12"> </span>d<span class="_ _1"></span>o <span class="_ _14"> </span>dwóch <span class="_ _1a"> </span>przyjętych <span class="_ _1a"> </span>scenariuszy <span class="_ _14"> </span>klimatyc<span class="_ _1"></span>znych, <span class="_ _14"> </span>zgodnie <span class="_ _14"> </span>z<span class="_ _1"></span> <span class="_ _14"> </span>parametram<span class="_ _1"></span>i <span class="_ _12"> </span>tyc<span class="_ _1"></span>h </div><div class="t m0 x4 h6 y56 ff2 fs3 fc0 sc0 ls0 ws0">scenariuszy. W efekc<span class="_ _1"></span>ie uzyskano ostat<span class="_ _1"></span>eczne wyniki analizy sc<span class="_ _1"></span>enariuszy. </div><div class="t m0 x4 h6 y57 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y58 ff1 fs3 fc0 sc0 ls0 ws0">Za <span class="_ _1d"> </span>istotne <span class="_ _17"> </span>uznan<span class="_ _1"></span>o <span class="_ _1d"> </span>ryzyk<span class="_ _1"></span>a<span class="_ _0"></span> <span class="_ _1d"> </span>i <span class="_ _17"> </span>szanse, <span class="_ _17"> </span>których <span class="_ _17"> </span>poziom <span class="_ _17"> </span>istotności <span class="_ _18"> </span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _1d"> </span>obliczony <span class="_ _17"> </span>zgodnie <span class="_ _17"> </span>ze <span class="_ _1d"> </span>wz<span class="_ _1"></span>orem </span></div><div class="t m0 x4 h6 ye1 ff1 fs3 fc0 sc0 ls0 ws0">przedstawionym <span class="_ _c"></span>powyżej <span class="_ _c"></span>–<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>wyniósł <span class="_ _1"></span>12<span class="_ _1"></span> <span class="_ _1"></span>lub <span class="_ _1"></span>więcej <span class="_ _c"></span>w <span class="_ _1"></span>co<span class="_ _1"></span> <span class="_ _1"></span>najmniej <span class="_ _1"></span>j<span class="_ _1"></span>ednej <span class="_ _1"></span>perspektywie<span class="_ _1"></span> <span class="_ _1"></span>czasowej <span class="_ _c"></span>lub <span class="_ _1"></span>dla </div><div class="t m0 x4 h6 ye2 ff1 fs3 fc0 sc0 ls0 ws0">któregokolwiek <span class="_ _f"> </span>anal<span class="_ _1"></span>izowanego <span class="_ _f"> </span>scenariusz<span class="_ _1"></span>a. <span class="_ _11"> </span>Z<span class="_ _1"></span>e <span class="_ _f"> </span>względu <span class="_ _f"> </span>na <span class="_ _f"> </span>konieczność<span class="_ _c"></span><span class="ff2"> <span class="_ _f"> </span>priorytetyz<span class="_ _1"></span>acji, <span class="_ _f"> </span>za <span class="_ _f"> </span>istotne </span></div><div class="t m0 x4 h6 ye3 ff1 fs3 fc0 sc0 ls0 ws0">uznano <span class="_ _c"></span>wy<span class="_ _1"></span>łącznie <span class="_ _c"></span>te <span class="_ _d"></span>ryzyka <span class="_ _d"></span>i <span class="_ _c"></span>szans<span class="_ _1"></span>e, <span class="_ _1"></span>k<span class="_ _1"></span>tóre <span class="_ _c"></span>odnosz<span class="_ _1"></span>ą <span class="_ _c"></span>się <span class="_ _d"></span>bezpośrednio <span class="_ _d"></span>do <span class="_ _d"></span>działalności <span class="_ _d"></span>własn<span class="_ _1"></span>ej <span class="_ _c"></span>Grupy </div><div class="t m0 x4 h6 ye4 ff1 fs3 fc0 sc0 ls0 ws0">Kapitałowej.<span class="ff2"> </span></div><div class="t m0 x4 h6 ye5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y462 ff3 fs8 fc0 sc0 ls0 ws0">Rezultat </div><div class="t m0 x4 h45 y463 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y464 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"></span>wyniku analizy <span class="_ _10"></span>scenarius<span class="_ _1"></span>zy <span class="_ _10"></span>za <span class="_ _10"></span>istotn<span class="_ _1"></span>e <span class="_ _10"></span>uznano <span class="_ _10"></span>2<span class="_ _1"></span>5 <span class="_ _10"></span>ryzyk (17<span class="_ _0"></span> <span class="_ _10"></span>transfor<span class="_ _1"></span>macyjnych <span class="_ _10"></span>oraz 8 <span class="_ _5"></span>f<span class="_ _1"></span>izycznych) <span class="_ _10"></span>oraz<span class="_ _1"></span> </div><div class="t m0 x4 h6 y465 ff1 fs3 fc0 sc0 ls0 ws0">20 szans. <span class="_ _1"></span>Zostały one po<span class="_ _1"></span>grupowane według <span class="_ _1"></span>kategorii <span class="_ _1"></span>zgodnych z takson<span class="_ _1"></span>omią<span class="_ _1"></span><span class="ff2"> TCFD. <span class="_ _1"></span>Istotne kategori<span class="_ _1"></span>e </span></div><div class="t m0 x4 h6 y466 ff2 fs3 fc0 sc0 ls0 ws0">ryzyk i szans opisano w<span class="_ _1"></span> ujawnieniu ESRS E1 IRO<span class="_ _1"></span>-<span class="ls7">1.</span> </div><div class="t m0 x4 h12 y467 ff6 fsb fc0 sc0 lsb ws0">E1<span class="ls0">-2 Polityki związ<span class="_ _1"></span>ane z łagodzeniem z<span class="_ _1"></span>miany klimatu i przystosowanie<span class="_ _1"></span>m </span></div><div class="t m0 x4 h12 y468 ff6 fsb fc0 sc0 ls6 ws0">sią do niej <span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y469 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y46a ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1a"> </span>Kapita<span class="_ _1"></span>łowa <span class="_ _1a"> </span>MIRBUD <span class="_ _1a"> </span>n<span class="_ _1"></span>ie <span class="_ _1a"> </span>posiada <span class="_ _1a"> </span>de<span class="_ _1"></span>dykowanej <span class="_ _1a"> </span>polityki <span class="_ _1f"> </span>mającej <span class="_ _1a"> </span>n<span class="_ _1"></span>a <span class="_ _1a"> </span>celu <span class="_ _1a"> </span>zarządzan<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y46b ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami <span class="_ _1"></span>związany<span class="_ _1"></span>mi <span class="_ _1"></span>z <span class="_ _1"></span>przeciwdziałaniem <span class="_ _1"></span>zmiani<span class="_ _1"></span>e klimat<span class="_ _1"></span>u <span class="_ _1"></span>i prz<span class="_ _1"></span>ystosowaniem <span class="_ _1"></span>się <span class="_ _1"></span>do <span class="_ _1"></span>niej. <span class="_ _1"></span>Grupa<span class="_ _1"></span> </div><div class="t m0 x4 h6 y46c ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD w <span class="_ _0"></span>swojej Strategii Zrównoważonego Rozwoju jako <span class="_ _0"></span>jedną ze <span class="_ _10"></span>swo<span class="_ _1"></span>ich ambic<span class="_ _1"></span>ji <span class="_ _10"></span>prz<span class="_ _1"></span>yjęła <span class="_ _0"></span>„Działanie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y46d ff1 fs3 fc0 sc0 ls0 ws0">na rzecz <span class="_ _1"></span>ochrony śr<span class="_ _1"></span>odowiska i k<span class="_ _1"></span>limatu” i prz<span class="_ _1"></span>yjęła cele <span class="_ _1"></span>strategiczne <span class="_ _1"></span>związane z <span class="_ _1"></span>zarzadzaniem ry<span class="_ _1"></span>zykami </div><div class="t m0 x4 h6 y46e ff1 fs3 fc0 sc0 ls0 ws0">klimatycznymi oraz red<span class="_ _1"></span>ukcją wpływu działalnośc<span class="_ _1"></span>i na klimat. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y1a3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1a4 ff1 fs3 fc0 sc0 ls0 ws0">Potrzeba <span class="_ _10"></span>stworz<span class="_ _1"></span>enia <span class="_ _10"></span>dedykowanej<span class="_ _1"></span> <span class="_ _10"></span>polityki <span class="_ _10"></span>klimatycz<span class="_ _1"></span>nej <span class="_ _10"></span>lub <span class="_ _10"></span>polityki <span class="_ _10"></span>ś<span class="_ _1"></span>rodowiskowej <span class="_ _10"></span>zawierając<span class="_ _1"></span>ej <span class="_ _10"></span>w <span class="_ _10"></span>swoim<span class="_ _1"></span> </div><div class="t m0 x4 h6 y1a5 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _e"> </span>k<span class="_ _1"></span>westie <span class="_ _e"></span>związane<span class="_ _1"></span> <span class="_ _e"></span>z <span class="_ _e"> </span>k<span class="_ _1"></span>li<span class="_ _0"></span>matem <span class="_ _e"> </span>z<span class="_ _1"></span>ostanie <span class="_ _e"> </span>prze<span class="_ _1"></span>analizowana <span class="_ _e"> </span>po <span class="_ _16"> </span>przeprowa<span class="_ _1"></span>dzeniu <span class="_ _e"></span>analizy <span class="_ _16"> </span>ryz<span class="_ _1"></span>yk<span class="_ _0"></span> </div><div class="t m0 x4 h6 y1a6 ff1 fs3 fc0 sc0 ls0 ws0">klimatycznych <span class="_ _c"></span>oraz <span class="_ _1"></span>policze<span class="_ _1"></span>niu <span class="_ _1"></span>emisji <span class="_ _1"></span>gazów <span class="_ _c"></span>cieplarnianyc<span class="_ _1"></span>h <span class="_ _1"></span>w<span class="_ _1"></span><span class="ff2">e <span class="_ _1"></span>wszystkich <span class="_ _1"></span>trz<span class="_ _1"></span>ech <span class="_ _1"></span>zakresach <span class="_ _c"></span>(emisje <span class="_ _1"></span>w </span></div><div class="t m0 x4 h6 y46f ff1 fs3 fc0 sc0 ls0 ws0">zakresie 1 i 2 są liczon<span class="_ _1"></span>e od 2022 r.).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y25 ff6 fsb fc0 sc0 lsb ws0">E1<span class="ls0">-3 Działania i za<span class="_ _1"></span>soby w odniesieniu <span class="_ _1"></span>do polityki klimatycznej <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y470 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y471 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _c"></span>r. <span class="_ _c"></span>Grupa <span class="_ _c"></span>MIRBUD <span class="_ _c"></span>zrealizował<span class="_ _1"></span>a <span class="_ _1"></span>następujące <span class="_ _c"></span>działania <span class="_ _c"></span>związane <span class="_ _c"></span>z <span class="_ _c"></span>przeciwdz<span class="_ _1"></span>iałaniem <span class="_ _1"></span>zmiani<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y472 ff2 fs3 fc0 sc0 ls0 ws0">klimatu: </div><div class="t m0 x6 h6 y473 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Przeprowadzono <span class="_ _2b"> </span>szcz<span class="_ _1"></span>egółową <span class="_ _26"> </span>analizę <span class="_ _2b"> </span>zastosowa<span class="_ _1"></span>nia <span class="_ _26"> </span>samocho<span class="_ _1"></span>dów <span class="_ _26"> </span>el<span class="_ _1"></span>ektrycznych <span class="_ _2b"> </span>i </span></span></div><div class="t m0 x9 h6 y474 ff1 fs3 fc0 sc0 ls0 ws0">wodorowych <span class="_ _18"> </span>we <span class="_ _17"> </span>flocie <span class="_ _18"> </span>poj<span class="_ _1"></span>azdów <span class="_ _17"> </span>osobowych. <span class="_ _18"> </span>Wynik<span class="_ _1"></span>i <span class="_ _1d"> </span>ws<span class="_ _1"></span>kazały, <span class="_ _17"> </span>że <span class="_ _17"> </span>na <span class="_ _18"> </span>obec<span class="_ _1"></span>nym <span class="_ _17"> </span>etapie </div><div class="t m0 x9 h6 y32d ff1 fs3 fc0 sc0 ls0 ws0">technologie <span class="_ _e"></span>te <span class="_ _e"> </span>nie <span class="_ _e"> </span>speł<span class="_ _1"></span>niają <span class="_ _e"></span>wymagań <span class="_ _e"></span>operacyj<span class="_ _1"></span>nych <span class="_ _d"></span>GK <span class="_ _e"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _e"></span>ze <span class="_ _e"></span>względu <span class="_ _e"> </span>na <span class="_ _e"> </span>specyfik<span class="_ _1"></span>ę </div><div class="t m0 x9 h6 y32e ff1 fs3 fc0 sc0 ls0 ws0">działalności, <span class="_ _13"> </span>obej<span class="_ _1"></span>mującą <span class="_ _12"> </span>szeroki <span class="_ _13"> </span>zas<span class="_ _1"></span>ięg <span class="_ _13"> </span>placów <span class="_ _13"> </span>b<span class="_ _1"></span>udowy <span class="_ _13"> </span>na <span class="_ _13"> </span>teren<span class="_ _1"></span>ie <span class="_ _13"> </span>całej <span class="_ _13"> </span>Polski <span class="_ _12"> </span>oraz </div><div class="t m0 x9 h6 y475 ff1 fs3 fc0 sc0 ls0 ws0">konieczność <span class="_ _18"> </span>z<span class="_ _1"></span>apewnienia <span class="_ _18"> </span>odpowi<span class="_ _1"></span>ednich <span class="_ _18"> </span>przebiegó<span class="_ _1"></span>w <span class="_ _18"> </span>i <span class="_ _18"> </span>czasów <span class="_ _19"> </span>przejazdów. <span class="_ _19"> </span>Bari<span class="_ _1"></span>erą <span class="_ _17"> </span>j<span class="_ _1"></span>est </div><div class="t m0 x9 h6 y476 ff1 fs3 fc0 sc0 ls0 ws0">również niewystarc<span class="_ _1"></span>zająca infrastruktura i dost<span class="_ _1"></span>ępność części zamiennych do <span class="_ _1"></span>aut tego typu.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y477 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Realizacja <span class="_ _16"> </span>6<span class="_ _1"></span> <span class="_ _16"> </span>inwestycj<span class="_ _1"></span>i, <span class="_ _e"> </span>k<span class="_ _1"></span>tóre <span class="_ _16"> </span>uzysk<span class="_ _1"></span>ały <span class="_ _e"> </span>c<span class="_ _1"></span>ertyfikat <span class="_ _11"> </span>BREEAM <span class="_ _16"> </span>n<span class="_ _1"></span>a <span class="_ _16"> </span>poziomie <span class="_ _11"> </span>excellent <span class="_ _11"> </span>lub <span class="_ _16"> </span>v<span class="_ _1"></span>ery </span></span></div><div class="t m0 x9 h6 y478 ff1 fs3 fc0 sc0 ls0 ws0">good. <span class="_ _23"> </span>In<span class="_ _1"></span>westycje <span class="_ _23"> </span>te <span class="_ _1e"> </span>był<span class="_ _1"></span>y <span class="_ _23"> </span>realizowane <span class="_ _1e"> </span>głównie <span class="_ _1e"> </span>dla<span class="_ _1"></span> <span class="_ _23"> </span>spółek <span class="_ _1e"> </span>z <span class="_ _23"> </span>gru<span class="_ _1"></span>py <span class="_ _23"> </span>Panatton<span class="_ _1"></span>i <span class="_ _2c"> </span>–<span class="ff2"> </span></div><div class="t m0 x9 h6 y479 ff1 fs3 fc0 sc0 ls0 ws0">międzynarodowego d<span class="_ _1"></span>ewelopera i lidera rynku najm<span class="_ _1"></span>u powierzchni przemysłowy<span class="_ _1"></span>ch.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y47a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Podpisanie <span class="_ _f"> </span>umowy <span class="_ _f"> </span>na <span class="_ _f"> </span>dostawę <span class="_ _f"> </span>energi<span class="_ _1"></span>i <span class="_ _f"> </span>elektrycznej <span class="_ _f"> </span>produkowanej <span class="_ _f"> </span>z <span class="_ _f"> </span>odnawial<span class="_ _1"></span>nych <span class="_ _f"> </span>źródeł </span></span></div><div class="t m0 x9 h6 y47b ff1 fs3 fc0 sc0 ls0 ws0">energii. <span class="_ _d"></span>Zi<span class="_ _1"></span>elona <span class="_ _d"></span>energi<span class="_ _1"></span>a <span class="_ _c"></span>j<span class="_ _1"></span>est <span class="_ _d"></span>dostarcz<span class="_ _1"></span>ana <span class="_ _d"></span>od <span class="_ _e"></span>2024 <span class="_ _d"></span>ro<span class="_ _1"></span>ku. <span class="_ _d"></span>Umowa<span class="_ _1"></span> <span class="_ _c"></span>z<span class="_ _1"></span>ostała <span class="_ _d"></span>podpis<span class="_ _1"></span>ana <span class="_ _d"></span>w <span class="_ _e"></span>2023 </div><div class="t m0 x9 h6 y47c ff1 fs3 fc0 sc0 ls0 ws0">roku i obowiązuje do rok<span class="_ _1"></span>u 2026.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf21" class="pf w5 hc" ><div class="pc pc21 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">33<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Montaż <span class="_ _16"> </span>paneli <span class="_ _11"> </span>fotowoltaicz<span class="_ _1"></span>nych <span class="_ _16"> </span>na <span class="_ _16"> </span>teren<span class="_ _1"></span>ie <span class="_ _e"> </span>sie<span class="_ _1"></span>dziby <span class="_ _16"> </span>MIRBUD <span class="_ _11"> </span>S.A. <span class="_ _16"> </span>Real<span class="_ _1"></span>izacja <span class="_ _16"> </span>tej <span class="_ _16"> </span>inwestyc<span class="_ _1"></span>ji </span></span></div><div class="t m0 x9 h6 y1b7 ff1 fs3 fc0 sc0 ls0 ws0">pozwoli na zmianę miksu <span class="_ _0"></span>energetycznego dla zasilania siedziby Spółki w energię elektryczną. </div><div class="t m0 x9 h6 y47d ff1 fs3 fc0 sc0 ls0 ws0">Inwestycja będzie <span class="_ _1"></span>miała korz<span class="_ _1"></span>ystny wpływ na r<span class="_ _1"></span>edukcję emisji gazów c<span class="_ _1"></span>ieplarnia<span class="_ _1"></span><span class="ff2">nych <span class="_ _1"></span>w zakresie </span></div><div class="t m0 x9 h6 y47e ff2 fs3 fc0 sc0 ls7 ws0">2.<span class="ls0"> </span></div><div class="t m0 x6 h6 y47f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Zweryfikowano <span class="_ _10"></span>możliwość <span class="_ _10"></span>wy<span class="_ _1"></span>twarzania <span class="_ _5"></span>zie<span class="_ _1"></span>lonej <span class="_ _5"></span>energ<span class="_ _1"></span>ii <span class="_ _5"></span>na <span class="_ _10"></span>placach<span class="_ _1"></span> <span class="_ _5"></span>budów. <span class="_ _10"></span>W <span class="_ _10"></span>tym <span class="_ _10"></span>celu <span class="_ _10"></span>wysłano </span></span></div><div class="t m0 x9 h6 y480 ff1 fs3 fc0 sc0 ls0 ws0">zapytania <span class="_ _e"></span>ofertowe <span class="_ _e"> </span>do <span class="_ _e"> </span>dos<span class="_ _1"></span>tawców, <span class="_ _d"></span>k<span class="_ _1"></span>tórzy <span class="_ _e"></span>wynajmują <span class="_ _e"></span>kontenery <span class="_ _e"></span>budowlan<span class="_ _1"></span>e <span class="_ _d"></span>z <span class="_ _e"></span>zapytaniem<span class="_ _1"></span> <span class="_ _e"></span>o </div><div class="t m0 x9 h6 y481 ff1 fs3 fc0 sc0 ls0 ws0">możliwość <span class="_ _d"></span>wynajęcia <span class="_ _d"></span>konte<span class="_ _1"></span>nerów <span class="_ _c"></span>z <span class="_ _d"></span>instalacją <span class="_ _d"></span>fotowo<span class="_ _1"></span>ltaiczną. <span class="_ _e"></span><span class="ff2">Po <span class="_ _c"></span>otr<span class="_ _1"></span>zymaniu <span class="_ _c"></span>ofer<span class="_ _1"></span>t <span class="_ _c"></span>dokonano<span class="_ _1"></span> </span></div><div class="t m0 x9 h6 y482 ff1 fs3 fc0 sc0 ls0 ws0">analizy, w r<span class="_ _1"></span>ezultacie której <span class="_ _1"></span>stwierdzono, <span class="_ _1"></span>iż przedmioto<span class="_ _1"></span>wa technologia <span class="_ _1"></span>może być <span class="_ _1"></span>zastosowana </div><div class="t m0 x9 h6 y483 ff1 fs3 fc0 sc0 ls0 ws0">wyłącznie na <span class="_ _1"></span>placach b<span class="_ _1"></span>udów, których r<span class="_ _1"></span>ealizacja trwa <span class="_ _1"></span>minimum 3 l<span class="_ _1"></span>ata <span class="_ _1"></span>–<span class="ff2"> </span>w<span class="_ _1"></span> ciągu takieg<span class="_ _1"></span>o czasu<span class="_ _1"></span> </div><div class="t m0 x9 h6 y484 ff1 fs3 fc0 sc0 ls0 ws0">koszty <span class="_ _15"> </span>instalacji <span class="_ _39"> </span>fotowo<span class="_ _1"></span>ltaicznej <span class="_ _39"> </span>zrównoważą <span class="_ _3f"> </span><span class="ff2">k<span class="_ _1"></span>oszty <span class="_ _39"> </span>zakupu <span class="_ _15"> </span>energii<span class="_ _1"></span> <span class="_ _39"> </span>z <span class="_ _39"> </span>s<span class="_ _1"></span>ieci. </span></div><div class="t m0 x9 h6 y485 ff2 fs3 fc0 sc0 ls0 ws0">W MIRBUD S.A. <span class="ff1">zd<span class="_ _1"></span>ecydowana <span class="_ _1"></span>większość <span class="_ _1"></span>robót b<span class="_ _1"></span>udowlanych <span class="_ _1"></span>w obiek<span class="_ _1"></span>tach kubat<span class="_ _1"></span>urowych j<span class="_ _1"></span>est </span></div><div class="t m0 x9 h6 y486 ff1 fs3 fc0 sc0 ls0 ws0">realizowana <span class="_ _10"></span>w <span class="_ _10"></span>t<span class="_ _1"></span>erminie <span class="_ _10"></span>do <span class="_ _10"></span>2<span class="_ _1"></span> <span class="_ _5"></span>l<span class="_ _1"></span>at. <span class="_ _10"></span>Natomiast <span class="_ _10"></span>na <span class="_ _10"></span>bu<span class="_ _1"></span>dowach <span class="_ _10"></span>infrastruktury <span class="_ _0"></span>drogowej, <span class="_ _10"></span>kt<span class="_ _1"></span>órych <span class="_ _10"></span>okres </div><div class="t m0 x9 h6 y487 ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _1d"> </span>trwa <span class="_ _1d"> </span>3 <span class="_ _1d"> </span>lata <span class="_ _1d"> </span>i <span class="_ _1d"> </span>dłużej, <span class="_ _1d"> </span>do <span class="_ _1d"> </span>organizacj<span class="_ _1"></span>i  b<span class="_ _1"></span>iura <span class="_ _28"> </span>bud<span class="_ _1"></span>owy  n<span class="_ _1"></span>ie  sto<span class="_ _1"></span>s<span class="_ _1"></span>uje <span class="_ _1d"> </span>się <span class="_ _1d"> </span>kontenerów<span class="_ _1"></span> </div><div class="t m0 x9 h6 y488 ff1 fs3 fc0 sc0 ls0 ws0">budowlanych, <span class="_ _f"> </span>lecz <span class="_ _f"> </span>wy<span class="_ _1"></span>najmuje <span class="_ _f"> </span>na <span class="_ _f"> </span>czas <span class="_ _f"> </span>określo<span class="_ _1"></span>ny <span class="_ _f"> </span>lokale <span class="_ _f"> </span>biurowe, <span class="_ _f"> </span>których <span class="_ _f"> </span>wy<span class="_ _1"></span>posażenie <span class="_ _f"> </span>w </div><div class="t m0 x9 h6 y489 ff1 fs3 fc0 sc0 ls0 ws0">instalacje <span class="_ _22"> </span>fo<span class="_ _1"></span>towoltaiczne <span class="_ _22"> </span>nie <span class="_ _23"> </span>leży <span class="_ _22"> </span>po <span class="_ _23"> </span>stronie<span class="_ _1"></span><span class="ff2"> Grupy. </span>W <span class="_ _22"> </span>z<span class="_ _1"></span>wiązku <span class="_ _22"> </span>z <span class="_ _22"> </span>ty<span class="_ _1"></span>m <span class="_ _22"> </span>w <span class="_ _22"> </span>ra<span class="_ _1"></span>mach </div><div class="t m0 x9 h6 y48a ff1 fs3 fc0 sc0 ls0 ws0">przeprowadzonej analizy stwierdzono, że zastosowanie tej technologii <span class="_ _0"></span>w prz<span class="_ _1"></span><span class="ff2">ypadku inwestycji </span></div><div class="t m0 x9 h6 y234 ff1 fs3 fc0 sc0 ls0 ws0">drogowych  jest <span class="_ _f"> </span>niemożl<span class="_ _1"></span>iwe, <span class="_ _f"> </span>a  w <span class="_ _f"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _f"> </span>inw<span class="_ _1"></span>estycji <span class="_ _f"> </span>budownictw<span class="_ _1"></span>a <span class="_ _f"> </span>kubaturo<span class="_ _1"></span>wego  –<span class="ff2">  jest </span></div><div class="t m0 x9 h6 y48b ff2 fs3 fc0 sc0 ls0 ws0">obecnie nieuzasadnio<span class="_ _1"></span>ne ekonomicznie.<span class="_ _1"></span> </div><div class="t m0 x6 h6 y48c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y48d ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf22" class="pf w3d h64" ><div class="pc pc22 w3d h64"><img class="bi x4 y0 w3e h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls16 ws0">34<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y491 ff6 fsb fc0 sc0 lsb ws0">E1<span class="ls0">-4 Cele związan<span class="_ _1"></span>e z łagodzeniem zmia<span class="_ _1"></span>ny klimatu i przystosowaniem si<span class="_ _1"></span>ę do niej <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y492 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _16"> </span>MIRBUD<span class="_ _1"></span> <span class="_ _16"> </span>w <span class="_ _11"> </span>Strategii <span class="_ _16"> </span>Zrówn<span class="_ _1"></span>oważonego <span class="_ _16"> </span>Rozwo<span class="_ _1"></span>ju <span class="_ _16"> </span>jako <span class="_ _11"> </span>ambicję <span class="_ _16"> </span>przy<span class="_ _1"></span>jęła <span class="_ _e"> </span>„<span class="_ _1"></span>Działanie <span class="_ _16"> </span>na <span class="_ _16"> </span>r<span class="_ _1"></span>zecz <span class="_ _16"> </span>ochron<span class="_ _1"></span>y <span class="_ _16"> </span>środowiska <span class="_ _16"> </span>i<span class="_ _1"></span> <span class="_ _16"> </span>klimatu. <span class="_ _16"> </span>W<span class="_ _1"></span> <span class="_ _16"> </span>ram<span class="_ _c"></span><span class="ff2">ach <span class="_ _11"> </span>tej <span class="_ _16"> </span>amb<span class="_ _1"></span>icji </span></div><div class="t m0 x4 h6 y493 ff1 fs3 fc0 sc0 ls0 ws0">wyznaczyła cele strateg<span class="_ _1"></span>iczne związane z adaptacj<span class="_ _1"></span>ą do zmiany klimatu oraz jej pr<span class="_ _1"></span>zeciwdziałaniem.<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 y494 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y495 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 8: E1-4 Cele <span class="_ _0"></span>związane <span class="_ _0"></span>z łagodzeniem zm<span class="_ _0"></span>iany klimatu i<span class="_ _0"></span> przystosowa<span class="_ _0"></span>niem się do niej<span class="ffa"> </span></div></div><div class="c x4 y496 w40 h66"><div class="t m0 x10 h67 y497 ff2 fsd fc5 sc0 ls0 ws0">CEL STRATEGICZNY<span class="_ _1"></span> </div></div><div class="c x4a y496 w41 h66"><div class="t m0 x10 h67 y497 ff2 fsd fc5 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span> </div></div><div class="c x4b y496 w42 h66"><div class="t m0 x10 h67 y497 ff2 fsd fc5 sc0 ls0 ws0">ROK BAZOWY </div><div class="t m0 x10 h67 y382 ff2 fsd fc5 sc0 ls0 ws0">2023 </div></div><div class="c x4c y496 w43 h66"><div class="t m0 x10 h67 y497 ff1 fsd fc5 sc0 ls0 ws0">CEL KRÓTKOTERM<span class="_ _1"></span>INOWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y382 ff2 fsd fc5 sc0 ls0 ws0">2025 </div></div><div class="c x4d y496 w44 h66"><div class="t m0 x10 h67 y497 ff1 fsd fc5 sc0 ls0 ws0">CEL ŚREDNIOTER<span class="_ _1"></span>MINOWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y382 ff2 fsd fc5 sc0 ls0 ws0">2028 </div></div><div class="c x4e y496 w45 h66"><div class="t m0 x10 h67 y497 ff2 fsd fc5 sc0 ls0 ws0">WYNIK W 2024 </div></div><div class="c x4f y496 w46 h66"><div class="t m0 x10 h68 y498 ff3 fsd fc5 sc0 ls0 ws0"> </div><div class="t m0 x10 h67 y499 ff2 fsd fc5 sc0 ls0 ws0">OSOBA </div><div class="t m0 x10 h67 y49a ff2 fsd fc5 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span> </div></div><div class="c x4 y49b w47 h69"><div class="t m0 x10 h29 y49c ff6 fs1 fc0 sc0 ls0 ws0">WDROŻYMY SY<span class="_ _0"></span>STEM </div><div class="t m0 x10 h29 y49d ff6 fs1 fc0 sc0 ls0 ws0">ZARZĄDZAN<span class="_ _0"></span>IA </div><div class="t m0 x10 h29 y49e ff3 fs1 fc0 sc0 ls0 ws0">RYZYKAMI </div><div class="t m0 x10 h29 y49f ff3 fs1 fc0 sc0 ls0 ws0">KLIMATYCZNY<span class="_ _0"></span>MI<span class="ff2"> </span></div></div><div class="c x4a y49b w48 h69"><div class="t m0 x10 h16 y49c ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x4b y49b w49 h69"><div class="t m0 x10 h16 y49c ff2 fs1 fc0 sc0 ls0 ws0">Nie przeprowa<span class="_ _0"></span>dzono </div><div class="t m0 x10 h16 y49d ff2 fs1 fc0 sc0 ls0 ws0">analizy ryzyk </div><div class="t m0 x10 h16 y49e ff2 fs1 fc0 sc0 ls0 ws0">klimatycznych<span class="_ _0"></span>. </div></div><div class="c x4c y49b w4a h69"><div class="t m0 x10 h16 y49c ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie an<span class="_ _0"></span>alizy </div><div class="t m0 x10 h16 y49d ff2 fs1 fc0 sc0 ls0 ws0">ryzyk klimatyczny<span class="_ _0"></span>ch i </div><div class="t m0 x10 h16 y49e ff1 fs1 fc0 sc0 ls0 ws0">potencjalnego wpł<span class="_ _0"></span>ywu </div><div class="t m0 x10 h16 y49f ff2 fs1 fc0 sc0 ls0 ws0">zmian na GK <span class="_ _0"></span>MIRBUD </div></div><div class="c x4d y49b w4b h69"><div class="t m0 x10 h16 y49c ff2 fs1 fc0 sc0 ls0 ws0">Do ustalenia po re<span class="_ _0"></span>alizacji celu </div><div class="t m0 x10 h16 y49d ff1 fs1 fc0 sc0 ls0 ws0">krótkoterminoweg<span class="_ _0"></span>o<span class="ff2"> </span></div></div><div class="c x4e y49b w4c h69"><div class="t m0 x10 h16 y49c ff1 fs1 fc0 sc0 ls0 ws0">Przeprowadzono<span class="_ _0"></span> ocenę </div><div class="t m0 x10 h16 y49d ff2 fs1 fc0 sc0 ls0 ws0">ryzyk klimatyc<span class="_ _0"></span>znych w </div><div class="t m0 x10 h16 y49e ff1 fs1 fc0 sc0 ls0 ws0">krótkim terminie.<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x4f y49b w4d h69"><div class="t m0 x10 h16 y49c ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y49d ff2 fs1 fc0 sc0 ls0 ws0">Ochrony </div><div class="t m0 x10 h16 y49e ff1 fs1 fc0 sc0 ls0 ws0">Środowiska/ </div><div class="t m0 x10 h16 y49f ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 x10 h16 y4a0 ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div></div><div class="c x4 y4a1 w47 h60"><div class="t m0 x10 h29 y4a2 ff3 fs1 fc0 sc0 ls0 ws0">OGRANICZYMY <span class="_ _0"></span>EMISJE </div><div class="t m0 x10 h29 y291 ff3 fs1 fc0 sc0 ls0 ws0">W ZAKRESIE 2<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x4a y4a1 w48 h60"><div class="t m0 x10 h16 y4a2 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x4b y4a1 w49 h60"><div class="t m0 x10 h16 y4a2 ff2 fs1 fc0 sc0 ls0 ws0">8 642,87 MgCO</div><div class="t m0 x50 h6a y4a3 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x51 h16 y4a2 ff2 fs1 fc0 sc0 ls0 ws0">e </div></div><div class="c x4c y4a1 w4a h60"><div class="t m0 x10 h16 y4a2 ff2 fs1 fc0 sc0 ls0 ws0">Redukcja emi<span class="_ _0"></span>sji w </div><div class="t m0 x10 h16 y291 ff2 fs1 fc0 sc0 ls0 ws0">zakresie 2 o 10<span class="_ _0"></span>% </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">względem roku ba<span class="_ _10"></span>z<span class="_ _1"></span>owe<span class="_ _0"></span>go<span class="ff2"> </span></div></div><div class="c x4d y4a1 w4b h60"><div class="t m0 x10 h16 y4a2 ff2 fs1 fc0 sc0 ls0 ws0">Redukcja emi<span class="_ _0"></span>sji w zakresie 2<span class="_ _0"></span> </div><div class="t m0 x10 h16 y291 ff2 fs1 fc0 sc0 ls0 ws0">o 30% </div></div><div class="c x4e y4a1 w4c h60"><div class="t m0 x10 h16 y4a2 ff2 fs1 fc0 sc0 ls0 ws0">4 548,53 MgCO</div><div class="t m0 x50 h6a y4a3 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x51 h16 y4a2 ff2 fs1 fc0 sc0 ls17 ws0">e <span class="ff1 ls0">–<span class="ff2"> </span></span></div><div class="t m0 x10 h16 y291 ff2 fs1 fc0 sc0 ls0 ws0">zmniejszenie em<span class="_ _0"></span>isji o </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">47,44% względem<span class="_ _0"></span> roku </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">bazowego.  </div></div><div class="c x4f y4a1 w4d h60"><div class="t m0 x10 h16 y4a2 ff2 fs1 fc0 sc0 ls0 ws0">Kierownik<span class="ffc"> <span class="ff1">Działu<span class="_ _0"></span> </span></span></div><div class="t m0 x10 h16 y291 ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska<span class="ff2"> </span></div></div><div class="c x4 y4a4 w47 h23"><div class="t m0 x10 h29 y20c ff3 fs1 fc0 sc0 ls0 ws0">OGRANICZYMY <span class="_ _0"></span>EMISJE </div><div class="t m0 x10 h29 y1eb ff3 fs1 fc0 sc0 ls0 ws0">W ZAKRESIE 3<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x4a y4a4 w48 h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Downstream, <span class="_ _0"></span> </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">upstream </div></div><div class="c x4b y4a4 w49 h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Nie wykonano </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">obliczenia emisj<span class="_ _0"></span>i w </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">zakresie 3 i nie<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">opracowano<span class="_ _0"></span> celu </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">redukcyjnego </div></div><div class="c x4c y4a4 w4a h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Obliczenie emisji w<span class="_ _10"></span> </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">zakresie 3 i opra<span class="_ _0"></span>cowanie </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">celu redukcyjnego<span class="_ _10"></span> </div></div><div class="c x4d y4a4 w4b h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Zwiększenie ko<span class="_ _0"></span>mpetencji </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">pracowników w ob<span class="_ _0"></span>szarze </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">budownictwa ni<span class="_ _0"></span>sko- i zero </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">emisyjnego </div></div><div class="c x4e y4a4 w4c h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Wysondowano r<span class="_ _0"></span>ynek i </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">podjęto rozmowy <span class="_ _0"></span>z jednym z </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">dostawców nar<span class="_ _0"></span>zędzia i z </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">nim prowadzone <span class="_ _0"></span>są dalsze </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">czynności.<span class="ff2"> </span></div></div><div class="c x4f y4a4 w4d h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">/ Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">Kadr  </div></div><div class="c x4 y4a5 w47 h39"><div class="t m0 x10 h29 y200 ff6 fs1 fc0 sc0 ls0 ws0">OBNIŻYMY ZUŻ<span class="_ _0"></span>YCIE </div><div class="t m0 x10 h29 y21b ff3 fs1 fc0 sc0 ls0 ws0">ENERGII<span class="ff2"> </span></div></div><div class="c x4a y4a5 w48 h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x4b y4a5 w49 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Nie opracowan<span class="_ _0"></span>o </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">planu i nie </div><div class="t m0 x10 h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">rozpoczęto </div><div class="t m0 x10 h16 y21d ff2 fs1 fc0 sc0 ls0 ws0">wytwarzania en<span class="_ _0"></span>ergii. </div></div><div class="c x4c y4a5 w4a h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Zweryfikowanie </div><div class="t m0 x10 h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">możliwości w<span class="_ _0"></span>ytwarzania </div><div class="t m0 x10 h16 y21c ff2 fs1 fc0 sc0 ls0 ws0">energii zielonej<span class="_ _0"></span> na placach </div><div class="t m0 x10 h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">budów i postawien<span class="_ _0"></span>ie celów </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">(%) w <span class="ff1">horyzon<span class="_ _0"></span>cie średnio<span class="ff2">- </span></span></div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">i długoterminow<span class="_ _0"></span>ym.<span class="ff2"> </span></div></div><div class="c x4d y4a5 w4b h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Rozpoczęcie wy<span class="_ _0"></span>twarzania </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">energii zielonej<span class="_ _0"></span> na placach </div><div class="t m0 x10 h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">budów i w biurach<span class="_ _0"></span> na placach<span class="_ _0"></span> </div><div class="t m0 x10 h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">budów.<span class="ff2"> </span></div></div><div class="c x4e y4a5 w4c h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Wysłano zapytania<span class="_ _0"></span> ofertowe<span class="_ _0"></span> </div><div class="t m0 x10 h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">do dostawców. <span class="_ _0"></span>Po analizie </div><div class="t m0 x10 h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">otrzymanych ofer<span class="_ _0"></span>t, że </div><div class="t m0 x10 h16 y21d ff2 fs1 fc0 sc0 ls0 ws0">wytwarzanie zielo<span class="_ _0"></span>nej energii </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">jest obecnie nieuza<span class="_ _10"></span>s<span class="_ _1"></span>adnion<span class="_ _0"></span>e </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">ekonomicznie. <span class="_ _0"></span>Szczegóły w </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ujawnieniu E1-<span class="ls9">3.</span> </div></div><div class="c x4f y4a5 w4d h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">Technicznego </div></div></div><div class="pi" ></div></div><div id="pf23" class="pf w3d h64" ><div class="pc pc23 w3d h64"><img class="bi x52 y0 w4e h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls16 ws0">35<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4a y4a6 w48 h2a"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x4b y4a6 w49 h2a"><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Nie opracowan<span class="_ _0"></span>o </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">planu i nie </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">ustanowiono celów<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x4c y4a6 w4a h2a"><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Zweryfikowanie </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">możliwości wdrażan<span class="_ _0"></span>ia </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">samochodów </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">elektrycznych<span class="_ _0"></span>/wodorowych<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">w ramach floty </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">samochodów osobo<span class="_ _0"></span>wych.<span class="ff2"> </span></div></div><div class="c x4d y4a6 w4b h2a"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Ustanowienie celów<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">związanych <span class="_ _0"></span>z wprowadzaniem<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">floty samochodó<span class="_ _0"></span>w </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">elektrycznych<span class="_ _0"></span>/wodorowych<span class="_ _0"></span>. </div></div><div class="c x4e y4a6 w4c h2a"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Cel krótkoter<span class="_ _0"></span>minowy został </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">zrealizowany.<span class="_ _0"></span> Szczegóły </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zonej analizy w </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ujawnieniu  </div></div><div class="c x4f y4a6 w4d h2a"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Produkcji </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">Pomocniczej </div></div></div><div class="pi" ></div></div><div id="pf24" class="pf w5 hc" ><div class="pc pc24 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">36<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y38e ff6 fsb fc0 sc0 lsb ws0">E1<span class="ls0">-5 Zużycie energ<span class="_ _1"></span>ii i koszyk energetyczny <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h10 y84 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4a7 ff1 fs3 fc0 sc0 ls0 ws0">Poniższe zestawienia prz<span class="_ _1"></span>edstawiają szczegółowe d<span class="_ _1"></span>ane dot. zużycia energii w G<span class="_ _1"></span>K MIRBUD.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 y4a8 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y4a9 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 9: E1-5 Zu<span class="_ _0"></span>życie energii i<span class="_ _0"></span> miks energet<span class="_ _0"></span>yczny<span class="ffa"> </span></div></div><div class="c x4 y4aa w4f h6b"><div class="t m0 x2b h2 y4ab ff1 fs0 fc5 sc0 ls0 ws0">Zużycie energii i miks energetyczny<span class="ff2"> </span></div></div><div class="c x53 y4aa w50 h6b"><div class="t m0 x3c h2 y4ab ff2 fs0 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x4d y4aa w51 h6b"><div class="t m0 x32 h2 y4ab ff2 fs0 fc5 sc0 ls18 ws0">2024<span class="ls0"> </span></div></div><div class="c x4 y484 w4f h6c"><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z węgla i produktó<span class="_ _10"></span>w węglowych<span class="ff2"> </span></div></div><div class="c x53 y484 w50 h6c"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y484 w51 h6c"><div class="t m0 x54 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">4146,14 </div></div><div class="c x4 y4ac w4f h6d"><div class="t m0 x2b h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z ropy naftowe<span class="_ _0"></span>j i prod<span class="_ _0"></span>uktów naftowych<span class="ff2"> </span></div></div><div class="c x53 y4ac w50 h6d"><div class="t m0 x2b h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4ac w51 h6d"><div class="t m0 x35 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">28 360,50 </div></div><div class="c x4 y4ad w4f h6c"><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z gazu ziemne<span class="_ _0"></span>go<span class="ff2"> </span></div></div><div class="c x53 y4ad w50 h6c"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4ad w51 h6c"><div class="t m0 x2c h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">2 722,30 </div></div><div class="c x4 y4ae w4f h6c"><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa <span class="_ _0"></span>z innych źróde<span class="_ _0"></span>ł kopalnych<span class="ff2"> </span></div></div><div class="c x53 y4ae w50 h6c"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4ae w51 h6c"><div class="t m0 x55 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x4 y48a w4f h6e"><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Zużycie zakupion<span class="_ _10"></span>y<span class="_ _1"></span>ch lub po<span class="_ _10"></span>z<span class="_ _1"></span>ys<span class="_ _0"></span>kanych ener<span class="_ _0"></span>gii elektrycznej, ciepła, p<span class="_ _10"></span>ary <span class="_ _1"></span>wod<span class="_ _0"></span>nej i </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">chłodzenia ze źród<span class="_ _0"></span>eł kopaln<span class="_ _0"></span>ych<span class="ff2"> </span></div></div><div class="c x53 y48a w50 h6e"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y48a w51 h6e"><div class="t m0 x2c h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">8 422,36 </div></div><div class="c x4 y4af w4f h6d"><div class="t m0 x2b h29 y211 ff6 fs1 fc0 sc0 ls0 ws0">Całkowite zużyc<span class="_ _0"></span>ie energii ze<span class="_ _0"></span> źródeł kopalnych<span class="ff3"> </span></div></div><div class="c x53 y4af w50 h6d"><div class="t m0 x2b h29 y211 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4af w51 h6d"><div class="t m0 x35 h29 y211 ff3 fs1 fc0 sc0 ls0 ws0">43 651,29 </div></div><div class="c x4 y4b0 w4f h6c"><div class="t m0 x56 h29 y1ee ff6 fs1 fc0 sc0 ls0 ws0">Udział źródeł ko<span class="_ _0"></span>palnych w<span class="_ _0"></span> całkowitym zu<span class="_ _0"></span>życiu energi<span class="_ _0"></span>i<span class="ff3"> </span></div></div><div class="c x53 y4b0 w50 h6c"><div class="t m0 x2b h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">% </div></div><div class="c x4d y4b0 w51 h6c"><div class="t m0 x2c h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">100,00% </div></div><div class="c x4 y4b1 w4f h6c"><div class="t m0 x2b h29 y1ee ff6 fs1 fc0 sc0 ls0 ws0">Zużycie energii<span class="_ _0"></span> ze źródeł ją<span class="_ _0"></span>drowych<span class="ff3"> </span></div></div><div class="c x53 y4b1 w50 h6c"><div class="t m0 x2b h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4b1 w51 h6c"><div class="t m0 x57 h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4b2 w4f h6b"><div class="t m0 x18 h29 y1ee ff6 fs1 fc0 sc0 ls0 ws0">Udział energi<span class="_ _0"></span>i ze źródeł jądrowy<span class="_ _10"></span>ch w <span class="_ _1"></span>ca<span class="_ _0"></span>łkowitym zu<span class="_ _0"></span>życiu energii<span class="ff3"> </span></div></div><div class="c x53 y4b2 w50 h6b"><div class="t m0 x2b h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">% </div></div><div class="c x4d y4b2 w51 h6b"><div class="t m0 x58 h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x4 y4b3 w4f h6f"><div class="t m0 x2b h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">Zużycie paliwa w<span class="_ _0"></span> przypadku źró<span class="_ _0"></span>deł odna<span class="_ _0"></span>wialnych, w ty<span class="_ _0"></span>m z biomasy (<span class="_ _0"></span>obejmujące równie<span class="_ _0"></span>ż </div><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">odpady przemy<span class="_ _0"></span>słowe i komunalne<span class="_ _0"></span> pochodzenia bio<span class="_ _10"></span>logicznego, biogaz, wodór<span class="_ _0"></span> odnawialny </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">itd.)  </div></div><div class="c x53 y4b3 w50 h6f"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4b3 w51 h6f"><div class="t m0 x57 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y14c w4f h70"><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Zużycie zakupion<span class="_ _10"></span>y<span class="_ _1"></span>ch lub po<span class="_ _10"></span>z<span class="_ _1"></span>ys<span class="_ _0"></span>kanych ener<span class="_ _0"></span>gii elektrycznej,<span class="_ _0"></span> ciepła, p<span class="_ _0"></span>ary wodnej i chłodu<span class="_ _10"></span> </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">ze źródeł odnaw<span class="_ _0"></span>ialnych<span class="ff2"> </span></div></div><div class="c x53 y14c w50 h70"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y14c w51 h70"><div class="t m0 x57 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4b4 w4f h6b"><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Zużycie energii odn<span class="_ _0"></span>awialnej produ<span class="_ _10"></span>k<span class="_ _1"></span>owa<span class="_ _0"></span>nej bez użycia pal<span class="_ _0"></span>iwa<span class="ff2"> </span></div></div><div class="c x53 y4b4 w50 h6b"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4b4 w51 h6b"><div class="t m0 x57 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4b5 w4f h6d"><div class="t m0 x2b h29 y211 ff6 fs1 fc0 sc0 ls0 ws0">Całkowite zużyc<span class="_ _0"></span>ie energii ze<span class="_ _0"></span> źródeł odnaw<span class="_ _0"></span>ialnych<span class="ff3"> </span></div></div><div class="c x53 y4b5 w50 h6d"><div class="t m0 x2b h29 y211 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4b5 w51 h6d"><div class="t m0 x57 h29 y211 ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4b6 w4f h71"><div class="t m0 x59 h29 y1ee ff6 fs1 fc0 sc0 ls0 ws0">Udział źródeł <span class="_ _0"></span>odnawialnych<span class="_ _0"></span> w całkowity<span class="_ _0"></span>m zużyciu energ<span class="_ _0"></span>ii<span class="ff3"> </span></div></div><div class="c x53 y4b6 w50 h71"><div class="t m0 x2b h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">% </div></div><div class="c x4d y4b6 w51 h71"><div class="t m0 x58 h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x4 y4b7 w4f h72"><div class="t m0 x2b h29 y1ee ff6 fs1 fc0 sc0 ls0 ws0">Całkowite zużyc<span class="_ _0"></span>ie energii<span class="ff3"> </span></div></div><div class="c x53 y4b7 w50 h72"><div class="t m0 x2b h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x4d y4b7 w51 h72"><div class="t m0 x35 h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">43 651,29 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h14 y4b8 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y4b9 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 10: E1-5 Zu<span class="_ _0"></span>życie energ<span class="_ _0"></span>ii i miks energet<span class="_ _0"></span>yczny<span class="ffa"> </span></div></div><div class="c x4 y4ba w52 h73"><div class="t m0 x2b h16 y4bb ff2 fs1 fc5 sc0 ls0 ws0">Energia wytwar<span class="_ _0"></span>zana i sprzeda<span class="_ _0"></span>wana </div></div><div class="c x5a y4ba w53 h73"><div class="t m0 x11 h16 y4bb ff2 fs1 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x5b y4ba w54 h73"><div class="t m0 xf h16 y4bb ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x4 y4bc w52 h74"><div class="t m0 x2b h29 y2a6 ff3 fs1 fc0 sc0 ls0 ws0">Energia cieplna<span class="_ _0"></span> wytworzona </div></div><div class="c x5a y4bc w53 h74"><div class="t m0 x2b h29 y2a6 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4bc w54 h74"><div class="t m0 x5c h29 y2a6 ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4bd w52 h75"><div class="t m0 x2b h16 y4be ff1 fs1 fc0 sc0 ls0 ws0">Energia cieplna wy<span class="_ _0"></span>tworzona ze <span class="_ _0"></span>źródeł odn<span class="_ _0"></span>awialnych<span class="ff2"> </span></div></div><div class="c x5a y4bd w53 h75"><div class="t m0 x2b h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4bd w54 h75"><div class="t m0 x5c h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4bf w52 h74"><div class="t m0 x2b h16 y2a6 ff1 fs1 fc0 sc0 ls0 ws0">Energia cieplna wy<span class="_ _0"></span>tworzona ze <span class="_ _0"></span>źródeł nieod<span class="_ _0"></span>nawialnych<span class="ff2"> </span></div></div><div class="c x5a y4bf w53 h74"><div class="t m0 x2b h16 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4bf w54 h74"><div class="t m0 x5c h16 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c0 w52 h75"><div class="t m0 x2b h29 y4be ff3 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _10"></span>z<span class="_ _1"></span>na wytwo<span class="_ _0"></span>rzona brutt<span class="_ _0"></span>o </div></div><div class="c x5a y4c0 w53 h75"><div class="t m0 x2b h29 y4be ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c0 w54 h75"><div class="t m0 x5c h29 y4be ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c1 w52 h74"><div class="t m0 x2b h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">Fotowoltaika<span class="_ _0"></span> </div></div><div class="c x5a y4c1 w53 h74"><div class="t m0 x2b h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c1 w54 h74"><div class="t m0 x5c h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y48 w52 h76"><div class="t m0 x2b h16 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">Turbiny wiatrow<span class="_ _0"></span>e </div></div><div class="c x5a y48 w53 h76"><div class="t m0 x2b h16 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y48 w54 h76"><div class="t m0 x5c h16 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c2 w52 h75"><div class="t m0 x2b h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">Elektrownie wodn<span class="_ _0"></span>e  </div></div><div class="c x5a y4c2 w53 h75"><div class="t m0 x2b h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c2 w54 h75"><div class="t m0 x5c h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c3 w52 h73"><div class="t m0 x2b h16 y4c4 ff1 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna wytworzona <span class="_ _0"></span>ze źródeł nieodn<span class="_ _0"></span>awialnych<span class="ff2"> </span></div></div><div class="c x5a y4c3 w53 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c3 w54 h73"><div class="t m0 x5c h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c5 w52 h73"><div class="t m0 x2b h29 y4c4 ff3 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _10"></span>z<span class="_ _1"></span>na wprowa<span class="_ _0"></span>dzona do<span class="_ _0"></span> sieci netto </div></div><div class="c x5a y4c5 w53 h73"><div class="t m0 x2b h29 y4c4 ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c5 w54 h73"><div class="t m0 x5c h29 y4c4 ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c6 w52 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">Fotowoltaika<span class="_ _0"></span> </div></div><div class="c x5a y4c6 w53 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c6 w54 h73"><div class="t m0 x5c h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c7 w52 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">Turbiny wiatrow<span class="_ _0"></span>e </div></div><div class="c x5a y4c7 w53 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c7 w54 h73"><div class="t m0 x5c h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c8 w52 h75"><div class="t m0 x2b h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">Elektrownie wodn<span class="_ _0"></span>e  </div></div><div class="c x5a y4c8 w53 h75"><div class="t m0 x2b h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c8 w54 h75"><div class="t m0 x5c h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4c9 w52 h4d"><div class="t m0 x2b h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna kupiona i<span class="_ _0"></span> sprzedan<span class="_ _0"></span>a - <span class="ff1">pochodząca ze źród<span class="_ _0"></span>eł </span></div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">nieodnawialn<span class="_ _0"></span>ych </div></div><div class="c x5a y4c9 w53 h4d"><div class="t m0 x2b h16 y308 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4c9 w54 h4d"><div class="t m0 x5c h16 y308 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div></div><div class="pi" ></div></div><div id="pf25" class="pf w5 hc" ><div class="pc pc25 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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vRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3v3HmfLVRZ4/3metar23t19brknEEKAoKAwMAiCqAiKr4wM3hCJV4L4osDADAqCIEbEGzgyCA7I6IwiXl5gFEXuoEjAwAijEBBEbgGScHI71+7eu2qt53n/qN05J31O0n06nUBOft9PPvkkJ+nde1dX712/WlVrzUdM3FKSUBNxs3zUGZRYO/wwd1c1M02qpqruKkmG12FWSs15XOtw1UW4z1JKLr1Kb+Ihap5VRWR1w/OAerzPyq2NW5B8J8FJHA1RF3H3WmuY3nDWxIYzwr6JT7ItnYZb9+/1Zt7rN9suWzku2tIOf+SJDU9Sj3Ol01aOx9YfA21mhEGP/331RD4y9Xh1Gkd/7ZbukNGNhgt8K1OS+oYbdhO1tomLlmPDAxq/qR/qkTdWj413jJs4ir25Y6J179ex8U/jZh7kBA6/NvEnR50viJt8kPX/SU/0x3Nkbdub/kabOYxd9+UbDsdt6vf3mC+5ba752/Jn99GvMTbxfDd18k03/qYbDqZt/hzE5i8nHr7kRC+NXvdbOTz5E34/vI2OrnTDIVaPDX/D4rbabTd6C72tRvlwrFr6lFNERJhHyimZSa0iqklFQtvRaLrSj8bNsEOl1IZEzA8e0tB77m7uKillHQaYc2pdpHqt4Y2qSHR12qSRVHOvZmYaI4vz73L6c37+Kd/5Hd/68Y/92z3vefcHfeN9+1kv0WtOUnpNKSLFfMRQVCRZIyHT1eXxZORecx71NTSZiHR9JNHQevRbfYhYilpLSO/ifZWsPtxMGCFmqpZKH2aSklhKa3OpiLiKq6iWKjnJEHUSFlLnazK41BA1UXeXqFVSllCpaiZhERJD5Woy9RqmGi6S8rBwe9/3aqm6hKiE1OohYUdN+alD4rqFbvYd/o75G0HyHeeT2dfeI80sNOYXdg4HXbG5wZxbYV/SGx9/6XZdFrjdT3e4eOB4N67ckkfbbPLpTVyFpXrktcaGn+5606N8a2eLdXte4DFDKHbij7KZS+A2PgmhW9mrddMPsvZj3MyAz/pvublgWHcZ27YM0G1hhOGmvmSTB2o3dTFebHZf0BM6dt/wws4tvJCt3e96zDM5zkmVY7vjpl7+0b+tt5CJSPj2vDVusN1i3cs83pbecK/2oza7nug+fDMXdq77r7friUyP9y701XJv9s3/gmzm0gPceiyZR5lNvevFrCnLvZq6h6qrmUpdXGqbkXh4X+3q6w5+8Yqr+tInS3t27z7t1N2n7l5sTFSKppAI9+Sh0072XnP9ocPLBw4cVI1TTjnl7HPOWlpoS7WsyZocZSY51VI05cbiG7/h6x7ywK/viucsWZJZ1NqlZLNOVqelj/mgo6qZhtd+z+6FvsxSavYdXP30Z6+48qrrutnqGafvfuhD7td5ufGbZLjX4eA35h/ZzUonX/zil770hSuXD62Ox+Ozzzzt7LPOPmX3pGk01lZKD8kqevDwVKydzWrTqMXQY8PagrpjnNw9m4VpuBxemYZm11CtGmERFrVTaSzUfWlxJOI6v0BUPaT3Zu/ea/defV24Nzmffuru005fclW17NIcNYeDb+EX6g51ZoTkO87RfhIpIuYuUVRMtcpR1/pv6g66bfn8iA0eVrfvJd/CnX79x39s68fhUavNbDiDTsSxE7gceUpDqame8AHcDSdY155J2IkfTB77YV2P3VJx4tvtOMOnx04v4duxx8YmDj91g6/eRMysP6zZ0iphW6i122BKnltwL9/G83asO3Y/3pWrG15HF+t+jsc+q02MF3vcZLGsPdc4zrNf/0Q2/hWrx9lzTrCSY6Of1LacDz72SP3YYbG1k1O6vbvfVs593NRv9c3PI7IdE4Fu6bdywxl44sj7/008VV+bIP6WPNVNZHDcwi2zjbOtko5b22ou6W3ves8f/K8/V2lFRmLWdbNRqx7daafu/r3fe0lOsv/A6itf9SdvfNO7rr728OqsN5WlhXz2mac8+ad++HGPfVROw5RCEmaXX77vd373D953yYeuu37/6qyklBYWFu51r6/97kf/ux95/ONGWVoVyXr99Qfee8k//YdHf0fKWkNqkZStuCSzt7/jPd/04Pvt2r37Na99w1vffums9JI9IqQ2WWVhUV/8Gy8448w9V1x19dOf8YuXfezzXafu9Zsecp+HPPR+qRmL+lG3daiI5pyql7CxmOz98urzf+XFH/jAB/ddf6BNbdf1iwuT3buWnvaUn7zwwkeNGqteTTVUDq12F7/wtz73haunq13OjamLDKefLCT9wrOf9OAH3SckPOp1+5Z/6qef7T5yjbDePCySha2qLo3j3l9z1+c/5+mjViW8680a/fRnr335f//DSy/94N5rru26bsfC0o4d42/65n//5Cc/8Wu/5twqC1UaVw3tJcVm3gyOOpC7w/06kHzH7hE1VMx1x9JCk62u24HUZeOpvb5iN7Jv6hK49R916488tvAgt9k1PLbR6fYQjY1P2/itsfG/Uo95m71V3WZ79cb7+cm2tsXGW8A3up3s2JskxdJx/q/b4hB8Ww6Ot/IgW9hpt/BMNnPH/4ZXOW7mdtMNX87WtsCGX2VfuaOfLb3JbLzn3Dbn8u+wx5F3oMNDEZF07XX7PvzhT5iNq7S1uiVR7d378849J1RWO3nOL/zmO955ybS0lhf6mppsB5e7lc9fffEv/9d//dfPPOvZP704aVT0He/+4C8879euvGq/2IJE49q464HD5QP/+LEP//N79u5dfe6zL1rp6qTV6vbKV/7JX7zx/d/+Hd/8oAffJ2er1T792S+8773vf/NfveEfLn2ni3z56oOXfuAyN/HUiYjEqBFZWNRexiXk11/8ig9+6OMRO0Iai1CdVJca6cjtGGGiUj2atvXqfWcS8qJf/W9vfcelpdRkO5Z7b/NkZVqXpwcuftFLLv/S5c94+hN3LrZiIuI15KP/8qnLPv758WhpOp2ZiFqoWIRaapdXpj6/ujWX0A996ONVRq4W6haR3ESst5Tk8LhtQ7TW3nLrWT//hf3/71Of/dnPfbnvvIipLa7MUlfKG//q7977vg8/7gcv3LPnTl2J0STXMlOtG64ieAcfJSf5jvdL7ZJMdy0t7FycmNnaPnTDmevNLEy5HRcUHXN3j4reVm9qt/ygdRseN44zrLTxBYqx8Viob8crvHU2/qbub1y/p2zDT3VTc6H6JjYKhzhfmd9KvbW+b5z4rhLb8eziq+V38pbM8LvBq9H1b11beC4q2//jiK+iXXITB2h2olX/1dSruH29D5uL1MhFRiYLLq1nrVHEU9ssuOz4p3++8mUv/cP3XvKPNRb70BRZkvYR4lm0ObA8+/PX/V07PvWpT7nwdW94+++87FX7DvZuuyJyDBei63B3XHRlxx+95q/ucue7PvYHHzbzGnmyOp387d9+7G/f8+Hdp6aFhXbaxb59q/1qGY/ytLdcxZodJRZDfD5ZUYymJcY6cmn+v7/4+ze/49LeJ6oTiSa0VGlDJKIJrWu/yyqiyfLy8nRpcdx1+SUv+au3vvUfPBZVddbVlHJXpcnWdath/e//4euWp6u/9Iv/JSXJFta0miY1Fg5PLdnOEkVjuEDULEZy5LoNizCX1mXs0biEh7iohpZoVV3TuHi0o7w8K7//R6//89f9zWc+c23X51GzaDYrvWsaz1bLaLzny3uXX/G7r7nLefe0ZuwSYV5llmTCXkryndCB/fx92+SG+2DrjX/n6232VNZ9bsUtfYzjfxxuOKn6dtyktqXoPeZsevimVtHa4GN4KytoHHPoux330Mcmmu94F1BtcEh0nLlRN67ctJWf0LpB19h4PjrXDQ7pWJ3+uD/Tr55jSdu4F3TDbtx4mcG4rd5lZEvvBhs9kc0sAbL+puJNXdQd27ENvpLTkJz41ibG8FXERFRNpQ3JVXKE1FrbdlJKWVmNp/zMCz9/+TXNaGnWz5px6vpV1UgpV5GQpGnHgWX5g//511++evXNf/PW1S7UFof1x11DxEWriYvUiPHKNL3wRb91zp12Pexh93H34m2NBQm99sDh2Dfre8l5kvJiqYdSa5akhIQ0ET6/AVna3Kbq6cq901e+6rWzWbI0qd7YjebXs/ndMEfW85Qmtysrsz/5s9ddcfnlC+O21iqam2aUUjPr+0Or3dLCYtcfTjm/5rV/de5593ziE747qaulUiU3i13REmphYiFioRrSHPUR5iESYhHZtY0QEXcVFXGxkCRimpoacuk//uOv/9bv9mUktnMyGZdZF2KLSztWDnXtaGE6OzyeLKaUP/2Zz6ullBo1rVETOyjJd6JncW5Yv+TYY5VQ2cwY0VfqA2YrVwpt4oBmS1N4bsOdHsdb1yFt+HpUNmoI3+yq1jfetHrzR7Fb2t4bzwGz4aVcmzkVsImh6c2MMGz0cjYxYYZu9LB3wEOzrV2y+JU477TZ00jHVOJXy5pgt2Rl+aNejp3oNjn2zj3ZxAWiGz7bW+nCzpMskG7qtsmvhr0Lt7P36uHixGFl8vlCzZGyldKPcr5m77WT0aSZ5FrLeNT0/XTUJPfqpU+qZlFLMc0rs9lf/OXf9KXmpp11fUpJ5vMU+DC7p4qKaC06K/KSF//Ow77lf4ZUSxFaqnRRXWWcUhpWLGga7WtxySn5sOZ5iEuouc7KysLCzl+++Ne+9MVrvDYppZAq4hZ9ij65JI+1hUPmp2vdXTRSkr1XX72wuNhNV3OuLr1pO50tp9S2I5v2sya1fekjxq985R/XMn76k7/Vu2ht1M+KSJOShRSRqmIhqtonV4th84UNhSuu4cOg6XDJZ1YxLe5VPCL093//9V03sbRUihWdmsxqtdnKSrIkMmtSHz5bBY9mngAAIABJREFUnZXxaGcpGh4qKdmYXZTkO+FjjRAJn8/xuO7DXUViE+Mh2zaX5s3GwK22Abbjo062Y5xiO5byO95qCl+Zuj5+n351HApv+fgft9G5m7jd/HC2aRfdzPwtdms8t2PezUJPeKXS437fE56GZFMD+MdZKGXdlxz7sOlE38+/UrvBdp37uG3eNgm8O0DyuUkyqSYlxKv0KefpdHXSNtPV5Z2TXd3KTJfcS7+yWhYnS2XaN00jKr2XWmcu1W0osjxeGB0+fGgyWfBwLzFfFU+SSlIRTyU6qyJf+NxV+/cdyHlJrZe0WuqySk2yo7qnrEnUUm2baqK1rqpUFY+oImYRO3YsXH/9dQcO7J+Mxibh1VVCtTPpksxMJEkVUQmbH++G5DZNp9PxZHTowP7FhYXJwnjHTjlwcPngwWsXlnb1tZMq43Y8nXbi3qTR/uunL3nxK37ssV+n6bTwGDVtX1TDRYtJUQ1VVQ0bLllVVxGTMKkh1aUXcdGiUlUkojftRo2p6Cf+5apL33/ZZHT6SufJfLZ6YNeilDqJqH0/zcke8KB7d/3yZz7zuUMHl02X+mnXTkbuKlLYS0m+E+AuZqI27KBbPlrZjg+qLUzeePs+yNv4YbewWbeQjbGZP4ytvaLtPzVwe281To1vaqwmTnDfwna+m8Wt8SPW22TwU/X2dV6JiMJX8ZtDiAxDVyESrmG1my2M24g6yk0/m6XUzOry19/n3kuLuz/6fy/TpvESotGk1EefLMQ8qc1mU+nKeNKcccap+/cfXKmrEqbDjCciGqaps5RGNj6w/0qvIVbce4++adRVvQ9Lycu0F8lW3IuKNTbcweEqLmEqcuDg/qXFxdrXlZWVthl7LZrkhuUTbLjj48YXNc1m09G4nc6mu3btOvusM17x337tvvc59dX/469f8tsvC62l1PFkx3R11jRN7TXndnV5ZXFx8ZOf+MQDHvRwC8lqvdRh/FPURUNdRarF2kk8dZXQcBNXHYb4iooP12dpVDPxWt93yaV9F50WkSwSbTavU6/teDw2jQsf//0//5yLxgvy1rd+8LnP+bXZSsqT0aybNU2uJB/Jd0KSbXCYvJmPoO2ZZ4UPu+3YJFsZF7ytfjr8hDmq2+wW0Dvg77qeNM9kc/u4bcezNQFwqzWfh1RNkRc6tzAxsdqpykg1ap7tOX3xWT954fd832MjyVve+d7nPf9/zEpy8xKNSiNxWDx7XWpiZTGXi5//xIc/7IHXXHPgRb/x6n+67HOHVlK1ZKlKrGod1zzrXUajXbNVX2qjZImkUnPji8XcpdMcbjOPUdsvjkRCfJoiaWrKKSLWpVUbNct9jPJEa9W0orVbbJZSUjP3NJ2pTHVBI6muhDYSIxFPSfqpjix964PP/6Vf/E8XnL87i/zUj3/79dd9+o/++B01ndJ3s5SruGbL1Vfzgsxi9cOX7b/3A7uwmM36ZuR9TN0blZGESjTqfc0eaVidt6nSu+Ya2SWLmESSMA1Ri1mXZ7U9WPyNb7mkxFjTwSQmkaXNXezwtOdQf803f+M5Fz/3wh3jcOm+7z884P/8wyP++E/fKZqt8ep61L3mIRoh81sbj7rnJI6arubISbmj/i5bnNqA5AMAAABOPmbW96XJOcIt2YMf/OAf+dELm9GCJPmO7/j2F/7Ka/reXfzo9b3ca5PSAx5w3x/90e/XqOecc+7jH/9DH/n4b6aUXLSUMh7l2m1Hn9aSNKdwSRFl5dHf9chHPPyRZ565p+sPNSPPScT7dV9SS23yWKM84hGPuMc9zld3KTIZjy+66Cfe8a6PfPqzh8LqcPPT0V/1yU/8q8pjVE1E46j/eLyLU/yY0JovfqZiZqGqe/dec8UVV6poxDDPlw5nsjzqqM2PetR37Vgci0vKycPuda97qb27eqiK2jDPva2VpKqYrVXgsHL8TZzCu6OcUiX5AAAAgBPjPiw4LmZWa921a9fQHe4eXnfuWjxw8PobHWiHpaQe3bc9/Fvco80W6rUW9/niCmbW971tx0BTFpVapa62qXvCRRc+6+d+emlsKiImpXoOGR2zxG1uct/1k9ZqrbVGUpEkYvX00/fs3Lkj55X+RpU4n/flqi/vrSHFQ9SGNReOXC8ax82pEPW1AbfhHqpwj6S51ti79+oDBw6ILsi831REJDRrlH56j7udFyEqUUuRnKezVVVNOZXa67DGeugQkCJZ40YLe+n8Gnu9ydyLkzwAuQgEAAAAODGqmnN29+GfI6J6byYpSairStvmdWNipXQhfdMkURWpqiIa4/HIvTZNc9zZfbf43IoniTZLtvqjP/yYNnnUMJEofZsjqniZrfuSWmrOOSLcXUQ9wksV8VFr5513l67rLOmRFXrXuu7AweW+q6KmltbSdXhZouJ6nJcTN/6HEA1VMzN337/vgA9zl84LZQhINRVVudM5Z1kSCU85mZgmTU3uSzFLpXpI3BCbFnZMvpWbW9s5jn5NJB8AAAAAkYhYdzN22+YYplHR6LrZbLY+q9pRa6bT2UpKsjpdCfda+67rcs61VtnE8i2blFITHrPZ6uLC6Nw7n7kwyblRTZJyqERKYsessppzHp5G0zQ5iZlZk4YlRHft3tk0dtznpmpVJFkWsaEV9cZja5uMZ9VklqezqeraAstHFVitfZvSZDwpXdWkIhIS7j5stN6r5SxrF50OT0CP/vZHxhVv6hmc/LsryQcAAACcGHcfru2MiPAQkVpLDKv2SeScj2qkeWyU0ofUtk3udTweqWnTNBEe4X3fp5SGMcNbrndRy5rs7ve4+3iSu35FpHj0ahoyjMatr5xaa9/3OedSirtEuIQP+VVrFdWu60TW36VXvUbE8HezrGJDBoeEehy9rUKOHsM8etKUqHUeb7PZ7KamOK615pxykyQ03EUkpVRKSSmtjbVW0bW/hjG9kKh9eBHxkHDxWmtIiLpHCakRNeazmG7X1IskHwAAAHDSHEMfNeq1Ntw3jPtFxDAGKOuST+Y3/pUb5kFxd0sqIinZumFD1a3PaR2aXE0kteOxa+Qmi4pZEpEQC5PQ5tisWruqU2y4LlLnd9PlnEvfN00zPPTRX9U0TUrJq0eEiA9BqKoS4jo8bJpvGEkikdLwffXG31pSShFRSpHjLXXWNE0pxdRKX0VEzUotplZrHb6qbdv5OJ7O28/dI4pmrdW7rniYR6phHtpXV7PqNYZKlBDx23DlLJIPAAAAuP0eV4ccNTOk3sTx9k2t/rJt1RFioRpqa5OgDFNfaoi62Hzt9/XNJxExjDR6iIpEFVWLkL4rKbVe/djb3RYXxkkiZRsGOyMidBjOC1ULVVXzKqrWl6Ka+r4/6kH0hrbt+5l7SSmpDvOsxNpwYohEX6qkdHhlJeUkKuGeU661jEejWmtW89IftZFdxNVCVL2KpcbyuCvp3z77pY987F+uuvq6sFyqhqQQiyOLOMSN5xQ92TBjJwAAALAdyXck9o4bdTpfCH19B94wl4lvS/eF+pHHD5F5+617hjf+kghVda/D6GVImEhxKVU+9alPR0gcvZCs+vAId7nLndtRE6U3cUtaVcLnF3SGaoiGq7ukRpPmWvu1JzA8mTo8iJmGStM0k8mo1pJM63wyTxcVkQi3ZjT+0hVXfe1d7yShasnDvYaEiIdmqX2xnI5M+iLiKsXDJPVF//Y9H/jjP/2za6693kRDymMe892Pf9wP7No1ctF08/f4kXwAAAAA1kfdkazasAxvPT5PJpFhSpWjS/S4iaOqohoRfd+bioqJSNI8nfaHDx/26nmcq5cbfwvbs2uXeFUVM6sxzPYyvERVUZfoui5nEbFS6t69V0aE6LpRPqm15mRm0rZtrTWlGx5//k9hqRS/5rrr3edVl7TJqSmlNE3jXpqmqVGGFfnmjx+aU46QD334Yy+4+Ncfd+EP/9DjvvfUU0cf+efP/9Z//Y33v//9//0Vv71jxzhuiHMWaQAAAACwgVg3xHds2q0b/bu1CsMkhjUSVHx+rH9kNCs05Djdt/YHl1122XXXH5AIUSmlvOlNb9679xpLudY4dvTyXve+R0hVE/daSq9rE4Gqaoi4++tf/78/+tFPzWb91VfvffWr/zAfey9fmKq4eynlnHPO2bFjh4evrQYxv8uuFo+Qt7z5bbOuhkd49KV/3/veZ6o5JVUNd4k0f91rT3LW18OHuz/7s//90pe+8oorrvvPz7z4qU/7tTf8xd+84AW/8rBve+Sf/OnrhwtI446xb5J8AAAAwAY5Nx+/q95EK2XBY1I1hxWx3sKaMtFoVVznd9H1Kr3VrFLElkWraKdWokqjKUdomaVw85JEhxUOLDSHeuqt7GjKJEWt1rl6W3Lul8QnxXoRsdrkMhp1S427W1dErIwn3agp2dNyzctWd7q2Vavk3ucTYCaRItqLuIWZismhJg5PUrLoNU1di1pTax8h73r3/33bOy6bus2yfOryq1/6stcePNiJVI2s3lqSGoctYmLjVOyhDz3XaohMxQ6JWfiCS+uSw1Wit8hv/Pt/ftyTXvCk//KqH/zx337T2/51VpqQ0urhRleS91ZDIyT1IftbjbufdddTl1LOU/expt3V2zq1SdgoDk9s/K53feQV/+sv91Xdu9y8/FVvee8ll9W+RlSvxZpiOhW5Jo+uExfz3RJl1KQ3//Ul9/zau51119m//OuHzjvvzv/pqU/75w9/8u8ued0Tn/h9n/rE1QcPLatOhzk7Q7uTe//lwk4AAADg5otvGBAKkSLqajVUhplChusnXT3URW6YqdNEzHW4ec9CTcVC7MiYkpqIhN4w+qIi6iqurjp/2GEIyjXm30VdwkPFxSzc1UMlRFxdxEMjhsGx4Ua+sPVDOzFMwiki4mIRqS8RmsJVxUopCwsLfbe6Op097xcvHk9etPuU5tWvfu0VV12d8pJ7TU3uem9NzHKoz7qV+9///mefeV5fUtuMRCxZ46Giwxjd/ArPrqv7Dx56+9ve4b1KyMJkMptNqw/XnVqYSmitMcrZLC/tGD/gG+7/hbf8fUjbddM2N6N2cbZyyJq8Op224/ySF7/07W9718pyd/nnr+w6a0aTvp81bdN1qyk1EUOVm4SpJhd557vf/ZgfeFRKTUrN4tLi+efvPP3003bu2B0iO3fuPHTo0J5du4bbBk/2NRpIPgAAAODmk0+iirhGNXfph3kvRauLm3pohLhLhLqLuIrrED3m85RIEWm4j87VXE0jiVgVq2Kx9iUqFlJDi6u7eshwdWapVjyqahWpoeLi7uJWq0YVcfNqNSx8WHNcewnTtflahqs457fQ3XBRZyTXNkQjotYYT8az2azrZqV0o6btSv/Mn3uhms66vh3vObw8nYwXikfKI/caUVOq97z3XV7wy88QTznJGafdKdmVfefWJJXQcJE6zLqZdaGbes4WVnPKVdyaphSLENVhwkwNa6qUadelRp70pIve/b4PHlzRiOhLn9s2LHVR2oVR13dN2vPRj35RIktMxFKpkZtRV6YpN+FNSHHJouoqVezQ4b4vsbi4VGtTPb/73e/55GWfbPLkP373o72KSKwcPhyye7iyM4R1+QAAAIA7tDQs+hYhsTYb5XyoSizU3CQ0XCNkGOvz0GFs0EKyS+OSQy3MZYghzT4sfKfDPYBra5Dr8LURaiHZNbkOyyvo/H8e+tAiREOaEHFJPv+S4arSSKEaR+67CxVRnf81v2vP3BqxUURr2pTek4b7atOoNW3o6PBKXl3ZkdJppTajhaXVfubhJppToyGLk/Ty3/3V+973zJykdPLAb7i/19moUa+9HpkIRUW09DnZpO9LO1JN3eN/+IeaUaPWqI5CmwirGi5W3COpJbn/vz/32x/+0L4/OG6kaXQ6nYZlt7zae8i4K+OQJbGxpFaTjsa5r6VtJqW3YQu7ZFd1cxFbWGrOvvOdr99/4PDhMmqXvuWbv/Wss85YWT64uLgzJ4kou3bvUrH5bC/BunwAAADAHVjMlwswCTE3HTov1ELVk3kyz7JWbyJhUVWKSrGoKr1FNXGNotGLFlcJSWvDS8WkU+lNioib23ABqLppJKsjDZP5X3noKQ2R0IgkYSKikYa+0jANUxENV6kaVaXMn/76RecstO+71aSRLWp3+Cef8APPf+5TTz9tVPvlWmrbLIjmrq/uIe45SZs9pb72h/bsTM/62Sff6x5nmPS1duOxfOd3PuiCe5wZspxS0XAN00gSjXjbpiZqaVINP/TEi37gvve5m/hUvKqEqot1Zr1KzUmbJBLRz/wZT/uJr7nbWVEORF0ejVS0mrYajWqOCNXe42DY/ot+8nstTcetdatllHapuEo1KSpFZBrqXSdPe8qPv/fvLpmMFiTq0sL45372Zw4fvv7P/+R1H/o/l6mUU07ZozKsSSFHNTfJBwAAANzxzO8Si0jipl2O0njfeM0eOWqSmqRoJBNLIiZuUrLMUsxMl5OuJFkxXUm6knVm0quIDMNwWpL0SaaNrCSZJZ0lKfO/QjTMwlLUJF2OksNzlBxl+HZJ6jDWaCFJSoqSwlN4ij7p1GRm2ov2qiLqMb858Aaucjil1aQrWg/uXvJHPuLf/cyTH/3rv/qsxYW6MHaTztKy6mrpl6XORsmjPxj9vjNPy7/5G895wo99j1Qfp8bStPjhu55/6qte/eIHfsMFSVeT9CrVQpKbhWWZjVJpbfWiH/ve//y0H9Z6wPywxXLSTmNZYznJSopZks77FZOYjO2C88/689e+8j/+P98ySbMy25esS+GNiXrX5qJyYNQe+O5HPeCnnvQYL9dE2b/Qpn51Jck0ydRklmQ52YpFmbRypzvtOPfOp73mD/7gl57384977GPOvdPkFS9/yTVXX/Nzz3z29//Ad41yHgZOPVzV/GReiZ17+QAAAICbNawn11js3tmINhEppabv+5SyqdTat7k3bVSklE69Loxsz66F6lmsuA6rAeSkJjFqs0SVnMxDTMrOpVa1qCYRScmqhBZLkpOJlC5p2bWz2bGgOY9Eq3txFdVkYTm13pWsOVk568zFlek0t5NwiZpCNFuqtSwutKXIKMfa9DMual6kSbJ7R/YiObTJY5Pp133tXaXW73rkQ/70ta96w+vf9qY3vWf/4eualMeNla6Tvu5YyGefddrPPvMp3/Pob5IQEwuXEG9SruEX3P2M3/u9l/3Cc3/17y/5x4MHDo3apWFcMUl39tlnPOGiJ/7Ij31P22qy2cI4Ju0oNIW0YSZaVMZSSpOraRWvKn7enXb/zm9ffPGLXv6Xb3zLoeVpVnP3EM8q97jgzk9/+kXf9vCH1jo7dU/bTVVDFkZtbr1o61WSpD272iRVXcLliT/xQ8989vN+9plPvegJT7j8c2f93d++++Mf/6dnPOMZ9/36e+raZDrDQN/aeoAn6TmLk/7SVQAAAOAWJZ+4SOzbd2jfvmXRVKqklGv1ZFJLTUl27tx96o6xJrfs1e2zn/lySo2Lhbqoh4qEWXgts3POPmMyaXM2d1k+3F355atzHpUIU4kQa8R7SaG1zM6/21li/qUr95WaRM1rjXDLVmvNZhb1LueekZt0zTWH9h+aukRK4h42DEZqjegXxu3ZZ5+q0uswdYxaeDK1a6/bf+3BZVNLYia6unLwXvc6T614aMh4NpXPX/7lj33qI3uvus77MM27d+++59ece965Z59yymLbqFdJ2oSLpK7WannUVTGz6/evfuYzX7ziiqv37bs+wncsLl1w/t3PPGv3mWfsbEdavSwvz6675mBEdkkyn2I0NHJ4t7jQnHXGzpxCQr0mS/nwavnCFXv/5RP/du311+eUc2rPO/dOF1xw7lln7laTUsoXv3hFSJLIaiPxElbcQ8UkVs8/75wseZhWZ2W5fvrzl3/ssk/uu37fBRfc7X73u8+pe06xLJaKiKmYShURiXQST+FC8gEAAAA3n3ydSu1rUck5NbWKqpXiOadhdspS+9YWIkJzKX3JeVKLpHTD/X0houKiKqWvltVM3EXVVKTromk0RGqVaFYs2uikabPXQ5Y1JLuM50/DZx6SUiPh4iWi5NxEhIuJZhGRKCpWPItIUjGTUvuc1L0mSxGqau4aEZZ03rJeU1KR4t6JqFrbd5GsWSnLk/Fi6TWJ5CTuElJEO1MxbSXy/PbAJNXdktUaLlqraBKbL0JRsyRR6Waz0cg83DSJ5BsmyZRhXtMqtXg7slq7lNRLtdSKWOnDRS2LmveltqlRkdJJ00opoupq0tcuJ61RzceSarKm76Rti4RKla5fbkaN+6S456wi6h4qaiZqEdKLZBVT6UVMPJ3Ed7yRfAAAAMDNJ1+tPsuWSq0pJa+iaqa51j5lLbVXDYvFUBedqqao2TRFiJiLFJEQyeKqKhESNj8C17X1EzxCNImG6FRcTUZSqyYP7UO1RCORk2nUVUupVGmSSbiKSkTMq1JFVCJEXLwRFbPk8xXwXERVVUIiwlQjIqSGiGiYpb70OSVVE48In08gmptwGb5KpKqlCB9W94tQGf68qGZxqaoeMVz9mlQ1ooYUU3cZ1VpyyhKhqhGuasN4o4hIaKioVzWtPix1qBpiZlJDzCKqqA7PV1XCRTV5UdXhyYqlWmI1m0gdu8xUJxGq1knNGklz795Xn0gWib6xHFElmnAJ7S0ViZGqxZB8kfTkHeXjXj4AAADgZpMvUrKFkGEYLSebr3Wg2opITjmk9FWyDaujVxvuDHNRqaI+n8lTRUxUzEPEVCJMRcTDXTTMTMRcWlVTMVGTELUUEUkbUZEQSyORaFJWEe+r5jQ8OdPwYa5OFYmQVIZBNBuWd9AUIVHFkqhorSXlrD4M0PUimvI4RMQlQpKJSBHpvTdLIlpEq4iEu1obLh6iJqIeWi01Eh7SmQ0LQGRxlRAdFoI3EykpD4vCD3+eVKtoFfEQE00aosnns9lYI/PtKmFiGu4lpSTeqEjpZ7kVCU9moc1wqarXlPJkWLciJXMXVTU1sVQ6yU0SC7X5QuulzszCtOl6aUZ17VsNC8ef5FNaMmMnAAAAcHOGazPDJac8XS3DRXL9TMyGEUBVacykeHURlyoipbjOI2xtTTwVr9XdhyG+GlG8ioiaJrNSOhcvVVRM4oaD9BzDaGEMK0WkCBWRvgvLSUKkzlNySKD5OFztJWKYcyYiapUI8SrhIippPlGJ1lLMchkurnQJFTMJF3GXqDafzmRY4KGoaSlFh/9nXkohIRI1Ja21q7UTiYiQUFETayW095mIeMQwgKYmImnYFKo6XynQXUSSpRru83+TiBCVlCyiRhURyU0j4hG9ZFGTcBkmSPVqLsmH/2louAiPyI14GdpaPERFcjJTEZHRaD7KeLIvwH7UDsyFnQAAAABwsmKUDwAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAcLLIbILbiyv3HWQjAAAA4LZ3zp6dbITbL0b5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAA+IrSiGArAAAAAMBJiVE+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAJB8bAIAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAC9/v1vAAAgAElEQVQAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAANy+zCW4vrtx3kI0AAACA2945e3ayEW6/GOUDAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAA3Bo0ItgKAAAAAHBSYpQPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAD8/+zdvXIbV5qA4fMdAAQpD+WacDbZrb0JV00wVc4383U6m9zZVPkyJplkfly2XKJIoPvboAmwiX+AIAWAzxO4JKrR3TgAZb46B90Akg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+QwAAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAAnLehITgXP/70s0EAAODU/PD9dwbhlJnlAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAAC5MZKZRAAAAuEhm+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIZAgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAwIUYGoJz8eNPPxsEAABOwQ/ff2cQzoVZPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAADAJYrMNAoAAAAXySwfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAAB7GBqCc/Hp0yeDAADAKbi9vTUI58IsHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAAHBGIjONAgAAwEUyywcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJLPEAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAIBSSilDQwCcix9/+tkgAG/gh++/83cOrPvW4OyY5QMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAsF5kplEATt/f/v5XgwAAX9ef//v/DILkA47px59+NgidH77/zmgYN2NiTN5sQM7ob+CzO9szerP51uj70//+U++dKQs7AQAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAcO4iM9/VE/7b3//qVQcAgH39z8e//NcfPxoHyXcG/vHLb154AADYi947UxZ2AgAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAABYLzLTKAAAAFwks3wAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAO/C0BAAAKfmle4bHBHGFnhvzPIBAABcLLN8AMBb6ybxlufcXmlyD0DyAQC83/jss/gTkHwAAC/KKhEIIPkAAIEHwEu5fAsAAMDFMssHABzusDm9zIyI7r9H2eGODluiuXBK1nkC58UsHwAAgOQDAADg3FjYCQDswdVZXNITkHwAAOdRifoNuHgWdgIAAFwss3wAwAqvPTXX7X9hSq1t2+6Lxzr6wv77B113CPN+wIUxywcAAHCxzPIBAMd0Up/cO8ot9VZOSG5+yiYGAckHAHDktjwgtLbmXH9LIQdIPgDgvXfXYTuZf75u3Qf5djnQwREo5wDJBwDwTotUGQKSDwAQUXtUVtdO3YReP6K6X0dEd+nO1zA/aEQ0TdOfYCxrLhbaP8OVJ7z8kPlXJCIg+QCASyi9Yx3lMbqiHGPBaImLGBaAl3CTBgBgrbefpOoi6u1Lavd4y0ylB5wRs3wAwBFC6IjHysyjHDnm/9l23HnZ7hV+X6uKASQfAHBCybdvR0VEZilxNkOk+gDJBwCcvXWXKjmdzlx6oBYDkHwA8G5sTamFQlq4S97sU3bbrtjZu1LAbONYdTKlRq3x7LhZots4M6PE5pNf7rmlw2T7/CowUbKWWG7X/lNb3u1hazjN/gGSDwA4+0o87IEbcmj3Ujr4xuuvMUrqDpB8AIBKXN4y1iXTAbW59JAsJY+YguumAVUfIPkAgNNNr9fb27pH9e97/qyUMkuJo39ccMMOdznW7rOOqg+QfADAxYflq1zlZZdlnIvbRMabj4bqAyQfAPA26fXSiNr6ebzDzmR+rZRcuhVDLl0z5kVPOUuWLUtGl9dqbv3K5qu57Pj0lSHwZqohAADerDxXXvZzOTWPcz/Akgs73D20lk/gLe9KDyD5AICTS7sde+/l9Xi0Jnx+/4mj9y3AKbCwEwDedae9cCcHz4btu3RzebXnvp/u60Kx22a+t7UXklk1FblwPsWH9wDJBwC8q4Bc/njeykf1PrD3/CNz6x9+wKf7smSXY/1VnVmyxqZDvPyGgQCSDwA4464rh07ubV/5uVRW/bWX8wm6ozyFlTvfa7cm+gDJBwC8aYkdsPGGy2M+zsWVumKDWL4jwopjrd1zifL4RwtrKR+XX2aJKKsv8bLPc4/ns4ilbcpwGPMrbpZScz4Ivc2eHzGjbCnDddfw3LBYdPNlPwGOyOVbAOC91+Pmq6Gc9UVKjvjBwl22dEEX4ASZ5QOACy+6Fz98+/Ta8p3utp3DljvvZTnaXdS33kZvYX1m/4IupZTlB21e0mmdJyD5AIA3SritU1IrPzW3+64O7snMFUX38snGza21ef3qwoA8/+LqXa28zqfqAyQfAPD1e6+/zYYrVWZmlp2u1LLjp/h2qsGIkmX5uAc/5a0B1g+8dR/Ai4Ou8wnw1fksHwDwWtn5Bvt5vee11x0IfYoPOFlm+QDgLC1cafPoCz5XLrPc8d4MO8RSiVLats0yiN4z6m0cWw+0+8Ta8kRcxNPVQReuBbr7rSA2XJ9z88rPlc/LPCEg+QCAXbNtlwfu9ZGzYy3mXFd0i5uVLFtv4rdtGeeOueXzeMBls7ATAN5v/u3y2HVXVdml9xYeu8ctE/I4ozGPut2vDbO42YXevgJ4P8zyAcA7ir2FW4FvmObqbRZ7BNI+QbguEV8+vbbuDGfPt2w+wnxpayklNt6VwWQgIPkAgK9fesuZtzJy9j3ijl23IsBWhdOzzXZY2LnO7gs7N4zAU+apPuDMWdgJABySkQf03td6IiuvH7N8XhZqAhfJLB8AnGh9Lc8mvfCCK233CblY2iZKKSVqLEVRlBL7h1B9fgKx/NvMzGwHg0H/Yc8m+jK2XuKl3TYS3ZHK4rVASyltN3VXSrtwAmXFrF1kiYjI2Tbt46C1T9f2zBVjvu/Un/v7AZIPAN5L7G3++mvcGW+vObp9P6e3amHnEc6/5nEGYcPnGJfXiJoJBM6OhZ0AcOq9t2/pbb465cIG++523/WcBzRSvvCSnYcO+7HGH+CkmOUDgJMuvR033ukm6bH49YXrdr7kiL3fbiqobq6sLW083ozh6eqZzy4fmuUY1Zcxe8q7XJxmvrJ0eU5v3bVbACQfALB3/r1WV2TtjtE/3tNxo+7YewffgGEhPl9Yv8ca8JWjvfYCnqoPODfxDlcpfPr0yQsPAAB7ub29NQjnyGf5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAcMoiM40CAF/RAf8nysyIiIj+V/r7Wd7niq/M/t1z4Y+efvv09aw1hsPh/IiZZTptmqbJpUdl5nA4HA6HpeTd3Zf7h0mpNSLati2l9M95+aA5+/9yjXJzNbq5ua5RSmlLKW1Tf/30e9O2bclaazs7XKwbolX7j1XHrbW2bRsR4/H42w/XpZQsGRH3D5Nff/89M5/9A3FGiS2v18o/jt5p1Fo/fvNhNBplZq2lZNZam7ZElH/955c2S4ma2ca2fW5/n0RmZG1rZJRSasmPt99cXdWIKBGZ9bffPt1NpsunGaXUUr79eHs1Gjw8TEo8jsCzly/a+W+Xh6T7o8wcDAb9R7Vt24325rf9yvdkllj5gvc3rpGj0ehx/xFZcjKZNNPsf+Ns/b7LjO3fPpH18ZmWbz7czJ9difr5812WGNRo27bWOh6PS8n76fTLly+TyWQ6nXbvgVrrtEzZCR0AACAASURBVMn59/LKMYmMEv2vZom8GY+/vf1DN+wRcT95+OXXT23bRh1mZinRRqm537smelt377yas69nfhhff/vxQ3eCGdFk/Pvf/2lz7R7WD2wZDGpmdn8bfLz9w/X1OKdNlqZ7+nX2+tZaB4PBwksGBxsaAgAuvh43/nSbO8bnjj97DYfD4XDQNM2XL1+apokaeVDWXtgLU2Y/0F9dXV1fj69Gg+m0adt2NBrWk/yJttY6HA4iItd39Vf/F5DDNt7h2yG27yq2fyNElFLi4eHh7v5+Mp20bZslS41uVKdtEzF4yT/9nKmu+du2nUwmNzfjEmH+BckHwLsrtMN2ddhsYf+3C/MMbeag1qZpao2maYbD4eNc2SxR2raN+vhv9t3k3mg0iij39w/T6bRpmseTqtF/1IqpjKcZy9kvst165nv92/9st7l9g/lu4zgvbpTS/YA7GAzG4/HNzXhUo2napmmaprkaDWfDPj+FPHRW71iilLwaX5US0+k0M9eN9PxVWPfeW/kade/VdS/f1gnAle+ip5wrizuP6Gaqcus579KE/ZNssy2ljIaDrmEiotbaZrm+vi41Istk0tzdfb57uJ/P7j6+rbLkbML4XU1hRTz2Xjca9/f3TfNhNKjtdPZK5ePYzl8jU3xIPgD03uEH2j6nt+3H8a5kuiVYs1/E/f1kOp3Ol3HmPmeY5Si19ZV1K0Uzs85W63XLR6+vrz+MxyXz8+eH8XjYbXOa781Zh79pes7fcLnyhHp/8PJxO8rIdwlXZssy51VTSmmmze+f79q2nU6nXQqW2drmhSf7zrVt2y38NhRIPgA48EfVldsvrF7b5YN//czr/zpK6eavrq6uIsrDw/T+/r5pmvmWyx99W/7x7sKWtDVNE6Vbvvc4UzEaja6vxzdXV5n58ND18P+39zY7sjTLmpb9uHtEZq1v791CNFIPWjBiyAUwYIYQE0ZI3ZMeMOAKuIEWYobE7XANtECihUA6QkJCDKAlxN57rarMiHA3Y+ARkZE/lZVVK7Mqq+p9zjnfqZWVPxEeHln+upm9xrWm6y7nGBH5qGcuk99vWLKfKi599Zx/28y5PJn57DlTjW8z035snB8fH7t+yFPgve6MVNm/ezVSGYmIKOccRTEOAJIPAAAAlNs1pdGzZi3PL+WPl8jLEKCqhhBEuO+HzWYzxjT29MPlgoFf8bI7vrosQlNaWkrp4eEhCJtR1/WllNVqVRe7qlqjQu8dUHvpBOo1da9+JPxRN8gyqjz+4C/tZfC5OX+JfUtNsr3gEIlqxaPq3jR277qumJvKOHTMbMeCERAR9X3fxiQipRTE+gAkHwAAgG8t9uhKthbXiW8sXi4iMQYz32y6YRhmsbeoLXxFTO9rJHaq6pzMGWNcrVoVHvpaFMc17ZOISikiwvd6CipcSjEzZnnDfHvb8v3ZCr2zeu9V5p/0Quj7Upg5xcjMInxQeDbq5Br9qwfO5EQIZh0zDIOZBUHXNADJBwAAAELx9lGvE04Jp1bti5olZubUxK4bttvtQSBld8Dfb+O+KjpVXa/XMQZm6jd9rXWsgxOjzuWOxJe6RL4jrKosbIOZmQb98rfGG96kbRsVHobcbbumSSGEuX61lrDWMCXV/6mhPndZfA4TIbtzvgsAgOQDAAAAvfe6Zx53MDulK87ZdRKREbG7uQtLzTsc5RyRE2lQIe0LdblkJxFl5lI9PPeUzLOikRb5e/Mvnz1ZNmYn9urJOIWeXh2Zubp+Xp7CKJtLjjGuV20M6malFNVqQujuVruNbXMhDYXcnWqTBnZzF6I6wr7nHTr3y7u11CMnIhVvglo2IgqxsVL4ZDDSa/IqEdFxINDchXi2stz1fCP353IvTZ6ZtPRc3en5CN54OVxqa8cFcvSSvc+1XX6xy+QhqdNJxhhVJTM9Pm37kr0M7cPaiYS4TmBjyuxqhzfawXlD7+2+dnzP0Xe5r4QhApB8AAAAoPdu+SZHNU2T/yTVVlp9zl0/zK7r33OJdtQPgFarVYwxxmhmU27krq2FqjJTdbi50zMinrtgXzhzrpIkfOaRK1p0Xt7NZJKqY9cHI48hxKBmPgzD37fbnAcX1lHPQsEBAMkHAAAA3LfeO1Xm91znNHKiUkrf9cWs1qdV98JvqPpqzZ6IVDv+9Xq9bhIRlVKGYai/XSa71nLHatd5n2MlOnbdGGfCWw/yzXLxEr13u47tRBRY3N2KzdpPVWMMIrzZdJvNppSSidxNJEwBXiQnAgDJBwAAAHyo3ruK0/34TGY3qtVoy45k9F0TsaoFfzXnbFJkplKs6r06PnOgb/qn33OPaRVlvnb56GXS8cLg3pv13oXDXvcvqlwPIahqjJyz/3zabDYbImIVGXNvea7aQ5wPAEg+AAAAkG3vrfdu9dHutWbJyZfVd99T79UgHhGtVqvVqnH3ruvngN5Bm4EaEa0uhXqvLoUhhKpj68H/5mW93E7zjJ3sK7QfX7L3wS9q+DoOMQZiNrK/Pw5d1w05iwi5l1JY1N0X0T1oPgAg+QAAAIC7FJyvbdM3lfJNemYh9mpsRL6Z37qZpZTatk1JzWgYihDVTgxzq4bRwmT6edmq/g5RHZsKzumdb5t7/JKy8nvtvhhCEJEQlJket93T09Mc0C6lqGqIsSzSPvFVAwAkHwAAACiuq73qTEjtsDvCwoTzbVVVTl5li6qqLPpNu/vs7bHvgbnUe8cWoJcw97M+/Vvi0dPy48SCuNEk6pg5NaltW1UtQymlyML1ZFbCy6vg7l3XEVEpJYRIp7INlxaX7zBLl2aJIQTVkHOh2UB/cRWPHFbnA372nccpsfsIMvPpUlZv0rdvQxz3ai9lEZz03XNqeu0ckp3P+qDne+0zqUHNfNN1m+12bBE+726IFPJiRYinV0HyXT7ZDqdKCAGZ4QCSDwAAAHi1XDxWYpcv/Q9eUguZRMQsVxfHm2rjz9KKfXZkWa1Wq1VLRDmXat9ycszr82thWLXxJL7HWCgz1yX43lmc2lw4sZa/9GIz1S4No7ZfTr8XxN61ooKT8awvFaCINE2jSmb0tO1yzl3X1Vtp6bkKfm/k6UBv14AqRgbc/EsbQwAAAOB+BNvlhU+/85wTWusZoRLCaN7Y9/099xV4Z11Ui/Gapmmaxt1LsVLKcxEwWoSSfidV8n2kbO0h8eIIHPCGCbmc7a+KRf/+tLeFzex8aWKsNYz0+Pj0+PS02W6dSFRpsledNyPESVC199a753hTSUQcZZDgxiDKBwAA4F703u8/Ybf4PkrGe63wExEWMfNhyMMwWMk3FVGLFfV4KHd7pcysbduUUkrJ3Ychz+mLz0X55qRBERoTBe9s7s2lhjFGd7qKLj1j/XKQV3l+ql+4DzKJt0sPr16IEILqGH39+XNTtzaKEAmbjwmcsUlk0CTXn3UqEuPocDt+D2CYASQfAAAACMIrvvDMr2q0p7gPw5jepiLIbas0TfPjxw8RKuUVrQjnaNgwDHe7tBWRGKXkXfv4WzSTeE7mHQvmGyV21jpMVa15y8zU98Pj4+NsUprNqn0LOZVSyFxRsHc9FlmdMQTlKbGW3loADAAkHwAAgDsVaa/uhrf4+dg93528+mGMrfNOrKef+9yDX9XG4u6Wh2zFp+ZjdLsKu4tr+XzxFD/61RUOz9xlGX1yI3dhcfJadxQ0PKxbMyvFl9diL02xlqrtHSATMauaUzZzFnI7OtHbDvKZ4SeuViQUVNjJiy0nx5unLhNVZTVO0OdrAi9O7DxfVchE5OROC7NQn+Y/ETNbvWREqppSEJGuHzabbS7ZzMdXMwdRcrdcxitHfDy9RjcXJ57aNPjy8Xe9gLx/YD6fNz8/dEbTd4KT07tpWmcWdxNmIY8qbDaO7R13qgSQfAAAAMD9UC0QmUY7xJfkjdlB47ia5ybCpVjX9UM2FWWWqdk0n9JgZw/opT37o/c8m9h5zsbycE3Olxzf6SEcX8ZEwsQiVozcU4zr9TrGYObudnBecxuGnUxa5C4yCxGJSjYqTnMBXH381or6pVOuKshZKIVQD2J21HCukvD8VXtOjDmdUrR1gC/RjccOtMfFYMcHcjAVrBRhJuY8DKSSUooSYpTtdvj16++FRrXpvDsL8Zcvh/N4s43/rWPFOyn4YZtNvNh3OJZ+83Q1n+8yFXm3VOoa4q7zPgWd+iQyObk7C0P4AUg+AAAA4AZrxClCVfWeOw3DUEr5hu7zB00m6n/Niqq2bRtjYKbacO+1y9z6bm947bvNgWrN6v5yMud1T+GScr6Tj18abOQqcFxEQkptk8io68pms+1LXl6dr7cDNG2H+Nyvoj5SSpm3e9y9lKLvaJtZP1dFDkyAj5MXAIDkAwAA8MVl2DvIm9qsrBbSVIYh55yHYaApBvU9B7+mtrp7zrlp2tVqFYKamdkr6vf233As5KP7a0FeFb+qqspxU0G6LGj8qv0F339/eqaW79Tt8OruI2NHPtWmbY28H4ZuM3RdV3xMOv1ixWPsuwgkjbE+OhhwEeEp/tnEJCLbvnuXmUZj5NhdNcxNMiDzACQfAAAAiL3bLA2Zq3pR1Rq/6roh5zx3rDb37xbnO1iAVoePtlmHoMOQfycEMXu33KNIYGbioEGEu27Ym4e8CBLtn8sV5/mZWr7jBw9eeKIv/NHz27bVoF3Oj4+PfR4se4yRjatp5yw8vojko71c3Jq3y/Ucp1LVUkrS0DZtjDGlVEp5H8k3XTIippRS9dHBdz6A5AMAAAAFeKtMp/rONbiXc6nN9/ZLp77vaNdAX23GQC6l2DL9r0aqLr8u80tzznMT8Hs7d1GhqXXBbhrccu6d2eN4Mdx3uUhLKeZiPx8ft31Xpj2O2mRy3Now+2JzfV/vLWZsbQ7J8mO1jiGEEIJSzvbr8em9NhfGmsGpHYgjygcg+QAAANy1NjhY07/thS/+9mS22wm9wbw0WXluGb2UNO6cUlDlYbC+z2ZGJMt39dntkE+fIDPT2YX7mweWnxdOV18bVt1bE1zn02Rm1dCqllJ8PxBxMBR7CZDTxRrdQCbMTDX+7efjXDN5Mrgx2b68a8SplBJjJPMQQt/nAy3qr5/Di6cZHQVOj8dwHrTLEztfuOOcWGodJplRKfbz58+hmvD4aMBax/p1jfzuFZuH0czmvE3merpKbGREJMwxxjampmlExK3k3IeQchly6eldsrhrPmfJQ9M0MYaSh+Ud9+LuAACQfAAAAMC5FflxeGRqgkyl2PlKqq89VlV91VXyft8LN79O1tmBwrmrEajXPagysbl96hU2M8vRnsCQcy6lNjFxYREh+4LT2N1FtMbxhmGIIbAIG7k7OWnQpmlWqVFVZq7xfGF2p5zLO15xnvZT9LmNJAAg+QAAAIBzMm/ZHe74CXMjgRrXCoGGwfp++OblNCfcSsafrRobXmG1EUL1Razvf1cDrqpmltrVXNt5tVF9Rj3WVo9nivRea8s5h68nLcG1qXqd7aUUc3NhnxQ+k+z0xxeA5x2KyXpX1d29mAoH1aZpYkqqWk9/GMZbPq7abL7pOuM39DN5myanUoowxxTRcR1A8gEAAABvWWS/6K1fxZ6qqvIw+DDkujimL+dbeCF1NOZF8BztHNvmXSkKISKllDrUfme5alUapZScTuwXTI3F+aQ2+02Zff5Xl39KrY0cXYiozL0HdonHtU8DVUsikkWfdvFj9UT+yW788RRnH5pSSlV6TZNSjCKci/V9vzObVRERUen6YShZglJ5p+nmbiHGEAIkH4DkAwAAAG6l/WrYqhSvOmevh/j3Y26+V1sULEfviolnzGNhG01GqXeV0lZP36si/YiZcFzLd3G5oNNkrKqqqjT0pQb6pvec7ojRl5RrK/AZ40PV9wnn8DipahiZmYPqer1epRS0pm7m6sRbWzU4j5M8u2/7rv7zvUKezswhhPEuwJc1gOQDAAAAXrVqPr9WrhpDRFRlGHLXdTSlt/k33m+f21SsVqugcuwycq3B2RVM3tmAm1kIQYSHfE3Jd2Bg475zazzWbAc/v+oYVDWlSMQ558fHzkpXFSBNHkW7nOcvvXNRBW1KKYbQtklEyazv86wDdxap5sQkKsMwbLZbUslmgfR9DlVVm6apc+E7bzYBSD4AAACfY4314mLlQk+US5LcLlljM1m1qCAiIiHaffSizIn6fhiGgZlffG9mKmTOFJjMvfZzpqnpl7E4ybyKPw6VGO+k5uXnMmaZnioq812ruMtG5OhglISImGsOo5MXcVL2h9U6JSWy2n1+OlSuoTmW/a5x/kJ1nzrZZHbq7hKUlTbDQMw+r87H/tjzado0sDUdUfyUcww/f4KnB9OZq/JiJ6rzg4kDMZE7k5OX4NxIUKK+2HGTunpZ/U2pjlabbtcZOU4GWiTQKu37ZQ5us3vj+P9t3+3TfJwF1YWFSGJIKeRim82m67q+5LUqixoVYXZ3YSUSdmUXcmN1dz8T1ntn/cEvzVhzq8FmGbM3hdzFlX2XnCrmnksK4Y8//qhat5RS+n6wUkdPmG0xkqWUkBph+fXzJ7tQocDhKqeuPh62L86IJ/3PzOz2R9usYjXINXM4uABIPgAAAN+b80Ysl7x2aX9fl/LDkIdhqLVP32p7XZx8lC7uY0UTqWrUkJqQYjIzIlO9fqxjVNeLENZdLXPNTFXnyfAOSafPNV7n57cA5n8Is7kTk4hoDMy+3fZPm03dxQgh0FeZ1uJko5HszpaJFz0ed2vZEP785z+rCrPknOtF3JXtLbaoRnNalRh1yGVZv3qdK3t+H8ddReothnZ8AJIPAAAAeLUOPFwvMjuNBowhBFUpxUopc/3edxirAxtCJnI3EaExx5Xa1DRtFBE3N7Nay3cVjceLRS0z5+L33AYjxmjmt9WibyoWOwgRm1khCmPiIm+Hstlsur539xrd6vNAql9mAgtRbbLAy1lTbFEXSrRoaz7v5hzovbmUsd77qqrCv7bd1a+4M52U8WOTQKIYY4zx/PfYXF57QvMDAMkHAADgTuTW7T7rFQfA7DY6W6iKO9XlYF0RTm/17dZStV01EYUgIYSU4rg+thteWSbOU3sGur/KyTpDasXXmSYf93DfiUgIoZp/bPq83W77vh91UCnMrKJf7zuHJw00Xh7LRA1N5ZH1OaWUnSXsie4Xewm0KmpONR5IUwDwit8F88dXa5yFH9Jo3IL6PQDJBwAAAJxY871WKrgZs6hqlTR9P5QyFvYsltFfX/KdCPSRhxBWTZNiqF3CyEnGEb6JyGSmMbg6tfi7q8BFjKP3Cd0+q9P9rEcLnxN7VZqKcDH728/NZrsd7wuimrQ8VXp+1ll9cvYpMRPXWkqp7TRim9IcKGN3MpsyNkXGxoP70VFefJOICDNvt30uZe5HYmYqcuuvrxhjipHeJXkYAEg+AAAAn1L4vVZpaAgiNAyl7/s5uGc1gc9dVb9JA/b9paWlFNdNG6OaUbFSU87mFfNNDoC5+uPLXcY35kS7epwH9i13gqqmFIrZ3x+fuq6rLqNEZO7kPm9nfDoh4Zfd++4uzKqaoj6s1rJwlp0aT/BBMudix4HnILaIVMnXdV39Esg5X3faL0N8y3vQ3KNoUB0tkZih/QAkHwAAgE8vz57zqDi/nj52NXgmU8uPdcXSn1ODEvkwWM55roNargLnKN/ys55729fW/LztVZevKPmk3/8zhzHFO8jdmxRX7UqVSzEnE2Z3Ou5MeGB68dw7Hwzacb+BWmNm5tVc5OSi/NlpcJsorLszk5NLje2oNk0zJwRecfXvXo1daX9gJw1zLMZpTAJcvoMJxxhDEGZ+6vrNZjOqO5Gy2LFYHnZ1Yj3MZfyE3yA8T2DmGEPbtimEMRbnVQbzdIvtRfYWE2ychDyJK2ZOKXbDME/IqvCvdd39+IfpzZVltVqNl2a/0vXosAGA5AMAAPBtROObVvNcs9+IZRjG/suzncNJ6fKVx7GYTjErVVXV9UMa1Ro72ynZcTVZxfPl6PNwV1NrTumdZgvXOr4z+xTvw8G2BRG1q1aVzejx8Wmz2dhVRel93vjCLKrVcpOZUwoppVXTqIwOTO6uwqrh8vu3JlXmnGsDxr7rb34ivKfG3T3FGMLp1iMAQPIBAAD4ZLrrY6mJW0RUcq52DvRSc/avijix1PZfXmNZIQQhd3MmYmKSG6ZZzu6IImR3lkE7ht9qo0LV2ivvbSWjl0jfy58/b0/US9a2qRBtt0PXdV3XEZGK+Lf55qlGNX96WFcj2VJ2EXtZWnFeNMJjyD0ENdsZt7znNkMMgbm2hvwW3z8Akg8AAAC4vvKsq2RVdfec8zBkH5sFvOIdvuTQxRibyazlQNvcbtE56T1xf/cV9kWSdFoGheA+DsuZhfjBg5dMlZrY+TrPIfdapKcqIlJK+bXZ9n1fkzm/ZHzvIHt36XSyWrUpBnaqwT2aU7KtzC+6cHiZuYb4iGi73eaSieR2Z7R0/5xj7CklLwSnTgDJBwAAALyd2awv51xK8QsK0r6w3qt9zNw9pbRarYKQO1khFps6hN282/hkl+pW7ijKV4unmEZpISJlvyPfhbWjN1mThSAiMQZm2m77p6enwUaxV6N/xZ2E6/X9GhEi5/2ee0QppaZp2iYyUy5OpRxsJQgfXE1+0QWGmZ08BO37Ybvd0jua9dbjSymlpGVw/sppuQCSDwAAwOdah71+gftcyOjyt9p75s6d5OD1UyhmsWSbozOlmJVSirkTs9DFgayrL+h/5w2PDWx2p+lC5OQ0mX/4fPpLWxARqcO2WrUxRhXyGk5hn9uk034I9LUH/KIHz+iKoVLMs9m96Wknn6fQMOQ65NNs4ZMuPi++4e5aTDPSnfcm6iK+6kRGRVh4muLCEqISczd0fZ+7rjcrJFLTAmvbPWa+/zjRQsIdHOs838ZJ6E462s1Uj5bUtk1KiZmsmJnTNDqzDh8vxPOXY64jne+K+iUSQhSRn49PQy4+HdlB/5IrzCtzEp5P0smcKMXYtsndqkkn/r4ASD4AAABfjfN+mM+8hna9tPYby/nSCG//3cw85+rCwXRkgvfm9sfTOtvPPOG9agWZSKYlI085ccvBscmtvijLw3pd2w9MB1P/T04e2NXbQwtzMWNhK15OKD5+cdj99uKmFhyWYpPMq3rv5OG9JPl4fvkirc+FmMh5Kh0c2+jV/xUVMyOjoEFVYwi9W7ftag8Gr1aqC3lzn30keX90lj8wLcbCeTHNqiASIqeSmSiEsF6vY4yj2Ym5m42DddR0ofZleJ0gdwohllKGXIzG/SDaz8C8ynSrDSNGsUok7szctinF4CWLSikvbELNvkeo9AOQfAAAAD6x/HttddMljzv5bNbyHQd2qU6JmDnF2DTxY8dj7jx2V2N1OHOuVOdZBSovlup+HJ/mw/d0dxVNKamymW82m2EYypTK+NkX/X6qs/zcEWSOSMcY27Zt24aISjFf7Ob8zk7EtFczXhcR2m7Lrfvg7QQbETmZu6rGGIUo+6gIz28Pfb2KYgDJBwAA4Fvw+qRBOm5o9vKrvoUzgh+fK0+PM5EXU5HVap1SrI3Z3JcdwOjd1pNmpiGY+zAMN/WJedO6nHyaXdX0/1pr7ssTiY2JnWKMKUV26rphs9l0Jc+tC79CkGdP8423NDO5WRV7QXXdPjRNEuFSMzkXmca/qfeWl7L6snZ9v7vEPJZEOl/5/vT9TNQmpaDB3HbtGI/0PAJ6AJIPAADA99J7F6Kqe2smYmFhtq++Rz5WKB2HT9jJzVJKbdvG0ZzzcEH53NhcfcU5tTXnIZd7tOtcHKeZXTdf8ijj+MQzRERU2rYlomHIj49PpR+YmYVrZuPV82w/hFq7NreVYCIW8mLsrqqrtl2tVlXslWJLF9ml6vv9wxARDTIMNpQ8XvQp4ZTpyhtFc7B3akoZ2qYRomxGxHOMEe3XASQfAACAL8Wbe52df4mIHPvmf6OcqLHSzZelUzGlpmliDO40h/g+UErV/946le4aWxJ8vbfaSesTZ23uzCyiRJpi7Sby9LTp+56I9KgHw71FR39fAxKxisQYY4xtE4NyLj63oFgmfF7lxHdFccxP3eZkl05xMr7mzN9teTBHVVU1NzNT0Tu/FwAkHwAAgC/Om8XSQdXNcXbcmXd+lZnncl9cWPbE5Fg4c319s/R1vJtrNHuWTivjkmvx3mrdijCRj66OXvPo+HIJ8drCthcrLXPOZkavX+a6+zvYlZxxK33tQC0Pdzk+yyfWuTr23LPy+PRUzPJQduVtv53QeFdfI3udJNydPGlomtQ2aWypUkopXntpVjn03Lkvh/SEme1ZdyURsWJ93z83/6/e3r5a+IjIqm2F2KzURw9CfABA8gEAAPgEeu+mHCz+fAyQSF0X5iHHGA9yO5evPd5QP1Os9Zt1XOPLbzyMPPYjG6XFKBJKUZGU0qptRA4Dqs+NwMGDV9cYtUlDlXxXDNpcczBp9PZ47sB+J8J2ulsJeW0I6OZd32+Hfs4zXPY1+NQlXrOkYWZ34ulOdLOUwkP7EEIIQYWplOJmwjLPvbnR/MnZuEz7vOQY5vhebQ7Zdf2Z++L631rVqDOmNiUzZychnm+KV92eAEDyAQAA+DC9d8mr3pzMeRDfWXjuiYiUUoZh8GKqqqrf7FodDmkMYbVqY1Ai90X13inJQXTU9vp2BxpCqFmdn3ctu2yj9/tCaO430Pf909NTYaevuMSvYm/8wYo7BZa0btftKsZATu42Ne1g85cH4TgSe+F0cncWDkFLsa7rSil0g92Nk6fPzEF1tWrpBuWCAEDyAQAA+ILis67wql+LmdVcQT7UM/4dxofFyWrbMnb3Nqa2TTGIu7vtxoCJDnrLnW41d8uFr6r29+fV+Z6YmYiI8O6qTI8b18aDRDQWkol/qYlqZsQUhFR1vV63TetObj537BBREn/brtCFnqiT6ykPwzAMw7yNWYfOwAAAIABJREFUdNOwc61FFJEUUwhsxQ9k6n02VwSQfAAAAL6dxPpdWXKFtRSfVH1mdrL53vdozzAb97u7M5OqppSCihnV3uvLYfvY2EJtg1b7HzB/YjnzO/eIiKjuPFlq4nEtUaw1fixs03X6esKPmZsYm6ZpUuNmpZRav/fa/hNvy36sT6tJATW7+LkE5lsIMBGJKbKjyR6A5AMAAPA517I3WsTsJ24Rje75R/mc8w798vmTf+V3uGR18Vr7uQWV+pge+NncwXKfiGYnxlzKN4z1hRBSCkRzpZ7XgeEp5/Dr7k1Q0zTtqm2VmbmUXIWVmTGPtbg2ZX/Sq5t2+uWqT0S6ruv73p+RkXyDm5SZQwhN1FKqjwszXbn7HwCQfAAAAD5MKF5eY3P8wqU/O5G4EblMUNcNZqPDfV08M+/5rXPVfbwoZuN3SqGaj5wvOOtnDQnH9uDVh9PFjYiYjMdEMCEi9kLmgWm1WlXrGvfxfH2RKEiL5exifH4r6veq0k1396CZKLtNje8uHkxauLBe4+o5kfMueiZOsgiVOpNdkGpnbET1LGR6H1mcOLGTsDOTE7u7a+1DoE+bTd/3P9atpDSGaImchVmJmLwGQD/FbsWJIVI2UvJSSDQT6TT3mOgf/bEmd/Na17e0qRx7lR8kHc/T+MSDxse3GxHvBQx5r4+fC5t5SMGJtt0wZFv6pux52J4/w+NB8FqqWC8cu5uImJl5FhEn0lJU9U/rhsmzDSJSbZ1eFJlLR2LEBgEkHwAAgC9Iddc8sLYXEVUhor7P36vn3vNUpRdCOFgX3lsMTURKMTOrq/M7j3CccXAd/+nkzGdEgbOrSDUIiTFqCsz0+Ljpxl5wKx4zbT9vrOfEwddecyxy6vdCZLdQL+f7Mfj4TcHMrCLb7TAMwztMnrmpIBGllOiCaCT8OQEkHwAAgO/FMiNxtFyo0T2iUiznfKKex7/jKDVNs+xYfVdtvpZu+yrc9bkmdu7Cj59I3+zrCh9jV2fkEJVSNISmWanSps+bzWYYhlKKCPEXMew4vIxBtJqyqiqZkx5MxBOT8zcV4PN9IPd+6+4xRmLuuq6a6FxTfPIJ2Tb/EEJYrVY1Ef25G/N8dSL2tgAkHwAAgE++ZrxsNcPMokJEw5AP2ut9ZwfI2f1idER8pZZ+Z2bPjHFJ/rmv2mGIb2qcvtun0BBjjCLUZdtsNl3XTW0kq2PLlxF+O6reE5GgKrcvTTwb3ztxs+Scq2dMvXFuus0xH16M8Zt1jgGQfAAAAMDFem9XdcbMwu6ec5ksH09klMm31H1jY+s5HHqxj8VNVd+yf91Ylkk0x2bN7NM3oPPj+rNd8ZgGVZEQYs72a/M4BvdU5zaJX0ns8f51X7erlFIM4fgK+wV3/bW+PWjqjjDKbGF332w2NdS2DIlfaTrsHdVYVesUY2jblhCpA5B8AAAAwHPruaoWRIRYhiEPw6CqNUVquU//bZdTy2Xra53u3/8ga3jWrHbb/gKapzrp+MGkVdWUQtDw86nbbrc5ZxFh0Xr6pf5zMoz5VOPAS3Wzf9yjlP3jYfXw8MDExcrbdNqNtkVYxMyGYahByGvL/1Of6MzCKaaU0pzPfOHR4vsfQPIBAAC4ibi67qvO9Nq6MLI3RkumZuvD0LuTqh5vzy9+9vsZ0t9f2jKzmx2LulJKCIH2HW6WIbUPmkJ8rMDnFFxm6rqeanmbau0af0mgj5mLFSZWlVzsWidXx3beNQghzHFHpmoo+pIq8OrVOE46dy/iopJSCqpdt/3r9u85jx9mTkT10nid0jft/f0eGp7m1EkjdxVpmzbGmJpgZuQkwrQ/decWDL/5/VMn28GDZuYq+/neYwC8CrwUw99//pqm3w0HX5iLGbkzUwjhx48HtxOmNcclf+f1HnQggOQDAADwBalNq6tIKKW4ObF8z3GYNWQIIaVU16xj8POOI5xzkWFVqnMHxY8/sFqHN4nkqsGYX7e8ngoSd1sbTduEENzt569f2+2WmX3Ujct3Y/r8LkO1B2ZtaUHuKcT1etW0iYndjHwxyvuve999GZ+jeTHGXKzrOrpFSvN0SWvniGpd42ZE3jQNH20AoeMCuKO/LxgCAAAA51fzt37bmvxmZqUUM/uGS6QaIpsVRW22ft4H4n5CAcfL3Hod7ypYMQtpmeJDTu70ur7eVfW1bZtiMLNfvx77vr8gyZY/412/TLeuJxg1tG3bNImJyxjWvOE3w2u+eXZusSLc9/0Zw8wr73QQubuIxBjJxnGDzAN3CKJ8AAAA3lXsHesWZs45V49H+pZ5TTUPsFqzhBDWzSoEPTn+d1vCV3tSq6qZ13ImeiYx7yMXPSGcmuT80tmNObcpxRiju//8tRmGYRgGEWGmnLOo0tT5nYi4ur34Z7VumYxhndlVRIRSbNftKka1UsxrVM1v953zyi8frxW/Iegw5M1mczuvWt8fpeqd27ZtVMlDFvY7v1UBJB8AAADwziJnjO+VUmZPfx6rob4XImIl1zbrbdukIL4rCTtciN/hpawL31qQWUpeenjWs/iog65BGHKvM01V5hFlYr9MtIiwKKvEEEIp5enpKY+1alxKEdEmtUMZnNjHfEZ2dvZPf3vWcsQmpZTCuknFzEqZGmYWlVng3sXR1o6eT09P1S3Wb1TvukjXrTO/bdvVauU23sgI8YE7/SuDIQAAAPBRC7XZpGRZsUbfb81UJVMIoWmaEMSdzD6NweOBv85BkuqHH9zJ43ztIj+l1LbJzB4fxzYMNXVQVd28zwNN8mfEP/f6anZOUtW2bdomlTKGLOvdGoIQEbHdgeIb7Vtqs4RaR3qQXXk7GVYLRFV25jF3NPkBWIAoHwAAfAteXPQctxW+8A3nntSzgQctaoGWG+3jS1iJqPZuHnLt50zM6kSlLiAvSsqSqUG2H67PnYmY3O4kp85n28P9cWazevDM7JabpmnbKMK1n5swXbG9weElOLW+Pyl1yJzc5w3ik2mQddU7BWkp52LOU/vxMd3x1KgcXlB3E1YnNzOR68Qz2YmJ3Y3ImhBUKedc0zvnxgmF/DntKiIhhBg1mz/+2nRdZ2YsYXllaQociu9d8/HjP42Jy9IA0xNnDdq2bdu21fJ0PMlJzNRJWm9BJ5LDiWovnvX4/bCcWj4exjzNapT4/JfSWMUXgwZ9fOq6YqrRmGTRVONK95GPAVwnJRIzK75u4jpFKoWpkNff7H3iIgL5ut0TACD5AAAA3LuAPCM5mFmViajvD4v33iEnahaizwiPWy6lF8fAzCI8W9U8PDzEGGs53GgD+KlCnVUgzbar9zZXRcSsxDaKiBXbk4R+WhWYWUqpaSIRbbf9ZrsdNyfGafP1lua7cWDm9WpdPWNrEP7O1YioBBnzw2X057nh7SNCY961eEophGCWIdgAJB8AAIDPpOKuKzaWjbmnTuts5mY+LaB3kcBlx7mbap7pgz5IIBHxpDxUNcaYUppH/urNo99n8tSrtrysd3RozEQUQijFaM9cdJwMS4PKegmaJolw1w193w/DYNMJfhXb/b0mCu4+hek8qD6s16sUaN+3887lqrt1XTcMw00PtUbra941Ea3X67ZtaYxLi1kR1EsBSD4AAABfTBxeKK4OHPzNPedyIAwOupDfYpW537v59EL2fVbzc6e4EEKMMaXIPAbHaozic4kKH/0bqbZwM7P7CYJN0VwPIYQQcu73UxD5QNjU8V+tGjN6etpst9u5j/wyY/mzx3PGvMcp6ZSJzHIT4o8ff9TZ6GZ1TGrAuUyuLXer+Pp+6Pve5k7ofKMbt+YImDuFEB4eHqpfK43RUQg+AMkHAADgS8i516qRugibjQ3cvZTDyrEzC+grBhluFMZ808rRaTJrqcmQs+PlJ502s19F9fagezoRESG3GKMIu9tYXugn3FBrxLX2mdhsttvtdvTkOAwDfqn8PSYipqSxXTWpCUJkk96b4593PjPdPedsZsK1EvhWiZ3L7ZiUEvO4p7AsYwYAkg8AAMAnFnsnn3PJI7MkqM3Wi9GZBLlb67HX1vKNKzm/zoExOe3MOVOMOi6paTcmz60d31OpnjyGY808/1ClETP3fX9vE1tEzLymzpZiwju/EB9DlGpmMcYUgxMNQ7fd9rVrSN2qcLNloO+zr+zdnc2rjmVyUW1SWLVNDEpmZeyrofOVpQt6D5xwaTo7e5/754X7Mge/tWJd15VSiLXGYUlueI2YWcSbJpVS3G2WfCJa/wkAJB8AAIAvznEm55ysWEoxs3k1eXKNeLCevrrO2d+PfyGxk6vl4qLC8OQbnj/OuQaMrZCTT/G9GLTmQRIRT1lzB9mt73/t3vaqUkpKiYhrS7R7mo1joVqN3c3pxFNY0pnZzdu2jVH7PlflcGhYcqj0PqV9yyxxafSDNWFumjal0IQoOiYtMo/T/sLpfQ/fME5TDLZemxv3gVzGtBcP6hzxe+6eOnNrIEIIIPkAAAB8Pmq0qoq9KgkWhoffCyFiNzc3dxFJKaUUg36dgMDS12RMgLyn9auZNSmKSO6HpT9n/TnGqCkw0WbbPz091Tzkr70jUwclirZts1q1KkJky4A3Wolf+P22HFcoNwDJBwAA4Nux8+ckqmU233gsyG0UwG3bxhiZqwPE2H3+whDKMrjx4Zmfh7JWRERyHu7NeKZuN8QYaYzJ+KkgDD8+PW2323oWX1L1cS1ym4TKqglt2zapYWZzI5uHRV7Qivcx3z5eMxPVZo/TiPGFgwYAJB8AAICvsx5a2htWN4gvZHD/Omqpnqo2TZNSpFobRp/B+/418p5m75b7Q5Snebh32OZeSvm12ZZSPjal9v2mYm27165qzz0zo1MZy9AqlwwnES1UH/QegOQDAADwzajBq7ksir5rTICImDgETSnFWL0iaY41vaGj/X0aA1bRN2v7exI5xMzCMsvR/d6P1vd9zmXpGvL1rBfnLMQYQ/ujDaJRiMhKqQMiByKGvmKn+RsN6f6jQlwwOACSDwAAwD2uXX7nObOH4biSJidiZ8olm5kbj1vg/JaPXi7Ej1bhNVB26PvHTE7GvOy+duyqX147PvzsYezaSOzKoUquGa3ixMwphaZJyyFy4ktExRm3mPPPf62SfP75XM1lluPHNT9w1gjsZtamtTv1xUiD2diF4lhIHGrhvd9U58P5eK4jOthNzJoQNpuulNI2bQhxFjXCQnYYbn2V3nvzmP/GDsLBxSPfO2ARHthdJUxj7+SD0NCk5o8/ftTy2hrwPD7rVw36i5nGF8633/kKGrtoLI6JrnMh6tdaNSx1IncanJz3avZkceLVhOmcDRVCqQCSDwAAwKcXjWhLtVh0yzwsIQQN4WCgvtj5TnGzezw1ERHRWknatm2M4brmMh9+yn4sAU9doKZpVqtVjb1/9hno7nNk8qbfOUsHTubf+ih8NwJIPgAAAOAjxep131FoF/eo9XuqzPchD24n+dx3/bvvCjNv20bEU4qq3HW9qsYQ5hX42475A8/UX//7tm2ZOcZYr9HljkH3eZ+6u06n8D5SatqsIQg3AMkHAAAAfD6tct2l/CztRKQ2W1cVWgT3vuRmf5V8ky8r39mxUUpJhIfBNpunvu8fHh5i+GKLnxfyYFNKc/+MT9dN/viWDCGo6l5+8c0mzxy7fvNnfcYxB5B8AAAAwOFqjCdo3gj/lkYt7F5r2FQ1xhhCUGH/Bt0pak1Xbb0oovd1bKou/LdfmzwM/XaTUqrSvK7m37wK/yjvWT/K5GSvau/cwdQWKfNNelj/9tmIMZi73P4qLBM7RYSv855IgAeQfAAAAD7top9OuzLc9eLmWutFcaPRuoaIKKXUNrGurWvEb/64t9ldfIqrf5+tF/MwdF33+PgYY5QYas+9ySSGmOvB+5vP+upz6dVzmIn95Xle+w26u6p+usTOg2Fn5pyzBL39rVQ7ZzIzqervpHVC5gFIPgAAAHeqdo6fMxcC1aVzbV1NizDC0mOTzlpcnj+S47c6esKz66rZGJPpCovyam+oC1OWAyOHUe/52Gw9xphSWKq7t2V2vdsa8awt6nQtFk+rndxoN8gkIkM/DMNQf8t0RxEkFtlst6Jap+jYSc1ImER+V6e9v3Cqs4r37Wh3nrFmzPzw4+HgwEb/2MXWwxvm2+Un+6rg2/nbvL6biOScVTXnnFJ0p6HvU1zfOmJWp7mZNU1arVbzIR7fzmeaOvL+9wW0H4DkAwAAcO8sVzZzbKcqwHBxfdRBSPCt7Qo+2inRDxe4NZ8zpcgfodw+cEowsZntZL/5HZ50jTj7J78aLDzPt11KJxORM3kMsl6va0cQemWPwbuN+9WvF1UtpaiqiD49PbmV8/sUV5rbo2BerVa1YBVyDUDyAQAA+BxcJbJRt97rmnJutv5aqfDhq8w32LccvISZzUq1QwwhxBiEfzfF8VOoxDHaSczMTj42YRep/7wrpedMtV/aJTmQn2Lk3V2c6g3I5LU2708PP1JKIQgtVFDdmvnsVrFz8WGM0d02m01K8X2+IczKerVOMbgbE6FHPYDkAwAA8F3k4ryOrLGd/Y32l+v3lgvQM9lc55XYVWTRtZbCIYSUkqocmwgyva6g8ZNFBXnn3XLPusJol2zqx6LwE433GGhiJ3czZianVWpWbds0DbFbsTqD5pv0s+u9mrBaA30i/PjYuY/B2lv70NRU7aZJuRhZjiESAJB8AAAAPotm+53lFy3sOkopv1mpctL35TIh5B86jLufm6YJIYQgROS2V8HI5MyvONBPlwVao3x1RT6X/PEderZOR3TC8fITSqD5llHlNq5Wq1UMYmZ1+s1tyt/wtu+wP/K2LRV3jzGWYl3X1egyHZXJ3WKoV6s2hJBzDldy7AQAkg8AAMBd672l5KshvsnLhF9VNTQ/7cPtK6/Sly/GWFeDfqLPtX+LTLDZy57Z7NA1B9zkFnYX1RBC2zYhiNnoHkTmy/vxwi2VOz9lVXV3Ecp5TCt4Hy1amzq6GxGJiCOtE0DyfSlsIM7ungcVChrU2Yizs9WUCnYM2o1GnkS5956Z1SMbF6HBves2ai6UBgmRBozTLSjeETfiQdWl8WTGpqZEnoW8c/7pHKnHQN1mRWNOykxExcSZWnH5YVxI+iiJPJaOtL0TZTiHdGavDjpoMj4u+JlcyOm5aM/5VdrBb98gCN2XwsOnw/AT3zvnj8dJSMiJWKp+q08UplK8UVrFRoSq/qVFC6/p9friavR95O6rHBSXabo1dEeHJpzGrETkTsKhGzb1Veanex7w80pRds+VejlquR1fKU7Iuzccj0t8T4tfZujiR6dS32WhArhOd57fUMYxt/F5Ux/Axantz3MyJz1xQZjIydxZWMnFMjOnJq1WqxAC89j7cVR65LK8Hz964r3lzt0/MGHOOccYu678/PWY6y1JMg5nvdOdZbzLzbnOK1leML/oGvNkiUpK5O5N06yilmJs7oVED8fs/Bie+S18OwEk38fTDTE0se/pX/7L/+5//tf/+3YrzOwyEJmxkEVhqI6b8M//2X/yX/6L/yy5khJlyoGMjf6H/+n/+a/+2z/++uvxjwfp2NITBuoWyLqkx/KT29U//0//vf/iP/f1n4lEeiMSKvG//9vTf/MP/4Y2KwzULcjxkfMfsSShoUjf2v/371r3X//H//4/DSQDaXD6uMVBFXjjJBGZW3st43t3PLR8JFT8gjX9c48fPkGVmfWMOfuFI/yJNyum1blP0JddyPLpB/nwOc+ktI7B8RfG88SLvaoad1dmJhbiWjha9d7cLuUraYmD+OSQc9M07v643WQrPG1C+DTavNuHoJP533zp507bWJNmbpuW0DwdQPJ9VTiaEVPi/+3/+D//x//lH4r9cFHiQmTkgT26QHVcbTW5/Od/9G/+RuYkktmCG5mYblab7Z//1b9ed7/+tpJ/0jWPXDBut2Dwx3/LWFLq/sP/gLit8ZkcPNDWvfy/Wf7VX3+QQPLdaIFTKK84r4nMU9Hy8/96+vX3QFSeVMhZjXul5mPX9HP2ZnXp+OyGEK8dhmklPq7bl+0Zvu+0da8bAUvvljnee8n8+OztEo7+OZ60OC9kxmGA1E/tIvCJR3YJnGOcyoqophTXbZNSIqKc891vu1wBDUGCbruu7/v5S8knkTyPtS0Es0+/ujzEt1yZVBUdQkhJzXy+BABA8n0pkpRCxpQ0mIuTsBERFeYibmTu7BilKy2j9kbSyIiZ1DNxYCUioUAxbYo169SvylPfWXjAuN3mb+of3ePfH21wC8QrYso+DCqBnKWsXf/i6adtMVC3EdymZatmRaw3Ji/D5pGYKGYzy94qtx92k7rXZgw09d9bFu/Rt9j/njNCl4GUad258C99tWL4EuM2bwQcnRdfPLZv/fW9KL0DvSa01Hu+Z6VyUOLpS104tpGYqlt9eRsWd4+iD+t12zbCVG2TVJX2U3a/wKQ6boISm2jmXdfZolDWmYxJpkTynSbjOVd7jJry6z+66r22bYU5l0K394kBAJLvI/68DybKUZiNc9dLNGZiLkyZSZicXDBKN/pL6mxs1AgRURFyaii0g0Z/GhrjKKuSEeW7CT/Zg3CKLWWhwakdNPFgbFuWKIVyHp40JQzULcj8YBwDD4GH4rIu/I/avygRFRFptDQqR/mJ77j8Wrqz1CTPL7bEvOLy9BueOzPVrYCPGhB76QP5gkW/XeY6dGpPZPegHD9nl6nJe3qPTwjaKmCOP9K9iJNqWK1WTdOIsD9jm/SVZuNyM4WJhmHIJdfzXZ5m7b3hZ9Kyp06MfkHRphKbjXMhhNDGUOc2L/Z6AIDk+0J/xiySimeK3KTQFlepXztG4sbEZBi0W60gTEyzcVFyykyFqKUQuPkLZdtSIE4CyXcTEqsQaymhNzI3Lh3llv4Q/oPIim63MWdHiPVGPJh4JhIqZCSDWEfm5PqDzGUgEvrNvM5l0t2LT1v+UI3yTiZzLtder431HR/JJY8cv81Lx+90QQLq5e5/qnpQF/QFmlwfT5LLL2V9cs7D7w/CvMQ387mYii4oDnzxWE8X4b22T8POiGia8+TTP6ZXmx+1f9glZ7qT07lEw10yaL0Qk0IR5rZpmqZpUmSm2navxveWFkr3I9Ke+4p4/nbjMzeyiJRiwzAUM2bdFS7y4uVc73WfR1pktM7hyy8xkZvVdxGRFDQEGYaymAE++e/Q90tuB5B8X3NIMjEbRdcigXKxQsRuzG4kbGwoJ7u+1hu/vNWVVFycMwUn4kz9pnj3i8pf1/ZjIz+jYrhuwTD0azcPoW+UVIRiJMlCqRmITM3bEjcK46KbUPzvYiFZJvZeuITS2cad2J9IQolJ5f3uxHkps7RPWDq4zD9faFtyUhQdv+S48frLC9n9FNN6eHvhDhenV7caO+js7G7uJiKq2rRxzvBcHJ5dEoR953X58bAfL76XQ30cuT1j7s/MzFLNOWeDH5+EylIRnR9qFZnebWeEwtUoiKZNihcX1hf/fjljDwsy7fLl+yT8/NADtt4wU2amEBk71VZudWJWK08nEmap1Wjmtldy5sLGteGHkxCr6rppmzYG0Smg9/LsevH+utakOvPOy24uZzZHRgfT/Vt+bvspIiHor81mGAZyr10g66/c6uwYh1gWexZeStExIUv8denBImKWm6ZZr8ZtNmF2L8yynKX0TKrnhT46yBEFkHx3gbEbmYf41D31JTsTSyAyYmEXokiChe+Vmf6EMhlT8I6oJVIjVSextfoQur9r+UtslSH5bsKqCatH2gxd0UKByEKU8It7lSf1wK7OCVWsN1udPzI9kIfCYspPvM0NRyWibNZbKERBKb6zYKjy6Ti+d6zN3qB2Zt14uRI7sTjjxUqUyMlLKYfv7PKiwDs4vGVZWn1RXduFqCrqZrQn9r7EN/Ar4xVjkq9zjcDknHdS+fkm4CenQV2fmzm51VmXcymlzHryQIGf+JN98cHLoS56VudfcvxmdhA68mKjbmMiKvN0YnYzIyezUs/Kp871Uj94WYdmRj41eAwhaWhXSVhoEVn6KMHw4jxZbis8l1nwYp/AOjJ1p0lVcy5935dSluW0qioizKS8Gz8lNh6NhZnZF9m6fGGTBstE5u5B1Z2GITPzfJsvPXm+UngfQPJ9XwpHYjEnlTZKLCaleP0zZh7YI6E13K3UNpE7FQrqZEbKTgPlXoa8zvxHDqnnv2Dwb0Mff62otBR7KURb8pZ6aqOqCVncMD1GJ1pjoG5CtMKr4g2xE2fnoZD0TpSDsLNQ8Q3xe0i+g6KguRnDmWXfiYRM2uvE/fzW/strx5cWVYe5VbN+G0/EyfdV2fHHupeD4zzuuxVC0CC12fqyYd2XkXPL9etzl+YgMa9G5lSVaPRuOYjynUq7PfHJNEf5Jq04XbsxsXPUUWdO8HIPmGn5bjbqxLkQ0c1eHsj9xM6djpijhTJ9Ho8KwcmYnYXqpoTI2DVEmJXYaibh/l9BcSJyHZ0525iiT9GsXQuBu5la54NaB0me5740FrOrKmEzCyHEqI+Pm6HvyYmFecqttFK8WO2MzjVj1qfZol7L9nzZl2+Rhnv+RjCzpmnalMbjd5uv5lSPyRfeOGjtACD57p4sxqREf0oabdtIQF++9/nj0QZzYbYcmIiZhIXaR9X/9d/+y18et91f/vR//8xNhGnkTfi53qbHsg0//p0/PdDTX6n9x+QSipCtSOKD//WfbP6h9X+MgboFQ3zk/CuVyDRY161K/0/tqXkiWq3did3Cyf7Mr+fFAB0vuLzz3rKLw8l3O7G9Y1eIjx0H6A7XWOwvrrjmI5mVw0HAR1WaNjKxuTn5Scl3zwu7S47tfAbaOCC+l31npRDx0sH14K3kkuJM1WmdTUw2d30MIbg5EbnZi7kFLz7BJt+OOYfw4HxDCNq/LPmID8zb5vSU8d2y59HAc1KCqiIiLG5WzLKwjLKNqLbUK/t6VZykqarWAAAEUElEQVRERYSbNqWURKSUouMoOWlNV+bj5nPvMwMPNmLO6L3jLOKTT55+y8udmnmnSUTMaBiG8RKbG1udFU3ThDosPs6BGhKsAX+r+Z81AOhTt8RLUGLmpmmIOOdCRONGD/GZ/NVP2vIefEMQmz76Xi8DS845M7UigYiJzTkTmxOTM0MnX13tTX+ZJUjvvbAEC0RsTh2VodsGZzHtNTGifLf6Wz4QRbGo0TnmRExZLFD2bSLZGj2xsqOK9VZfOkSB2JmzMxEl9fCHezbpkyS35N1vNkW8/Hv+uYqvM+88L9emXg41J4/cd0u6o0+hFx95EStlF9arC8IjQ7+DxfFxROjFJ9Bk2GBusssis/0RuMeE8wuTAE+E705tDcxVkfVfwuTE7i7CZrsPmpPp5KWhJqLi5DTuZvAkp53IbCxZ46l1wbnjf1HV0xjh4cUHq7JPp2RWWF68gr53Kic/6EQXcGdyMhepvQO0Hm4dMGdiPgwd0n4oz91ZxKksz4BJPsscu+RrxPeSAmpElGfjHrPxYo23du3B4ETmQUeDTSamsVJy11Ol/lNes8KtClyZaf4amW2E6vfAvtzeeclA1wFIvk8tQMBHCI/DpcaBmQS+Vd+N4zjMJeUu4CpDXVcSmPMAfKKlAm5VAMA9g4AV+BwKEGvfj5Xf4D2H+tB5EgAAAADgdxYbCGoBAAAAAAAAwFcFmVoAAAAAAAAAAMkHwLvzoh08AF915mO2AwAAAOBaILETAAAAAAAAAL4siPIBAAAAAAAAACQfAAAAAAAAAABIPgAAAAAAAAAAkHwAAAAAAAAAACD5AAAAAAAAAABA8gEAAAAAAAAAgOQDAAAAAAAAAEg+AAAAAAAAAACQfAAAAAAAAAAAIPkAAAAAAAAAAEDyAQAAAAAAAACA5AMAAAAAAAAAAMkHAAAAAAAAAJB8AAAAAAAAAAAg+QAAAAAAAAAAQPIBAAAAAAAAAIDkAwAAAAAAAAAAyQcAAAAAAAAAAJIPAAAAAAAAACD5AAAAAAAAAABA8gEAAAAAAAAAgOQDAAAAAAAAAADJBwAAAAAAAAAAkg8AAAAAAAAAACQfAAAAAAAAAABIPgAAAAAAAACA5AMAAAAAAAAAAMkHAAAAAAAAAACSDwAAAAAAAAAAJB8AAAAAAAAAAEg+AAAAAAAAAACQfAAAAAAAAAAAyQcAAAAAAAAAAJIPAAAAAAAAAAAkHwAAAAAAAAAASD4AAAAAAAAAAJB8AAAAAAAAAAAg+QAAAAAAAAAAkg8AAAAAAAAAACQfAAAAAAAAAABIPgAAAAAAAAAAkHwAAAAAAAAAACD5AAAAAAAAAABA8gEAAAAAAAAAgOQDAAAAAAAAAEg+AAAAAAAAAACQfAAAAAAAAAAAIPkAAAAAAAAAAEDyAQAAAAAAAACA5AMAAAAAAAAAAMkHAAAAAAAAAJB8AAAAAAAAAAAg+QAAAAAAAAAA3CX/P+bxbHMpnCOcAAAAAElFTkSuQmCC"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">37<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y38e w52 h4a"><div class="t m0 x2b h29 y390 ff6 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _10"></span>z<span class="_ _1"></span>na zakup<span class="_ _0"></span>iona w ce<span class="_ _0"></span>lu odsprzeda<span class="_ _0"></span>ży do klientó<span class="_ _0"></span>w i </div><div class="t m0 x2b h29 y1ee ff6 fs1 fc0 sc0 ls0 ws0">konsumentów <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5a y38e w53 h4a"><div class="t m0 x2b h29 y38f ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y38e w54 h4a"><div class="t m0 x5d h29 y38f ff3 fs1 fc0 sc0 ls0 ws0">1858,07 </div></div><div class="c x4 y4ca w52 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">Fotowoltaika<span class="_ _0"></span> </div></div><div class="c x5a y4ca w53 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4ca w54 h73"><div class="t m0 x5c h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4cb w52 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">Turbiny wiatrow<span class="_ _0"></span>e </div></div><div class="c x5a y4cb w53 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4cb w54 h73"><div class="t m0 x5c h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y13 w52 h77"><div class="t m0 x2b h16 y4bb ff2 fs1 fc0 sc0 ls0 ws0">Elektrownie wodn<span class="_ _0"></span>e  </div></div><div class="c x5a y13 w53 h77"><div class="t m0 x2b h16 y4bb ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y13 w54 h77"><div class="t m0 x5c h16 y4bb ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4cc w52 h4d"><div class="t m0 x2b h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">Energia elektryc<span class="_ _0"></span>zna kupiona i<span class="_ _0"></span> sprzeda<span class="_ _0"></span>na - <span class="ff1">pochodząca ze źród<span class="_ _0"></span>eł </span></div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">nieodnawialn<span class="_ _0"></span>ych </div></div><div class="c x5a y4cc w53 h4d"><div class="t m0 x2b h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4cc w54 h4d"><div class="t m0 x5d h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">1858,07 </div></div><div class="c x4 y4cd w52 h4e"><div class="t m0 x2b h29 y1ed ff6 fs1 fc0 sc0 ls0 ws0">Energia cieplna<span class="_ _0"></span> zakupiona w<span class="_ _0"></span> celu odsprzeda<span class="_ _0"></span>ży do klient<span class="_ _0"></span>ów i </div><div class="t m0 x2b h29 y1ee ff6 fs1 fc0 sc0 ls0 ws0">konsumentów <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5a y4cd w53 h4e"><div class="t m0 x2b h29 y2fe ff3 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4cd w54 h4e"><div class="t m0 x5c h29 y2fe ff3 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4ce w52 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">Energia cieplna <span class="_ _0"></span>kupiona i spr<span class="_ _0"></span>zedana - <span class="ff1">pochodząca<span class="_ _0"></span> ze źródeł <span class="ff2">odnawi<span class="_ _0"></span>alnych </span></span></div></div><div class="c x5a y4ce w53 h73"><div class="t m0 x2b h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4ce w54 h73"><div class="t m0 x5c h16 y4c4 ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x4 y4cf w52 h4e"><div class="t m0 x2b h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">Energia cieplna <span class="_ _0"></span>kupiona i spr<span class="_ _0"></span>zedana - <span class="ff1">pochodząca<span class="_ _0"></span> ze źródeł </span></div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">nieodnawialn<span class="_ _0"></span>ych </div></div><div class="c x5a y4cf w53 h4e"><div class="t m0 x2b h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">MWh </div></div><div class="c x5b y4cf w54 h4e"><div class="t m0 x5c h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h16 y4d0 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4d1 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _19"> </span>S.A. <span class="_ _19"> </span>oraz <span class="_ _19"> </span>KOBYL<span class="_ _1"></span>ARNIA <span class="_ _18"> </span>działają <span class="_ _19"> </span>w <span class="_ _19"> </span>sekt<span class="_ _1"></span>orach <span class="_ _18"> </span>o <span class="_ _19"> </span>znacznym <span class="_ _19"> </span>od<span class="_ _1"></span>działywaniu <span class="_ _18"> </span>na <span class="_ _19"> </span>kli<span class="_ _1"></span>mat. </div><div class="t m0 x4 h6 y4d2 ff1 fs3 fc0 sc0 ls0 ws0">Zapotrzebowanie Gru<span class="_ _1"></span>py MIRBUD na paliwa i <span class="_ _1"></span>energię wynika z:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y4d3 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>realizacji <span class="_ _17"> </span>inwestycji <span class="_ _17"> </span>budowlanych <span class="_ _18"> </span><span class="ff1">–</span> <span class="_ _1d"> </span><span class="ff1">prac<span class="_ _1"></span>y <span class="_ _1d"> </span>maszyn<span class="_ _1"></span> <span class="_ _1d"> </span>budowlanych <span class="_ _17"> </span>i <span class="_ _17"> </span>transportu <span class="_ _17"> </span>surowców,<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y4d4 ff1 fs3 fc0 sc0 ls0 ws0">materiałów oraz odp<span class="_ _1"></span>adów;<span class="ff2"> </span></div><div class="t m0 x6 h6 y4d5 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>produkcji masy bitumicz<span class="_ _1"></span>nej; </span></div><div class="t m0 x6 h6 y4d6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">działalności  operacyjnej  –</span> <span class="_ _f"> </span><span class="ff1">wyk<span class="_ _1"></span>orzystania <span class="_ _f"> </span>pojazdów  służbowych  i <span class="_ _f"> </span>dostarczenia<span class="_ _1"></span> <span class="_ _f"> </span>energii  do </span></span></div><div class="t m0 x9 h6 y4d7 ff1 fs3 fc0 sc0 ls0 ws0">budynków biurowyc<span class="_ _1"></span>h. <span class="ff2"> </span></div></div><div class="c x4 y4d8 w55 h78"><div class="t m0 x2b h16 y3ae ff1 fs1 fc5 sc0 ls0 ws0">Energochłonnoś<span class="_ _0"></span>ć na przychod<span class="_ _0"></span>y netto<span class="ff2"> </span></div></div><div class="c x5e y4d8 w56 h78"><div class="t m0 x2a h16 y3ae ff2 fs1 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x5f y4d8 w57 h78"><div class="t m0 x60 h16 y3ae ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x4 y4d9 w55 h79"><div class="t m0 x2b h16 y4da ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie energii w rama<span class="_ _10"></span>ch działalności w sektora<span class="_ _0"></span>ch o znaczn<span class="_ _0"></span>ym </div><div class="t m0 x2b h16 y26c ff1 fs1 fc0 sc0 ls0 ws0">oddziaływaniu na<span class="_ _0"></span> klimat na pr<span class="_ _0"></span>zychody netto <span class="_ _0"></span>z działalności w <span class="_ _0"></span>sektora<span class="_ _0"></span>ch o </div><div class="t m0 x2b h16 y26d ff1 fs1 fc0 sc0 ls0 ws0">znacznym odd<span class="_ _0"></span>ziaływaniu na kli<span class="_ _0"></span>mat<span class="ff2"> </span></div></div><div class="c x5e y4d9 w56 h79"><div class="t m0 x2b h16 y26c ff2 fs1 fc0 sc0 ls0 ws0">MWh/1 mln PLN<span class="_ _0"></span> </div></div><div class="c x5f y4d9 w57 h79"><div class="t m0 x2b h16 y26c ff2 fs1 fc0 sc0 ls0 ws0">                       <span class="ls9">14,79</span> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y4db ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y4dc w58 h7a"><div class="t m0 x2b h16 y1ee ff2 fs1 fc5 sc0 ls0 ws0">Przychody ne<span class="_ _0"></span>tto </div></div><div class="c x5a y4dc w59 h7a"><div class="t m0 x2a h16 y1ee ff2 fs1 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x61 y4dc w5a h7a"><div class="t m0 x60 h16 y211 ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x4 y4dd w58 h7b"><div class="t m0 x2b h16 y292 ff1 fs1 fc0 sc0 ls0 ws0">Przychody ne<span class="_ _0"></span>tto z działalnoś<span class="_ _0"></span>ci w sektorach<span class="_ _0"></span> o znacznym<span class="_ _0"></span> oddziaływan<span class="_ _0"></span>iu na </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">klimat wykorz<span class="_ _0"></span>ystane do oblic<span class="_ _0"></span>zenia energ<span class="_ _0"></span>ochłonności<span class="ff2"> </span></div></div><div class="c x5a y4dd w59 h7b"><div class="t m0 x2b h16 y318 ff2 fs1 fc0 sc0 ls0 ws0">mln PLN </div></div><div class="c x61 y4dd w5a h7b"><div class="t m0 x55 h16 y318 ff2 fs1 fc0 sc0 ls9 ws0">2950,68<span class="ls0"> </span></div></div><div class="c x4 y4de w58 h7c"><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Przychody ne<span class="_ _0"></span>tto (inne) </div></div><div class="c x5a y4de w59 h7c"><div class="t m0 x2b h16 y4df ff2 fs1 fc0 sc0 ls0 ws0">mln PLN </div></div><div class="c x61 y4de w5a h7c"><div class="t m0 x50 h16 y4df ff2 fs1 fc0 sc0 ls0 ws0">301,42 </div></div><div class="c x4 y4e0 w58 h7d"><div class="t m0 x2b h16 y4ab ff1 fs1 fc0 sc0 ls0 ws0">Całkowite prz<span class="_ _0"></span>ychody netto (<span class="_ _0"></span>Sprawozdania f<span class="_ _0"></span>inansowe) <span class="ff2"> </span></div></div><div class="c x5a y4e0 w59 h7d"><div class="t m0 x2b h16 y4ab ff2 fs1 fc0 sc0 ls0 ws0">mln PLN </div></div><div class="c x61 y4e0 w5a h7d"><div class="t m0 x55 h16 y4ab ff2 fs1 fc0 sc0 ls0 ws0">3252,10 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y4e1 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y4e2 ff6 fsb fc0 sc0 lsb ws0">E1<span class="ls0">-6 Emisje gazów<span class="_ _1"></span> cieplarnianych zak<span class="_ _1"></span>resów 1, 2 i 3 brutto oraz cał<span class="_ _1"></span>kowite </span></div><div class="t m0 x4 h12 y4e3 ff6 fsb fc0 sc0 ls0 ws0">emisje gazów ciepl<span class="_ _1"></span>arnianych <span class="ff3"> </span></div><div class="t m0 x4 h14 y4e4 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y4e5 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 11: E1-6 <span class="_ _0"></span>Emisje gazów <span class="_ _0"></span>cieplarnian<span class="_ _0"></span>ych (GHG) w Grupie <span class="_ _0"></span>MIRBUD<span class="ffa"> </span></div></div><div class="c x62 y4e6 w5b h7e"><div class="t m0 x19 h49 y4e7 ff3 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x63 y4e6 w5c h7e"><div class="t m0 x34 h49 y4e7 ff3 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x64 y4e6 w5d h7e"><div class="t m0 x65 h16 y244 ff2 fs1 fc5 sc0 ls0 ws0">Retrospektywa </div></div><div class="c x66 y4e6 w5e h7e"><div class="t m0 x1d h16 y242 ff1 fs1 fc5 sc0 ls0 ws0">Cele pośrednie i<span class="_ _0"></span> lata, których<span class="_ _0"></span> </div><div class="t m0 x67 h16 y4e8 ff2 fs1 fc5 sc0 ls0 ws0">dotyczy cel </div></div><div class="c x62 y4e9 w5f h7f"><div class="t m0 x19 h49 y1fa ff3 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c x63 y4e9 w60 h7f"><div class="t m0 x31 h16 y4ea ff2 fs1 fc5 sc0 ls0 ws0">Jednostk</div><div class="t m0 x28 h2 y4eb ff2 fs1 fc5 sc0 ls0 ws0">a<span class="fs0"> </span></div></div><div class="c x64 y4e9 w61 h7f"><div class="t m0 x68 h16 y4ec ff2 fs1 fc5 sc0 ls0 ws0">Rok </div><div class="t m0 x24 h16 y4ed ff2 fs1 fc5 sc0 ls0 ws0">bazowy </div><div class="t m0 x1d h16 y380 ff2 fs1 fc5 sc0 ls10 ws0">(2022)<span class="ls0"> </span></div></div><div class="c x25 y4e9 w62 h7f"><div class="t m0 x1d h16 y4ee ff2 fs1 fc5 sc0 ls9 ws0">2023<span class="ls0"> </span></div></div><div class="c x69 y4e9 w63 h7f"><div class="t m0 x37 h16 y4ef ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x1d h16 y1fa ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x6a y4e9 w64 h7f"><div class="t m0 x2e h16 y4ea ff2 fs1 fc5 sc0 ls0 ws0">Zmiana </div><div class="t m0 x2f h16 y4eb ff2 fs1 fc5 sc0 ls0 ws0">r/r (%) </div></div><div class="c x66 y4e9 w65 h7f"><div class="t m0 x10 h16 y4ee ff2 fs1 fc5 sc0 ls9 ws0">2025<span class="ls0"> </span></div></div><div class="c x6b y4e9 w66 h7f"><div class="t m0 x10 h2 y4ee ff2 fs1 fc5 sc0 ls9 ws0">2030<span class="fs0 ls0"> </span></div><div class="t m0 x10 h16 y4f0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x6c y4e9 w67 h7f"><div class="t m0 x10 h16 y4ee ff2 fs1 fc5 sc0 ls9 ws0">2050<span class="ls0"> </span></div></div><div class="c x6d y4e9 w68 h7f"><div class="t m0 x2e h16 y4ef ff2 fs1 fc5 sc0 ls0 ws0">Roczny </div><div class="t m0 x31 h16 y4f1 ff2 fs1 fc5 sc0 ls0 ws0">cel w % / </div><div class="t m0 x33 h16 y4eb ff2 fs1 fc5 sc0 ls0 ws0">rok </div><div class="t m0 x2e h16 y37f ff2 fs1 fc5 sc0 ls0 ws0">bazowy </div></div><div class="c x62 y130 w69 h80"><div class="t m0 x10 h49 y242 ff3 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y130 w6a h80"><div class="t m0 x10 h29 y244 ff6 fs1 fc0 sc0 ls0 ws0">Emisje gazów c<span class="_ _0"></span>ieplarnianych<span class="_ _0"></span> w zakresie 1<span class="ff3"> </span></div></div><div class="c x62 y2f6 w5b h81"><div class="t m0 x10 h5a y10e ff1 fsc fc0 sc0 ls0 ws0">Emisje brut<span class="_ _0"></span>to gazów<span class="_ _0"></span> </div><div class="t m0 x10 h5a y4f2 ff2 fsc fc0 sc0 ls0 ws0">cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 1 </div></div><div class="c x63 y2f6 w6b h81"><div class="t m0 x3c h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x64 y2f6 w6c h81"><div class="t m0 x22 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">12 980,84<span class="_ _0"></span> </div></div><div class="c x25 y2f6 w6d h81"><div class="t m0 x2 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">11 660,12<span class="_ _0"></span> </div></div><div class="c x69 y2f6 w6e h81"><div class="t m0 x1e h10 y4f3 ff2 fsc fc0 sc0 ls0 ws0">9 201,90<span class="fs8"> </span></div></div><div class="c x6a y2f6 w6f h81"><div class="t m0 x24 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">-21,08% </div></div><div class="c x66 y2f6 w70 h81"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y2f6 w71 h81"><div class="t m0 x32 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y2f6 w72 h81"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y2f6 w73 h81"><div class="t m0 x6f h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y4f4 w5b h82"><div class="t m0 x10 h5a y4f5 ff1 fsc fc0 sc0 ls0 ws0">Udział emi<span class="_ _0"></span>sji gazów<span class="_ _0"></span> </div><div class="t m0 x10 h5a y4f6 ff2 fsc fc0 sc0 ls0 ws0">cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 1 z </div><div class="t m0 x10 h5a y4f7 ff2 fsc fc0 sc0 ls0 ws0">regulowanego<span class="_ _0"></span> syste<span class="_ _0"></span>mu handlu </div><div class="t m0 x10 h5a y4f8 ff2 fsc fc0 sc0 ls0 ws0">emisjami </div></div><div class="c x63 y4f4 w6b h82"><div class="t m0 x70 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c x64 y4f4 w6c h82"><div class="t m0 x71 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y4f4 w6d h82"><div class="t m0 x60 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x69 y4f4 w6e h82"><div class="t m0 x60 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x6a y4f4 w6f h82"><div class="t m0 x58 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y4f4 w70 h82"><div class="t m0 x30 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y4f4 w71 h82"><div class="t m0 x32 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y4f4 w72 h82"><div class="t m0 x30 h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y4f4 w73 h82"><div class="t m0 x6f h5a y4f9 ff2 fsc fc0 sc0 ls0 ws0">- </div></div></div><div class="pi" ></div></div><div id="pf26" class="pf w5 hc" ><div class="pc pc26 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">38<span class="ff5 fs8 ls0"> </span></div></div><div class="c x62 y4fa w69 h83"><div class="t m0 x10 h84 y4fb ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y4fa w6a h83"><div class="t m0 x10 h29 y4fc ff6 fs1 fc0 sc0 ls0 ws0">Emisje gazów c<span class="_ _0"></span>ieplarnianych<span class="_ _0"></span> w zakresie 2<span class="ff3"> </span></div></div><div class="c x62 y4fd w5b h81"><div class="t m0 x10 h5a y4ed ff1 fsc fc0 sc0 ls0 ws0">Emisje brut<span class="_ _0"></span>to gazów<span class="_ _0"></span> </div><div class="t m0 x10 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 2 wg </div><div class="t m0 x10 h5a y211 ff2 fsc fc0 sc0 ls0 ws0">metody lo<span class="_ _0"></span>cation-based<span class="_ _0"></span> </div></div><div class="c x63 y4fd w6b h81"><div class="t m0 x3c h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x64 y4fd w6c h81"><div class="t m0 x22 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">11 570,91<span class="_ _0"></span> </div></div><div class="c x25 y4fd w6d h81"><div class="t m0 x2f h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">9 054,64<span class="_ _0"></span> </div></div><div class="c x69 y4fd w6e h81"><div class="t m0 x1e h10 y4f3 ff2 fsc fc0 sc0 ls0 ws0">4 989,31<span class="fs8"> </span></div></div><div class="c x6a y4fd w6f h81"><div class="t m0 x33 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">-44,9% </div></div><div class="c x66 y4fd w70 h81"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y4fd w71 h81"><div class="t m0 x32 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y4fd w72 h81"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y4fd w73 h81"><div class="t m0 x6f h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y18f w5b h85"><div class="t m0 x10 h5a y4fe ff1 fsc fc0 sc0 ls0 ws0">Emisje brut<span class="_ _0"></span>to gazów<span class="_ _0"></span> </div><div class="t m0 x10 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">cieplarniany<span class="_ _0"></span>ch w zakr<span class="_ _0"></span>esie 2 wg </div><div class="t m0 x10 h5a y500 ff2 fsc fc0 sc0 ls0 ws0">metody <span class="_ _0"></span>market-based<span class="_ _0"></span> </div></div><div class="c x63 y18f w6b h85"><div class="t m0 x14 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x70 h6a y501 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 xf h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x64 y18f w6c h85"><div class="t m0 x22 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">10 538,74<span class="_ _0"></span> </div></div><div class="c x25 y18f w6d h85"><div class="t m0 x2f h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">8 642,87<span class="_ _0"></span> </div></div><div class="c x69 y18f w6e h85"><div class="t m0 x1e h10 y4ff ff2 fsc fc0 sc0 ls0 ws0">4 548,53<span class="fs8"> </span></div></div><div class="c x6a y18f w6f h85"><div class="t m0 x24 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">-47,44% </div></div><div class="c x66 y18f w70 h85"><div class="t m0 x30 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y18f w71 h85"><div class="t m0 x32 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y18f w72 h85"><div class="t m0 x30 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y18f w73 h85"><div class="t m0 x6f h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y502 w69 h80"><div class="t m0 x10 h84 y503 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y502 w6a h80"><div class="t m0 x10 h29 y4f3 ff6 fs1 fc0 sc0 ls0 ws0">Znaczące emis<span class="_ _0"></span>je gazów cie<span class="_ _0"></span>plarnianych w <span class="_ _0"></span>zakresie 3<span class="ff3">  </span></div></div><div class="c x62 y504 w5b h81"><div class="t m0 x10 h5a y49f ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> pośrednie<span class="_ _0"></span> emisje </div><div class="t m0 x10 h5a y4f3 ff1 fsc fc0 sc0 ls0 ws0">brutto gazó<span class="_ _0"></span>w cieplarnian<span class="_ _0"></span>ych w </div><div class="t m0 x10 h5a y211 ff2 fsc fc0 sc0 ls0 ws0">zakresie 3 </div></div><div class="c x63 y504 w6b h81"><div class="t m0 x14 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x70 h6a y505 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 xf h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">e </div></div><div class="c x64 y504 w6c h81"><div class="t m0 x71 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x25 y504 w6d h81"><div class="t m0 x58 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x69 y504 w6e h81"><div class="t m0 x58 h16 y244 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x6a y504 w6f h81"><div class="t m0 x58 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x66 y504 w70 h81"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y504 w71 h81"><div class="t m0 x32 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y504 w72 h81"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y504 w73 h81"><div class="t m0 x6f h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y506 w69 h80"><div class="t m0 x10 h84 y503 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x6e y506 w6a h80"><div class="t m0 x10 h84 y507 ff6 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje <span class="_ _0"></span>gazów ciep<span class="_ _0"></span>larnianyc<span class="_ _0"></span>h<span class="ff3">  </span></div></div><div class="c x62 y508 w5b h86"><div class="t m0 x10 h5a y509 ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje ga<span class="_ _0"></span>zów </div><div class="t m0 x10 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">cieplarniany<span class="_ _0"></span>ch zakres<span class="_ _0"></span> 1+2 </div><div class="t m0 x10 h5a y4df ff2 fsc fc0 sc0 ls0 ws0">(location-base<span class="_ _0"></span>d) </div></div><div class="c x63 y508 w6b h86"><div class="t m0 x3c h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x64 y508 w6c h86"><div class="t m0 xe h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">24 551,8<span class="_ _0"></span> </div></div><div class="c x25 y508 w6d h86"><div class="t m0 x2f h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">20 714,8<span class="_ _0"></span> </div></div><div class="c x69 y508 w6e h86"><div class="t m0 x31 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">14 191,21 </div></div><div class="c x6a y508 w6f h86"><div class="t m0 x24 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">-31,49% </div></div><div class="c x66 y508 w70 h86"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y508 w71 h86"><div class="t m0 x32 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y508 w72 h86"><div class="t m0 x30 h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y508 w73 h86"><div class="t m0 x6f h5a y4f3 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x62 y50a w5b h85"><div class="t m0 x10 h5a y50b ff1 fsc fc0 sc0 ls0 ws0">Całkowite<span class="_ _0"></span> emisje ga<span class="_ _0"></span>zów </div><div class="t m0 x10 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">cieplarniany<span class="_ _0"></span>ch zakres<span class="_ _0"></span> 1+2 </div><div class="t m0 x10 h5a y50c ff2 fsc fc0 sc0 ls0 ws0">(market-ba<span class="_ _0"></span>sed) </div></div><div class="c x63 y50a w6b h85"><div class="t m0 x3c h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">MgCO2e </div></div><div class="c x64 y50a w6c h85"><div class="t m0 xe h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">23 519,6<span class="_ _0"></span> </div></div><div class="c x25 y50a w6d h85"><div class="t m0 x2f h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">20 303,0<span class="_ _0"></span> </div></div><div class="c x69 y50a w6e h85"><div class="t m0 x31 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">13 750,43 </div></div><div class="c x6a y50a w6f h85"><div class="t m0 x24 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">-32,28% </div></div><div class="c x66 y50a w70 h85"><div class="t m0 x30 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6b y50a w71 h85"><div class="t m0 x32 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6c y50a w72 h85"><div class="t m0 x30 h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x6d y50a w73 h85"><div class="t m0 x6f h5a y4ff ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h16 y50d ff1 fs1 fc0 sc0 ls0 ws0">*W latach ubiegł<span class="_ _0"></span>ych dane na tema<span class="_ _10"></span>t<span class="_ _1"></span> odnaw<span class="_ _0"></span>ialnych źródeł ene<span class="_ _0"></span>rgii były<span class="_ _0"></span> pozyskiwane na pod<span class="_ _0"></span>stawie struktur<span class="_ _0"></span>y paliwowej dostaw<span class="_ _10"></span>c<span class="_ _1"></span>ów </div><div class="t m0 x4 h16 y50e ff1 fs1 fc0 sc0 ls0 ws0">energii. Zgodnie <span class="_ _0"></span>ze standard<span class="_ _0"></span>em ESRS E1, rapo<span class="_ _0"></span>rtowanie dany<span class="_ _0"></span>ch dotyczą<span class="_ _0"></span>cych OZE mo<span class="_ _0"></span>żna dokonać w<span class="_ _0"></span>yłącznie na pod<span class="_ _10"></span>s<span class="_ _1"></span>tawie<span class="_ _0"></span> </div><div class="t m0 x4 h16 y50f ff1 fs1 fc0 sc0 ls0 ws0">gwarancji pochod<span class="_ _0"></span>zenia, w związ<span class="_ _0"></span>ku z czym<span class="_ _0"></span> zużycie ener<span class="_ _0"></span>gii OZE w Gr<span class="_ _0"></span>upie MIRBUD<span class="_ _0"></span> w 2024 roku wyniosło 0 MWh.<span class="ff2"> </span></div><div class="t m0 x4 h10 y510 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y239 ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>Grupa Kapitałowa <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>po raz <span class="_ _1"></span>trzeci <span class="_ _1"></span>obliczyła em<span class="_ _1"></span>isje gazów <span class="_ _1"></span>cieplarnianych <span class="_ _1"></span>w Scope<span class="_ _1"></span> </div><div class="t m0 x4 h6 y511 ff1 fs3 fc0 sc0 ls0 ws0">1 <span class="_ _d"></span>i <span class="_ _e"> </span>2 <span class="_ _e"></span>według <span class="_ _e"> </span>standar<span class="_ _1"></span>dów <span class="_ _e"></span>i <span class="_ _d"></span>met<span class="_ _1"></span>odologii <span class="_ _d"></span>T<span class="_ _1"></span>he <span class="_ _d"></span>Gr<span class="_ _1"></span>eenhouse <span class="_ _d"></span>G<span class="_ _1"></span>as <span class="_ _d"></span>Protoc<span class="_ _1"></span>ol: <span class="_ _d"></span>A <span class="_ _e"> </span>Corporate <span class="_ _e"> </span>Acc<span class="_ _1"></span>ounting <span class="_ _d"></span>an<span class="_ _1"></span>d </div><div class="t m0 x4 h6 y23b ff2 fs3 fc0 sc0 ls0 ws0">Reporting <span class="_ _16"> </span>Standar<span class="_ _1"></span>d <span class="_ _e"> </span>Revis<span class="_ _1"></span>ed <span class="_ _e"></span>Edition <span class="_ _16"> </span>oraz<span class="_ _1"></span> <span class="_ _e"> </span>GHG <span class="_ _16"> </span>Prot<span class="_ _1"></span>ocol <span class="_ _e"> </span>Scope <span class="_ _11"> </span>2 <span class="_ _e"> </span>G<span class="_ _1"></span>uidance. <span class="_ _11"> </span>Granice <span class="_ _16"> </span>organizacyjn<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y23c ff1 fs3 fc0 sc0 ls0 ws0">obejmują <span class="_ _e"></span>wszystkie <span class="_ _d"></span>s<span class="_ _1"></span>półki <span class="_ _d"></span>wchodzące <span class="_ _e"></span>w <span class="_ _e"></span>skład <span class="_ _d"></span>GK <span class="_ _e"></span>MIRBUD. <span class="_ _e"></span>Granice <span class="_ _e"></span>operacyjne <span class="_ _e"></span>obejmują <span class="_ _d"></span>emisj<span class="_ _1"></span>e <span class="_ _d"></span>w </div><div class="t m0 x4 h6 y23d ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _d"></span>1 <span class="_ _d"></span>(an<span class="_ _1"></span>g. <span class="_ _d"></span>Scope <span class="_ _d"></span>1), <span class="_ _d"></span>tj<span class="_ _1"></span>. <span class="_ _c"></span>emisj<span class="_ _1"></span>e <span class="_ _c"></span>zw<span class="_ _1"></span>iązane <span class="_ _c"></span>z<span class="_ _1"></span> <span class="_ _c"></span>bez<span class="_ _1"></span>pośrednim <span class="_ _d"></span>wykorz<span class="_ _1"></span>ystaniem <span class="_ _c"></span>pa<span class="_ _1"></span>liw <span class="_ _c"></span>w<span class="_ _1"></span> <span class="_ _c"></span>budy<span class="_ _1"></span>nkach, </div><div class="t m0 x4 h6 y23e ff1 fs3 fc0 sc0 ls0 ws0">pojazdach <span class="_ _28"> </span>i <span class="_ _1d"> </span>instalacjach <span class="_ _1d"> </span>będących <span class="_ _1d"> </span>w  posia<span class="_ _1"></span>daniu <span class="_ _1d"> </span>bądź  k<span class="_ _1"></span>ontrolowanych  prz<span class="_ _1"></span>ez  Grupę <span class="_ _1d"> </span>oraz <span class="_ _28"> </span>emisj<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y23f ff1 fs3 fc0 sc0 ls0 ws0">związane z ulatnianiem czy<span class="_ _1"></span>nników chłodniczych, a także emisje w z<span class="_ _1"></span>akresie 2 (ang. Scope 2), tj. emisj<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y512 ff1 fs3 fc0 sc0 ls0 ws0">pośrednie związane ze<span class="ff2"> </span>zuż<span class="_ _1"></span>yciem przez Grupę nabytej energii elektrycznej i energii cieplnej. Obliczeni<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y2bb ff1 fs3 fc0 sc0 ls0 ws0">dla <span class="_ _c"></span>zakr<span class="_ _1"></span>esu <span class="_ _c"></span>2 <span class="_ _c"></span>wyk<span class="_ _1"></span>onano <span class="_ _c"></span>w<span class="_ _1"></span>edług <span class="_ _c"></span>dwóch <span class="_ _d"></span>metod:<span class="_ _1"></span> <span class="_ _c"></span>location<span class="_ _1"></span><span class="ff2">-based <span class="_ _d"></span>i <span class="_ _d"></span>market-bas<span class="_ _1"></span>ed. <span class="_ _c"></span>W <span class="_ _d"></span>przypadku <span class="_ _d"></span>metody<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y513 ff2 fs3 fc0 sc0 ls0 ws0">location-<span class="ff1">based, <span class="_ _f"> </span>zużycie <span class="_ _f"> </span>energii <span class="_ _f"> </span>elektrycznej <span class="_ _f"> </span>pomnożo<span class="_ _1"></span>no <span class="_ _11"> </span>przez <span class="_ _f"> </span>średni <span class="_ _f"> </span>wskaźnik <span class="_ _f"> </span>emisj<span class="_ _1"></span></span>i <span class="_ _f"> </span>dla <span class="_ _f"> </span>Polski <span class="_ _f"> </span>z </div><div class="t m0 x4 h6 y514 ff1 fs3 fc0 sc0 ls0 ws0">Krajowego <span class="_ _c"></span>Ośrodka <span class="_ _c"></span>Bilans<span class="_ _1"></span>owania <span class="_ _1"></span>i<span class="_ _1"></span> <span class="_ _1"></span>Zarządzania<span class="_ _1"></span> <span class="_ _1"></span>Emisj<span class="_ _1"></span>ami. <span class="_ _1"></span>Natomiast <span class="_ _c"></span>w <span class="_ _e"></span>obliczeniach <span class="_ _c"></span>metodą <span class="_ _c"></span>mark<span class="_ _1"></span>et<span class="ff2">-</span></div><div class="t m0 x4 h6 y515 ff1 fs3 fc0 sc0 ls0 ws0">based <span class="_ _16"> </span>z<span class="_ _1"></span>użycie <span class="_ _16"> </span>energi<span class="_ _1"></span>i <span class="_ _16"> </span>przypisane <span class="_ _11"> </span>posz<span class="_ _1"></span>czególnym <span class="_ _16"> </span>s<span class="_ _1"></span>przedawcom <span class="_ _11"> </span>pomnożono <span class="_ _11"> </span>przez <span class="_ _11"> </span>wskaź<span class="_ _1"></span>nik <span class="_ _16"> </span>emisji </div><div class="t m0 x4 h6 y516 ff1 fs3 fc0 sc0 ls0 ws0">publikowany <span class="_ _11"> </span>przez<span class="_ _1"></span> <span class="_ _16"> </span>ty<span class="_ _1"></span>ch <span class="_ _11"> </span>sprzedawców <span class="_ _f"> </span>energii. <span class="_ _11"> </span>W <span class="_ _11"> </span>prz<span class="_ _1"></span>ypadkach, <span class="_ _11"> </span>w <span class="_ _11"> </span>który<span class="_ _1"></span>ch <span class="_ _11"> </span>nie <span class="_ _11"> </span>podano <span class="_ _11"> </span>ko<span class="_ _1"></span>nkretnego </div><div class="t m0 x4 h6 y517 ff1 fs3 fc0 sc0 ls0 ws0">sprzedawcy energ<span class="_ _1"></span>ii, zużycie energii pomnożono<span class="_ _1"></span> przez średnią d<span class="_ _1"></span>la Polski. <span class="ff2"> </span></div><div class="t m0 x4 h6 y4bc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y518 ff1 fs3 fc0 sc0 ls0 ws0">Przy <span class="_ _d"></span>wyliczaniu <span class="_ _d"></span>em<span class="_ _1"></span>isji <span class="_ _c"></span>gaz<span class="_ _1"></span>ów <span class="_ _c"></span>cieplarn<span class="_ _1"></span>ianych <span class="_ _c"></span>w <span class="_ _e"></span>odniesieniu <span class="_ _d"></span>do <span class="_ _d"></span>en<span class="_ _1"></span>ergii <span class="_ _c"></span>cie<span class="_ _1"></span>plnej <span class="_ _c"></span>p<span class="_ _1"></span>osłużono <span class="_ _c"></span>się <span class="_ _e"></span>metodą </div><div class="t m0 x4 h6 y519 ff2 fs3 fc0 sc0 ls0 ws0">location-<span class="ff1">based i przy<span class="_ _1"></span>jęto uśredniony wskaźnik e<span class="_ _1"></span>misyjności dla Polski.<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y51a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y51b ff1 fs3 fc0 sc0 ls0 ws0">Wielkość <span class="_ _c"></span>emisji <span class="_ _1"></span>z<span class="_ _1"></span>ostała <span class="_ _1"></span>p<span class="_ _1"></span>odana <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _c"></span>tonach <span class="_ _c"></span>ekwiw<span class="_ _1"></span>alentu <span class="_ _1"></span>dw<span class="_ _1"></span>utlenku <span class="_ _1"></span>wę<span class="_ _1"></span>gla <span class="_ _1"></span>(Mg <span class="_ _c"></span>CO</div><div class="t m0 x72 h87 y12b ff2 fsf fc0 sc0 ls0 ws0">2</div><div class="t m0 x73 h6 y51b ff2 fs3 fc0 sc0 ls0 ws0">e). <span class="_ _1"></span>M<span class="_ _1"></span>iara <span class="_ _1"></span>ta <span class="_ _c"></span>zaw<span class="_ _1"></span>iera </div><div class="t m0 x4 h6 y51c ff1 fs3 fc0 sc0 ls0 ws0">łączne <span class="_ _c"></span>emisj<span class="_ _1"></span>e <span class="_ _c"></span>gazów <span class="_ _c"></span>cie<span class="_ _1"></span>plarnianych <span class="_ _c"></span>wyr<span class="_ _1"></span>ażone <span class="_ _1"></span>po<span class="_ _1"></span>przez <span class="_ _c"></span>wielkość <span class="_ _d"></span>emisji <span class="_ _d"></span>dwutlenku <span class="_ _d"></span>węgla, <span class="_ _c"></span>maj<span class="_ _1"></span>ącą <span class="_ _c"></span>taki </div><div class="t m0 x4 h6 y51d ff1 fs3 fc0 sc0 ls0 ws0">sam wpływ na środow<span class="_ _1"></span>isko wg. Global Warm<span class="_ _1"></span>ing Potential (GWP).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y51e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y385 ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBU<span class="_ _1"></span>D nie doko<span class="_ _1"></span>nała kalkulacji <span class="_ _1"></span>emisji gazów <span class="_ _1"></span>cieplarnianych w<span class="_ _1"></span> zakresie <span class="_ _1"></span>3. Grupa z<span class="_ _1"></span>obowiązuje s<span class="_ _1"></span>ię </div><div class="t m0 x4 h6 y51f ff2 fs3 fc0 sc0 ls0 ws0">do obliczenia emisj<span class="_ _1"></span>i za rok 2025.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y520 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y521 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y522 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y523 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y524 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y525 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf27" class="pf w5 hc" ><div class="pc pc27 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls16 ws0">39<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h26 y526 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 3: E1-5 <span class="_ _0"></span>Intensywność<span class="_ _0"></span> energetyczna na<span class="_ _0"></span> przychody ne<span class="_ _0"></span>tto<span class="ffa"> </span></div></div><div class="c x4 y527 w74 h4c"><div class="t m0 x2b h16 y1fa ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x2b h16 y1ed ff1 fs1 fc5 sc0 ls0 ws0">Intensywność emi<span class="_ _0"></span>sji gazów cieplar<span class="_ _10"></span>nianych na przychody netto<span class="ff2"> </span></div><div class="t m0 x2b h16 y1ee ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x2b h16 y0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x74 y527 w75 h4c"><div class="t m0 x2b h16 y1fa ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x2b h16 y1ed ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc5 sc0 ls0 ws0">Jednostka </div><div class="t m0 x2b h16 y0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x75 y527 w76 h4c"><div class="t m0 x37 h16 y1ee ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div><div class="t m0 x54 h16 y0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x4 y528 w77 h88"><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Całkowite emi<span class="_ _0"></span>sje gazów cieplar<span class="_ _0"></span>nianych<span class="_ _0"></span> w zakresach<span class="_ _0"></span> 1+2 (location<span class="ff2">-based) na prz<span class="_ _0"></span>ychody </span></div><div class="t m0 x2b h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">netto </div></div><div class="c x74 y528 w78 h88"><div class="t m0 x2b h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x76 h6a y529 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x2c h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">e/1 mln </div><div class="t m0 x2b h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x75 y528 w79 h88"><div class="t m0 x2a h16 y308 ff2 fs1 fc0 sc0 ls9 ws0">4,36<span class="ls0"> </span></div></div><div class="c x4 y52a w77 h4d"><div class="t m0 x2b h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Całkowite emi<span class="_ _0"></span>sje gazów cieplar<span class="_ _0"></span>nianych<span class="_ _0"></span> w zakresach<span class="_ _0"></span> 1+2 (market<span class="ff2">-based) na prz<span class="_ _0"></span>ychody </span></div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">netto </div></div><div class="c x74 y52a w78 h4d"><div class="t m0 x2b h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">MgCO</div><div class="t m0 x76 h6a y529 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x2c h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">e/1 mln </div><div class="t m0 x2b h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">PLN </div></div><div class="c x75 y52a w79 h4d"><div class="t m0 x2a h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">4,22<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y52b ff6 fsb fc0 sc0 lsb ws0">E1<span class="ls0">-<span class="ls6">7 </span>Projekty usuw<span class="_ _1"></span>ania gazów cieplarnianych<span class="_ _1"></span> i ograniczania emisji </span></div><div class="t m0 x4 h12 y52c ff6 fsb fc0 sc0 ls0 ws0">gazów cieplarniany<span class="_ _1"></span>ch finansowane za pomocą jedno<span class="_ _1"></span>stek emisji </div><div class="t m0 x4 h12 y52d ff6 fsb fc0 sc0 ls19 ws0">dwutlenku węgla<span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h10 y52e ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y52f ff1 fs3 fc0 sc0 ls0 ws0">GK  MIRBUD  zakupiła  w  2024  r<span class="_ _1"></span>oku  certyfikaty  potwierdzające  re<span class="_ _1"></span>dukcję  emisji  CO<span class="_ _1"></span><span class="ffd">₂<span class="ff2">  </span></span>w  związku  z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y530 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>taniem <span class="_ _f"> </span>energii <span class="_ _f"> </span>elektry<span class="_ _1"></span>cznej <span class="_ _f"> </span>pochodzącej  w <span class="_ _f"> </span>100% <span class="_ _f"> </span>ze <span class="_ _f"> </span>źródeł <span class="_ _f"> </span>od<span class="_ _1"></span>nawialnych. <span class="_ _f"> </span>Na <span class="_ _f"> </span>p<span class="_ _1"></span>odstawie </div><div class="t m0 x4 h6 y531 ff1 fs3 fc0 sc0 ls0 ws0">otrzymanego certyfikatu roczna <span class="_ _0"></span>redukcja emisji <span class="_ _0"></span>gazów cieplarnianych została <span class="_ _0"></span>oszacowana na <span class="_ _0"></span>poziomie </div><div class="t m0 x4 h6 y532 ff2 fs3 fc0 sc0 ls0 ws0">397,9 MgCO<span class="ffd">₂</span><span class="ls7">e.</span> <span class="_ _1"></span> </div><div class="t m0 x4 h6 y533 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x4 y534 w7a h89"><div class="t m0 x0 h16 y2a6 ff2 fs1 fc5 sc0 ls0 ws0">Jednostki emisji<span class="_ _0"></span> anulowane w ro<span class="_ _10"></span>ku sprawozdawczym [E1-<span class="ls9">7]</span> </div></div><div class="c x77 y534 w7b h89"><div class="t m0 x54 h16 y2a6 ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x4 y535 w7c h89"><div class="t m0 x0 h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">Jednostki emis<span class="_ _0"></span>ji anulowane<span class="_ _0"></span> w roku sprawozda<span class="_ _0"></span>wczym <span class="ff6">–</span> <span class="ff6">ogółe<span class="_ _0"></span>m <span class="ff2">(MgCO</span></span></div><div class="t m0 x78 h6a y536 ff2 fse fc0 sc0 ls0 ws0">2</div><div class="t m0 x79 h29 y1ee ff2 fs1 fc0 sc0 ls9 ws0">e)<span class="ff3 ls0"> </span></div></div><div class="c x77 y535 w7d h89"><div class="t m0 x67 h45 y537 ff3 fs8 fc0 sc0 ls0 ws0">397,88 </div></div><div class="c x4 y3e6 w7c h89"><div class="t m0 x0 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Udział projektów u<span class="_ _0"></span>suwania<span class="ff2"> </span></div></div><div class="c x77 y3e6 w7d h89"><div class="t m0 x4 h16 y2a6 ff2 fs1 fc0 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c x4 y538 w7c h6b"><div class="t m0 x0 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Udział projektów re<span class="_ _0"></span>dukcji<span class="ff2"> </span></div></div><div class="c x77 y538 w7d h6b"><div class="t m0 x50 h16 y2a6 ff2 fs1 fc0 sc0 ls9 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y539 w7c h89"><div class="t m0 x0 h26 y1ee ff9 fs1 fc0 sc0 ls0 ws0">Uznana norma ja<span class="_ _0"></span>kości (%)<span class="ffa"> </span></div></div><div class="c x77 y539 w7d h89"><div class="t m0 x41 h16 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x4 y53a w7c h89"><div class="t m0 x0 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">Udział z proje<span class="_ _0"></span>któw w UE<span class="ff2"> </span></div></div><div class="c x77 y53a w7d h89"><div class="t m0 x50 h16 y2a6 ff2 fs1 fc0 sc0 ls9 ws0">100%<span class="ls0"> </span></div></div><div class="c x4 y69 w7c h6b"><div class="t m0 x0 h16 y211 ff1 fs1 fc0 sc0 ls0 ws0">Udział jednoste<span class="_ _0"></span>k emisji dwu<span class="_ _0"></span>tlenku wę<span class="_ _0"></span>gla, które kwalifikują<span class="_ _0"></span> się jako od<span class="_ _0"></span>powiednie d<span class="_ _0"></span>ostosowania <span class="ff2"> </span></div></div><div class="c x77 y69 w7d h6b"><div class="t m0 x4 h16 y53b ff2 fs1 fc0 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c x4 y53c w7c h8a"><div class="t m0 x0 h29 y53d ff6 fs1 fc0 sc0 ls0 ws0">Jednostki emis<span class="_ _0"></span>ji zaplanowane <span class="_ _0"></span>do usun<span class="_ _0"></span>ięcia w przys<span class="_ _0"></span>złości <span class="ff3"> </span></div></div><div class="c x77 y53c w7d h8a"><div class="t m0 x7a h16 y53e ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y53f ff6 fsb fc0 sc0 ls0 ws0"> <span class="lsb">E1</span>-<span class="ls6">8 </span>– Ustalanie w<span class="_ _1"></span>ewnętrznych cen emisji dw<span class="_ _1"></span>utlenku węgla<span class="_ _1"></span><span class="ff3 fsd"> </span></div><div class="t m0 x4 h6 y123 ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD nie usta<span class="_ _1"></span>liła wewnętrznych cen emisj<span class="_ _1"></span>i dwutlenku węgla.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h11 y540 ff6 fsa fc0 sc0 ls0 ws0">E2 Zanieczyszczen<span class="_ _0"></span>ia<span class="ff3"> </span></div><div class="t m0 x4 h12 y541 ff6 fsb fc0 sc0 lsb ws0">E2<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z zanieczyszcze<span class="_ _1"></span>niem<span class="ff3"> </span></span></div><div class="t m0 x4 h6 y542 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1a"> </span>Kapita<span class="_ _1"></span>łowa <span class="_ _1a"> </span>MIRBUD <span class="_ _1a"> </span>n<span class="_ _1"></span>ie <span class="_ _1a"> </span>posiada <span class="_ _1a"> </span>de<span class="_ _1"></span>dykowanej <span class="_ _1a"> </span>polityki <span class="_ _1f"> </span>mającej <span class="_ _1a"> </span>n<span class="_ _1"></span>a <span class="_ _1a"> </span>celu <span class="_ _1a"> </span>zarządzan<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y543 ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami <span class="_ _0"></span>związanymi z <span class="_ _10"></span>zanieczyszczeniami. <span class="_ _0"></span>Grupa <span class="_ _10"></span>prz<span class="_ _1"></span>yjęła <span class="_ _10"></span>Strategię<span class="_ _1"></span> <span class="_ _10"></span>Zrównoważonego<span class="_ _1"></span> <span class="_ _10"></span>Rozwoju.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y158 ff1 fs3 fc0 sc0 ls0 ws0">Przyjęcie <span class="_ _11"> </span>dedyk<span class="_ _1"></span>owanej <span class="_ _11"> </span>polityki <span class="_ _11"> </span>ś<span class="_ _1"></span>rodowiskowej, <span class="_ _11"> </span>w<span class="_ _1"></span> <span class="_ _16"> </span>k<span class="_ _1"></span>tórej <span class="_ _11"> </span>ujęty <span class="_ _11"> </span>był<span class="_ _1"></span>by <span class="_ _11"> </span>również  temat <span class="_ _11"> </span>zanieczysz<span class="_ _1"></span>czeń, </div><div class="t m0 x4 h6 y544 ff1 fs3 fc0 sc0 ls0 ws0">będzie <span class="_ _d"></span>rozważ<span class="_ _1"></span>ane <span class="_ _d"></span>po <span class="_ _d"></span>rea<span class="_ _1"></span>lizacji <span class="_ _d"></span>celów <span class="_ _d"></span>k<span class="_ _1"></span>rótkoterminowych <span class="_ _e"></span>ze <span class="_ _d"></span>Strategii, <span class="_ _e"></span>gdyż <span class="_ _d"></span>ich <span class="_ _e"></span>realizacja <span class="_ _d"></span>pozwo<span class="_ _1"></span>li <span class="_ _c"></span>n<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y545 ff1 fs3 fc0 sc0 ls0 ws0">bardziej realną ocenę w<span class="_ _1"></span>pływu Grupy na środow<span class="_ _1"></span>isko. <span class="ff2"> </span></div><div class="t m0 x4 h12 y546 ff6 fsb fc0 sc0 lsb ws0">E2<span class="ls0">-2 Działania i za<span class="_ _1"></span>soby związane z zani<span class="_ _1"></span>eczyszczeniem <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y547 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _c"></span>MIRBUD <span class="_ _d"></span>realizuje <span class="_ _c"></span>d<span class="_ _1"></span>ziałania <span class="_ _1"></span>m<span class="_ _1"></span>ające <span class="_ _c"></span>na <span class="_ _c"></span>celu <span class="_ _c"></span>o<span class="_ _1"></span>graniczenie <span class="_ _c"></span>emisji <span class="_ _c"></span>z<span class="_ _1"></span>anieczyszczeń <span class="_ _c"></span>do <span class="_ _c"></span>p<span class="_ _1"></span>owietrza, </div><div class="t m0 x4 h6 y548 ff1 fs3 fc0 sc0 ls0 ws0">wody <span class="_ _d"></span>i <span class="_ _c"></span>g<span class="_ _1"></span>leby. <span class="_ _d"></span>Działania <span class="_ _d"></span>te <span class="_ _d"></span>są <span class="_ _d"></span>z<span class="_ _1"></span>wiązane <span class="_ _c"></span>z <span class="_ _d"></span>moder<span class="_ _1"></span>nizacją <span class="_ _d"></span>bazy <span class="_ _d"></span>produkcyjnej<span class="_ _1"></span> <span class="_ _c"></span>w <span class="_ _d"></span>siedz<span class="_ _1"></span>ibie <span class="_ _c"></span>głównej<span class="_ _1"></span> <span class="_ _c"></span>spółk<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y549 ff1 fs3 fc0 sc0 ls0 ws0">KOBYLARNIA,  która  mieści <span class="_ _f"> </span>się<span class="_ _1"></span> <span class="_ _f"> </span>w  miejscowości  Kobylarnia  koło  Bydgoszc<span class="_ _1"></span>zy. <span class="_ _f"> </span>Dzięki<span class="_ _1"></span> <span class="_ _f"> </span>realizacji<span class="_ _1"></span> <span class="_ _f"> </span>tej </div><div class="t m0 x4 h6 y54a ff1 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _f"> </span>ogr<span class="_ _1"></span>aniczona <span class="_ _f"> </span>zostanie  emisja <span class="_ _f"> </span>pyłu <span class="_ _f"> </span>w  gazie <span class="_ _f"> </span>oczysz<span class="_ _1"></span>czonym <span class="_ _f"> </span>z <span class="_ _f"> </span>0.02g/Nm</div><div class="t m0 x7b h87 y54b ff2 fsf fc0 sc0 ls0 ws0">3</div><div class="t m0 x6c h6 y54a ff2 fs3 fc0 sc0 ls0 ws0"> <span class="_ _f"> </span>do  0,001g/Nm</div><div class="t m0 x7c h87 y54b ff2 fsf fc0 sc0 ls0 ws0">3</div><div class="t m0 x7d h6 y54a ff2 fs3 fc0 sc0 ls1a ws0">. </div><div class="t m0 x4 h6 y54c ff1 fs3 fc0 sc0 ls0 ws0">Dodatkowo, <span class="_ _1a"> </span>na <span class="_ _1a"> </span>każdej <span class="_ _1a"> </span>budowie <span class="_ _1a"> </span>i <span class="_ _1a"> </span>przy <span class="_ _1a"> </span>realizacji <span class="_ _1a"> </span>każdej <span class="_ _1a"> </span>inwestycj<span class="_ _1"></span>i <span class="_ _14"> </span>są <span class="_ _1a"> </span>realizowane <span class="_ _1a"> </span>działania<span class="_ _1"></span> </div><div class="t m0 x4 h6 y284 ff1 fs3 fc0 sc0 ls0 ws0">zapobiegające awario<span class="_ _1"></span>m, które mogą skutko<span class="_ _1"></span>wać emisją zaniec<span class="_ _1"></span>zyszeń:<span class="ff2"> </span></div><div class="t m0 x6 h6 y54d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">utrzymywanie dobrego<span class="_ _1"></span> stanu technicznego urządze<span class="_ _1"></span>ń i elektronarzędzi,<span class="_ _1"></span></span> </span></div></div></div><div class="pi" ></div></div><div id="pf28" class="pf w5 hc" ><div class="pc pc28 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">40<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">utrzymywanie <span class="_ _16"> </span>dobrego <span class="_ _16"> </span>stanu <span class="_ _16"> </span>infrastruktury<span class="_ _1"></span> <span class="_ _e"></span>(np. <span class="_ _16"> </span>budynk<span class="_ _1"></span>ów, <span class="_ _e"> </span>instalacji <span class="_ _16"> </span>wenty<span class="_ _1"></span>lacji, <span class="_ _e"> </span>kanalizacj<span class="_ _1"></span>i, </span></span></div><div class="t m0 x9 h6 y1b7 ff2 fs3 fc0 sc0 ls0 ws0">itd.), </div><div class="t m0 x6 h6 y136 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">identyfikacja aspektów ś<span class="_ _1"></span>rodowiskowych w warunkac<span class="_ _1"></span>h awaryjnych,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y137 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">analiza <span class="_ _e"></span>przyczy<span class="_ _1"></span>n <span class="_ _d"></span>zaistniałych <span class="_ _e"> </span>awarii, <span class="_ _e"></span>szybka <span class="_ _e"></span>likwidacj<span class="_ _1"></span>a <span class="_ _d"></span>skutków, <span class="_ _e"> </span>ocena <span class="_ _e"> </span>sytuacj<span class="_ _1"></span>i <span class="_ _d"></span>i <span class="_ _e"></span>określenie </span></span></div><div class="t m0 x9 h6 y138 ff1 fs3 fc0 sc0 ls0 ws0">działań korekcyjny<span class="_ _1"></span>ch, korygujących, doskonalący<span class="_ _1"></span>ch.<span class="ff2"> </span></div><div class="t m0 x6 h6 y139 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">odpowiedni dobór wyk<span class="_ _1"></span>walifikowanych pracow<span class="_ _1"></span>ników do realizacji działań.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h12 y169 ff6 fsb fc0 sc0 lsb ws0">E2<span class="ls0">-3 Cele związan<span class="_ _1"></span>e z zanieczyszczenie<span class="_ _1"></span>m <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y54e ff1 fs3 fc0 sc0 ls0 ws0">Grupa MIRBUD n<span class="_ _1"></span>ie ustanowiła celów związanych z<span class="_ _1"></span> zanieczyszczeniami.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y4d0 ff6 fsb fc0 sc0 lsb ws0">E2<span class="ls0">-4 Zanieczyszcz<span class="_ _1"></span>enie powietrza, wody<span class="_ _1"></span> i gleby <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y54f ff1 fs3 fc0 sc0 ls0 ws0">Tabela <span class="_ _10"></span>poniżej <span class="_ _10"></span>prz<span class="_ _1"></span>edstawia <span class="_ _10"></span>zestawienie <span class="_ _10"></span>z<span class="_ _1"></span>anieczyszczeń <span class="_ _10"></span>emitowanych <span class="_ _0"></span>przez <span class="_ _10"></span>GK <span class="_ _10"></span>MI<span class="_ _1"></span>RBUD <span class="_ _10"></span>do <span class="_ _10"></span>powietrza. </div><div class="t m0 x4 h6 y550 ff1 fs3 fc0 sc0 ls0 ws0">Emisje zanieczysz<span class="_ _1"></span>czeń do wody i gleby w 2024 r. n<span class="_ _1"></span>ie wystąpiły. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 y551 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y552 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 12: E2-4 Zanie<span class="_ _10"></span>czyszczenia powietrza, wod<span class="_ _0"></span>y i gleby<span class="ffa"> </span></div></div><div class="c x4 y553 w7e h8b"><div class="t m0 xf h16 y554 ff2 fs1 fc5 sc0 ls0 ws0">Zanieczyszczenie<span class="_ _0"></span> </div></div><div class="c x7e y553 w7f h8b"><div class="t m0 x7f h16 y554 ff2 fs1 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x80 y345 w80 h8c"><div class="t m0 x81 h16 y2c0 ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div><div class="t m0 x0 h16 y555 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x80 y553 w81 h8c"><div class="t m0 x24 h16 y2c0 ff2 fs1 fc5 sc0 ls0 ws0">do powietrza </div></div><div class="c x82 y553 w82 h8c"><div class="t m0 x7f h16 y2c0 ff2 fs1 fc5 sc0 ls0 ws0">do wody </div></div><div class="c x83 y553 w83 h8c"><div class="t m0 x2e h16 y2c0 ff2 fs1 fc5 sc0 ls0 ws0">do gleby </div></div><div class="c x4 y556 w84 h8d"><div class="t m0 x0 h16 y557 ff1 fs1 fc0 sc0 ls0 ws0">Wielopierścieniow<span class="_ _0"></span>e węglowodor<span class="_ _0"></span>y aromatyczne<span class="_ _0"></span> (PAH)<span class="ff2"> </span></div></div><div class="c x7e y556 w75 h8d"><div class="t m0 x76 h16 y557 ff2 fs1 fc0 sc0 ls1 ws0">kg<span class="ls0"> </span></div></div><div class="c x80 y556 w85 h8d"><div class="t m0 x84 h16 y557 ff2 fs1 fc0 sc0 ls0 ws0">50,77 </div></div><div class="c x82 y556 w86 h8d"><div class="t m0 x85 h16 y557 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x83 y556 w87 h8d"><div class="t m0 x37 h16 y557 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y558 ff6 fsb fc0 sc0 lsb ws0">E2<span class="ls0">-5 Substancje po<span class="_ _1"></span>tencjalnie niebezpieczne i subst<span class="_ _1"></span>ancje wzbudzające </span></div><div class="t m0 x4 h12 y559 ff6 fsb fc0 sc0 ls0 ws0">szczególnie duże o<span class="_ _1"></span>bawy <span class="ff3"> </span></div><div class="t m0 x4 h6 y55a ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>2024 <span class="_ _19"> </span>r. <span class="_ _13"> </span>w <span class="_ _18"> </span>G<span class="_ _1"></span>rupie <span class="_ _19"> </span>MIRBUD <span class="_ _13"> </span>nie <span class="_ _19"> </span>wystąpiły <span class="_ _13"> </span>emisje <span class="_ _19"> </span>s<span class="_ _1"></span>ubstancji <span class="_ _19"> </span>potencjalnie <span class="_ _13"> </span>niebezpiecznych <span class="_ _19"> </span>i </div><div class="t m0 x4 h6 y55b ff1 fs3 fc0 sc0 ls0 ws0">wzbudzających sz<span class="_ _1"></span>czególnie duże obawy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h11 y55c ff6 fsa fc0 sc0 ls0 ws0">E3 Woda i zasob<span class="_ _0"></span>y morskie <span class="ff3"> </span></div><div class="t m0 x4 h12 y55d ff6 fsb fc0 sc0 lsb ws0">E3<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z wodą i zasoba<span class="_ _1"></span>mi morskimi <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y55e ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD <span class="_ _0"></span>nie posiada <span class="_ _0"></span>dedykowanej<span class="_ _1"></span> <span class="_ _10"></span>po<span class="_ _1"></span>lityki <span class="_ _0"></span>mającej na <span class="_ _10"></span>c<span class="_ _1"></span>elu <span class="_ _10"></span>z<span class="_ _1"></span>arządzanie zagadnieniami związanymi </div><div class="t m0 x4 h6 y55f ff1 fs3 fc0 sc0 ls0 ws0">z <span class="_ _13"> </span>wodą<span class="_ _1"></span> <span class="_ _13"> </span>i <span class="_ _12"> </span>zasobami <span class="_ _12"> </span>mors<span class="_ _1"></span>kimi. <span class="_ _13"> </span>Grupa <span class="_ _12"> </span>przy<span class="_ _1"></span>jęła <span class="_ _13"> </span>Strategię <span class="_ _12"> </span>Zrównoważ<span class="_ _1"></span>onego <span class="_ _12"> </span>Rozwoju. <span class="_ _12"> </span>Przyj<span class="_ _1"></span>ęcie </div><div class="t m0 x4 h6 y560 ff1 fs3 fc0 sc0 ls0 ws0">dedykowanej polityki środowiskowej, w której ujęty był również temat <span class="_ _0"></span>wody<span class="_ _1"></span><span class="ff2"> </span>i <span class="_ _10"></span>z<span class="_ _1"></span>asobów morskich, będzie </div><div class="t m0 x4 h6 y419 ff1 fs3 fc0 sc0 ls0 ws0">rozważane <span class="_ _1"></span>p<span class="_ _1"></span>o <span class="_ _1"></span>realizacji <span class="_ _c"></span>celów <span class="_ _c"></span>krótkotermino<span class="_ _1"></span>wych <span class="_ _1"></span>ze <span class="_ _c"></span>Strategii, <span class="_ _c"></span>gdyż <span class="_ _c"></span>ich <span class="_ _c"></span>realizacja <span class="_ _c"></span>pozwoli <span class="_ _c"></span>na <span class="_ _1"></span>b<span class="_ _1"></span>ardziej </div><div class="t m0 x4 h6 y561 ff1 fs3 fc0 sc0 ls0 ws0">realną ocenę wpływu Gru<span class="_ _1"></span>py na środowisko. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y562 ff6 fsb fc0 sc0 lsb ws0">E3<span class="ls0">-2 Działania i za<span class="_ _1"></span>soby związane z wod<span class="_ _1"></span>ą i zasobami morskimi <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y456 ff1 fs3 fc0 sc0 ls0 ws0">Woda <span class="_ _1d"> </span>na <span class="_ _17"> </span>potrzeby <span class="_ _1d"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _1d"> </span>firmy <span class="_ _1d"> </span>pobieran<span class="_ _1"></span>a <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>z <span class="_ _1d"> </span>wod<span class="_ _1"></span>ociągów <span class="_ _1d"> </span>miejskich <span class="_ _17"> </span>oraz <span class="_ _1d"> </span>gminnyc<span class="_ _1"></span>h, <span class="_ _1d"> </span>a </div><div class="t m0 x4 h6 y457 ff1 fs3 fc0 sc0 ls0 ws0">konsumowana <span class="_ _1b"> </span>na <span class="_ _1b"> </span>cele <span class="_ _1b"> </span>pracown<span class="_ _1"></span>icze <span class="_ _1c"> </span>oraz <span class="_ _1b"> </span>działalność <span class="_ _1b"> </span>firmy. <span class="_ _1b"> </span>W <span class="_ _1b"> </span>zakres<span class="_ _1"></span>ie <span class="_ _1c"> </span>gospodarowan<span class="_ _1"></span>ia <span class="_ _1c"> </span>i<span class="_ _1"></span> </div><div class="t m0 x4 h6 y458 ff1 fs3 fc0 sc0 ls0 ws0">odprowadzania wód opadowyc<span class="_ _1"></span>h <span class="_ _0"></span>Spółka posiada stosowne pozwolenia wodnoprawne, na mo<span class="_ _1"></span>cy których </div><div class="t m0 x4 h6 y459 ff1 fs3 fc0 sc0 ls0 ws0">odprowadza <span class="_ _1"></span>wody op<span class="_ _1"></span>adowe do <span class="_ _1"></span>zbiorników <span class="_ _1"></span>wodnych <span class="_ _1"></span>nadzorowanych <span class="_ _1"></span>przez <span class="_ _1"></span>Państwowe Gosp<span class="_ _1"></span>odarstwo </div><div class="t m0 x4 h6 y45a ff1 fs3 fc0 sc0 ls0 ws0">Wodne <span class="_ _c"></span>„Wody <span class="_ _d"></span>Polskie”. <span class="_ _d"></span>Sposób <span class="_ _d"></span>i <span class="_ _c"></span>warunk<span class="_ _1"></span>i <span class="_ _1"></span>od<span class="_ _1"></span>prowadzania <span class="_ _c"></span>wód <span class="_ _d"></span>opadowyc<span class="_ _1"></span>h <span class="_ _c"></span>określone <span class="_ _c"></span>sz<span class="_ _1"></span>czegółowo <span class="_ _c"></span>w<span class="_ _1"></span> </div><div class="t m0 x4 h6 y45b ff1 fs3 fc0 sc0 ls0 ws0">pozwoleniach wodnoprawnyc<span class="_ _1"></span>h <span class="_ _10"></span>Spółka wypełnia na <span class="_ _10"></span>b<span class="_ _1"></span>ieżąco. Reali<span class="_ _0"></span>zacja<span class="_ _1"></span><span class="ff2"> </span>tych <span class="_ _0"></span>obowiązków jest <span class="_ _0"></span>okresowo </div><div class="t m0 x4 h6 y45c ff1 fs3 fc0 sc0 ls0 ws0">kontrolowana przez urz<span class="_ _1"></span>ędy związane z ochroną śr<span class="_ _1"></span>odowiska.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y45d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y45e ff1 fs3 fc0 sc0 ls0 ws0">W 2024 r. Grupa MIR<span class="_ _1"></span>BUD zrealizowała następujące <span class="_ _1"></span>działania związane z w<span class="_ _1"></span>odą:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y436 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Opracowano  instrukcję <span class="_ _f"> </span>dotycz<span class="_ _1"></span>ącą <span class="_ _f"> </span>racjonalnego  wyk<span class="_ _1"></span>orzystania <span class="_ _f"> </span>wody<span class="_ _1"></span> <span class="_ _f"> </span>na <span class="_ _f"> </span>budo<span class="_ _1"></span>wach <span class="_ _f"> </span>wraz  z </span></span></div><div class="t m0 x49 h6 y563 ff1 fs3 fc0 sc0 ls0 ws0">ankietą <span class="_ _10"></span>d<span class="_ _1"></span>la <span class="_ _10"></span>prac<span class="_ _1"></span>owników <span class="_ _0"></span>i <span class="_ _10"></span>p<span class="_ _1"></span>odwykonawców. <span class="_ _0"></span>Jej <span class="_ _0"></span>wdrożenie<span class="_ _1"></span> <span class="_ _10"></span>rozpoczni<span class="_ _1"></span>e <span class="_ _10"></span>się w <span class="_ _10"></span>2025 roku <span class="_ _10"></span>po<span class="_ _1"></span>przez </div><div class="t m0 x49 h6 y564 ff1 fs3 fc0 sc0 ls0 ws0">udostępnienie <span class="_ _10"></span>jej <span class="_ _10"></span>w<span class="_ _1"></span> <span class="_ _5"></span>i<span class="_ _1"></span>ntranecie <span class="_ _10"></span>oraz <span class="_ _10"></span>cykl <span class="_ _10"></span>sz<span class="_ _1"></span>koleń, <span class="_ _10"></span>zapewniając <span class="_ _10"></span>skutecz<span class="_ _1"></span>ną <span class="_ _10"></span>implementację <span class="_ _10"></span>zalece<span class="_ _1"></span>ń </div><div class="t m0 x49 h6 y565 ff1 fs3 fc0 sc0 ls0 ws0">i podnoszenie świa<span class="_ _1"></span>domości w zakres<span class="_ _1"></span>ie optymalizacji z<span class="_ _1"></span>użycia wody.</div></div></div><div class="pi" ></div></div><div id="pf29" class="pf w88 h64" ><div class="pc pc29 w88 h64"><img class="bi x4 y0 w89 h65" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABRwAAASmCAIAAADDJvCBAAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzZsQ2DMBRFUYzcep7UzJA5mSF15vEAj54GxUKQKOeUv3zd1S9JJgAAAOBzswkAAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAABAVAMAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAABAVAMAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAAIhqEwAAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAIBT1fX1tgIAAAAcei6P3cWnGgAAAAaJagAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAABAVAMAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAA3K0ksQIAAAAM8KkGAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAABAVAMAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAADfpZqAC/TejQAAAPy61tru4lMNAAAAg0Q1AAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAA/KmSxAoAAAAwwKcaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAABAVAMAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAABAVAMAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFFtAgAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAABAVAMAAICoBgAAAFENAAAAohoAAABENQAAACCqAQAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAARDUAAACIagAAABDVAAAAIKoBAABAVAMAAACiGgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAAAAohoAAABENQAAAIhqAAAAENUAAAAgqgEAAABRDQAAAKIaAAAARDUAAACIagAAABDVAAAAgKgGAAAAUQ0AAACiGgAAAEQ1AAAAIKoBAABAVAMAAICoBgAAAFENAAAAohoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABRDQAAAIhqAAAAENUAAAAgqgEAAEBUAwAAAKIaAAAARDUAAACIagAAABDVAAAAIKoBAAAAUQ0AAACiGgAAAEQ1AAAAiGoAAAAQ1QAAAICoBgAAAFENAAAAohoAAABENQAAAIhqAAAAQFQDAACAqAYAAABRDQAAAKIaAAAAENUAAAAgqgEAAEBUAwAAgKgGAAAAUQ0AAACIagAAABDVAAAAIKoBAABAVAMAAICoBgAAAEQ1AAAAiGoAAAAQ1QAAACCqAQAAAFENAAAAohoAAABENQAAAIhqAAAAENUAAACAqAYAAABRDQAAAKIaAAAARDUAAACIagAAAEBUAwAAgKgGAAAAUQ0AAACiGgAAABDVAAAAIKoBAABAVAMAAICoBgAAAFENAAAAiGoAAAAQ1QAAACCqAQAAQFQDAACAqAYAAABENQBs7d3rkuK4sobhTMkGujv2irn/u1xrugqwLeX+IXAZn7CNoYB6n5joqKaNTwUTfKSUAgAAIFQDAAAAAECoBgAAAACAUA0AAAAAAAjVAAAAAAAQqgEAAAAAIFQDAAAAAECoBgAAAACAUA0AAAAAAAjVAAAAAAAQqgEAAAAAIFQDAAAAAECoBgAAAACAUA0AAAAAAAjVAAAAAAAQqgEAAAAAIFQDAAAAAECoBgAAAACAUA0AAAAAAAjVAAAAAAAQqgEAAAAAIFQDAAAAAPC+Mm4BAADA8zOze+xWVbm3AHALKtUAAAAAACxEpRoAAOD7pUJ0t258pwI1AIBQDQAAgHvF+yaGiAMAoRoAAOCpgysxGwAI1QAAAHj5CA0AmIVGZQAAAAAALESlGgAAYE3L6tJmpqrpz1V2ONGygdytU2I0OICfjEo1AAAAAACEagAAAAAAHovh3wAAADehDxntwQEQqgEAAEAOJyEDwGwM/wYAAAAAYCEq1QAAAJPcu7yc9t8qC8cY04NrHb21/+ZBhw5B7RoARlCpBgAAAABgISrVAAAA9/VUM6hXWWK6t6g+fskUtwEQqgEAAPBi6X1BlL0amJtbEpUBgFANAABw32S7bCf1POehCdVTDrQ4ZhOYAYBQDQAAgLtkfrI3ABCqAQAAHhRTJ5aUVTUVpZsxNf2sqqkN+D3UB1XVEEKzSC4DjcebZ9h7wt2n1I8QwgEQqgEAAPCg9mNfw79V1hhWLvoWtwUAngdLagEAAMzw+EJriqmPz6rT47GZkaUB/FhUqgEAAO4SNVc8lpmtcmSt/7h23Pq7g1nR+nQUBngDIFQDAADgfqF6blJVVTMRfZlbRK4GQKgGAADAFUNNuZ4nyXeeSNoFAEI1AADAo8JqK4O2Vo0+z3a+1v270cXmvLH2nYw4dU4vjmuiaWMzU9Hxk+8m5s5hLF72O1MxJ9r9dqB5ad3dLhvpTQUbAKEaAACAHG73eOJI4JyeRafE7IfdJfIzAEI1AAAAHprD7TxzujeULsjznaeYiK0YtodK2eRqAIRqAACAnxtu77e3oWc1GpJdZlEzEV192vbIDqcca3rlnFwNgFANAACAG/PqXfqZTRns3d5GTR9+N8jVAAjVAAAA7xFub42pV+dFLzuTuiuYdRbOsk53tJsu2cTkysDy7ojuq4+M9y2bePlkbwAvynELAAAAvjHb97YQ74b5ddbHFmvtcHqU7Z7AA9YSAwBCNQAAwM8NzxMT9e35fLXUfbla2OrfIADA+2H4NwAAIAmvuZPFFd25A7y7Y8LnzrJOUTxtU+9tsGVaXzm9dT7CJGoAhGoAAACsGNG706R7n9WYOH05dXn46QtmWZtYCrzNsd8m5nTsELcvoA0AhGoAAACMRdllBerr48M72bU5QrsuMq9yCb07n7VbitUACNUAAABvlXUXbDzSavtUTxbXs4F216/qOdbgnkXl9E+tEdenQdomqtLfzGzOtetlJVxikCzTunu3iLP6JjQ2uzyiqVzJ3kP9wEeGlI+3EAeAp0WjMgAAgHYgHO/79dLtuFac4D1lS1qXAXh7VKoBAMCPy8w3P/16ibi78vO1c7iyErWJ6dp3YKjI3BrF3WxdJiLdJ40P/GY0OABCNQAAwJuE5Ktl1d7Zy9N3tTixm/Vk5tsL5uNpdnyUe+uGXD7Yv6venuHkagCEagAAgPdP1M1tRrpem5nJpJ5kE2dTT8rbqmLSPe7iS74acZsRemgitC7qGQ4Ab4Y51QAAAI8L9g/Yz/2ua9aK3MymBvBDUKkGAABvotW1e/Vh4b2DsSeupDUhjoqKxBhNvDauqLGxXj3Q9OJwt5is+tVpvNVXfPrCXSO9vsfHh/deF7VuAIRqAACAx7llfHU3BC473IIh30OZub2ZmFxd1PraYO+JgZZ50QAwHcO/AQAAAXvec4f6h01J1K3nzljgyta5G3Vsnt4Frb3Zmy42BgDLUKkGAAA/Ok43y9QyWqptbKYzIuicyD0Uwm8vEQ+d4fl6ZfwI9QB4EdHRNbQoaAMgVAMAALx/lu4G6d4YOfeIE5NzT8Tti6YXm00Y/j1k+vDvkTvwFaTJ1QDQwPBvAACAdYL6gkT9XRfS2ymte14M5waAq6hUAwCAl8m33Yroja3FYpqprJ1tVEREnXZip4ro/KjpLk9Au381M7PovW8+7aJYbXq1mVm8difSkaTdV1xEYio/i8TWCUhP5VlNVFXtvE083bT41Sfceu753PI1610DIFQDAACsE6fHH7/HStGz6sxz50v3Df9e4fydrXMTRuaTd0eSU80G8MMx/BsAALxeop6bpcc7Xbc2mLvbuaO+F6RQu7H999Lbvtb9B4A3RqUaAAC8WJaeuPGUicSpPty74pTMnxQ9nK7HMmqq90aJelo666sT90UrcpM1crXp+ZKntGGrx59369JDXcoAgFANAADwdAH7XsnNXDpG83hfx1U3MVEvXi6rFe9v/H5hrRvee7cHm4GTqwEQqgEAAJ4tRU9MehP3sFYj7gWJ2sxExs6nPadaezYzs2iiKpp6jYmJiarWtev0L3rea7ejW/cEmrdUe2vjk7/RaAXs1lj11s67e6Mh2Wu9PflNAYRqAADwSol6xW5YrZWfZz1x+tObmw1tP7QrVW31Bm8GmBBjesQ557yLMao6771zzjmnqrnr7jDtSmIUESnLMsaQjt46gd6kNBKfSFYAQKgGAADPnqjX3e0DhlIvP4RJN+WeplvHqKqqLsuyVCdMfv36pSpuYAB78886/242uXO5mVRVqKqqqqpmhbk7nHukhkzF8se+Q/nVA4RqAADwzol6yvTmxoPtMng9gHm8Yfj0o/QO/+7fuK+ReB1rsyxzTlNZ2kzMYlEUaYMYY/qhqqruyaT8k0rZKuZVsyzLsizPs91uY6atw/UODeidPk24+rHvPn71AKEaAAD80EQ9M3L3H8KubT+9Nt7csptRvPebzcY5570zlWhyPJZFsU9FZudcTKO6z2Xt0Phr+sE5F81EJFSViHiVKJLSeBpG/s8//6Rnp0Sdtq/DvPdeWDqLt9vS3RK8QagGAAB41Y/4C9KyLF1BelZiH9yPtCvV9c9lWR4O4ViFEEL9oHNOGkPEmw/2nsO51Bxjs/lZjGVZOrfR8zZZljmvIYSqqlqF61mty/AT3mJTOtgRs0GoBgAA+LbP991R2d0P6PUQ654N9KvKet6VDp3DyArSjdwrzZHcjSLzRefu1tjy7lFSQTiEkGrFIhJjDBK3m02WZSoWozl1JhKj/e9//0bVEK0/jKjOSkumYk7FnNqpi7iZqUq04MSr6mFf5Tu32WRZ7oqiiDGoutPi1pf5vOfSLFW8F5xXT/6fFd7wmCA99AJY9qYmZuNtOG4BAAB4s9gwtzPZWgtuTT9KCOhZh94AAAt3SURBVCHLMu+9maV0/fv37zzPvfdyWXx+7P0UM/v34+NYHJ1zm80mneHD0hoAvCIq1QAA4B1ydath9cTIPWU951Zrrr4f5mXgVKAOIYiIc+7Xr22WZaWFqqxE43aTn+ZXPzBaq6qKxmgxxqKoQvVZlGG32ebZVsTKsooxqpzXoKa0+OPfdJSXAUI1AAD4zgD84EP0TlS+HBYus+qxrecuSLAxxizLdruNcxKC7ffHfXWIVdjlm02eNVerflCobgyMdy6rQig/9mVR/fn9K8/zPM9DCFUoLEbnHKH6h79/103UU9ZLBwjVAAAATx3aZ9W0lzUzawYSVd1ut3nunZOytM/Pz6qqSitP05DT6O9vGmGtqqGK6pxzEkLc749FUfz588d7H81VsZIYnVNy9fO8yBekUAbwA4RqAADwgxLv1bDau65y73EXrHTVenTZ5dQds7333vu0YvTxWBwOx9TQW5tdvM2imZOHBlcT0694pmJqZlHMylIrFfn88+d3nuetfm94xXfNWidGSRkgVAMAgBcLBt3FnAbbUMs5G87sWNbast7/KbePDvweW1vLqXMuz/M8d2ZyPJYfHx/N80yF6csLVNWvR8yiqrtH/VpVo8X6RpqZqjv9i0QTMbHD4VBV5X/+83+73a4oCounrzPqVaxXzFdEtcXvr97J//cI5+k3PtRu4Mbf5tCp8sIAoRoAAGD2R/Yb88Dte5j4ob8uNTfjTV1F995vNl7Vmdl+X5RlWRTFMyeEdjHaxJyrYvz83P/58zvzm8oqs9i8Rl60T/s+4qwAQjUAAHj5T/b3236gF/f1DDwlvTcnQl87Ve3tf+a9z/M8y1wQKcvq8/Mzxeksy66OWv9O2sjWp6sTE9nvj6p+t9tlma8qiTEyNffJ33etV/ha7+XpqXhoTAe5GoRqAACAZ0nUY1Optb1xHTCupvFlk66bScY5t9nk3ruyDH/3nzHG1PE7tf5+7lARRcRUtL5EExE1kcPhqOp+/956L2YWY+xdyBoPe8tc3cmNS7Xf7zLJ1SBUAwAA3DFRL5sLPbTo9PSVqxdfV7OI571P4VnE9vvjfr8PYt0J4fX2zxZKL2atp5Ado3PORMoQ5XD03uW5d85dLebjG6PsXYPr7TsnV+OdOG4BAAB4rbQwdJS1inKLM7ZzLsuyzSbLMhdj/Pffv3///q3/yXufUoRzbijEPhdtnqEz0zzfRJPP/cHMsixzzjEI/PnfhvyCgHujUg0AAL45S0+ZCN2T+Bpzkk2lPdh7YKnn8ZGx3X9VtboTmUhMI7eDmNl5ASxVsZhmSud5ZmaHsiqKoqqqGKPLfBRJY6fHLkpVzKlGc2oiKpoux077Xy11m6qpufOJOBEVUYsqahpNnOllSLb6bgRVCaEUkTLIZ1H+/uV9lsUo9fmZRPlaF+zid1Q3i+4u/V2Xu9+4brlirB1qsj0+TGOtExjpTtd8fOKv8u1/7yBUAwAAvHOAmZKoB5+oF2HGqW42G+ekquJ+vy+Kohn7X053+Hd3REBRFJn3201OInqVNP6A82kstT6jpVlrn7yi8IoY/g0AAL7zM/oD1rvqHmuk0ffEweHNKutmk3svIVjq753+1Tn3ovFgyqD6qqqKokiDwHkZk/PJw/jh+P8gAAB4uk/nN+7t9HNfTp4y/Lv+c+gM0yDwLMuyzKtqjPb5ua+qKoTQ3Vtq6PWqvxrrz04hhuPxuNtsdts8hoGh9vjuN8WDjzJlHgfBG4RqAACAN4kli4d/p2CQ53labroK8bDf12XbtNDU42PS6sbbkqdvCg7H43aTO+/i5bcJeMusfrVf94KFrAFCNQAAwHd+yl98oGWt0eotfZZtNpmYfOwP+8NBRJz3ZlaFoKqamnurplwaYmy1+36JRH26goF75bwTs1CFEMwRoDDwKqLxOAjVAAAA6+fkiYtFd//qvR96lk070NXpoK0O1fWzzKReDWu73ZqTsqz2+0NVVc0m5M3wXO9kVqJuTO0W1RRrdWwo9jeFpRijd66qqsPh8Of3Lj1iYtpowt5brqwf7P5Q34E3mIu++iWMd87rncB/j0Cbfjtp3fLWCzvNibh4Vw40CR96SUzcACBUAwAATPrg/i2JqHvo02pa6kTEOb/bZSLyd/95OBQpWvzMctxpwrlKVVVmLzlv/Nly+KucyZRvpu79FQNAqAYAACSH/g2mt+AeP8T5ryqL5k4P19JjUYTD4VDGIKKpUtcs0P0oIQSvrizLKlR5lqnquT2cEaK+N3XbmZzHYF+tBk/cbbPpfXe3dTeB3sM1I/esVwivKBCqAQAAbs0P1/9JxyL6rN32rpqbPtaHED8+PmKM5lTVLYgHb6OOahZjUZTbTW7mLCov19UT8o076daNbzz6yAu+mbrHB343N5jyPvrJ7zUQqgEAwJsHiXt8zG19Ih+Zg71isBmZBdp43NL81SCnFt967kb2w14Gok7lfKOqqiLsPG2Sf+Q5DL1t1/2/BIVrEKoBAMA7f6Bftk3PI6n0fGpCpucMLRefpVVN9PyvYqmPl8lF2fpaVk9PN7GvNtcWVTWGkOW5d5palKmej68av0aX67o5p79yLjZ0RXf9VevpvsrXSPqLk1IRNRNRLUOoqqhOJbrTE/QnvvjHg9+siQazzqE7GNtEzCT9dvrXEF82/Fs0vRLqwSE9l3n5o4pevRztvI+GMjPz9kGoBgAAbxUq1ioW9e75nHWb22jdgrve8Pxf++O89D3UW0aztHaUpR9VVUMITmOeZ7vdNsZ4PsRXoDeR1LfMvtLFCp/16znJI5s8sAH4KRlbunBrnYeKybktuZpZWcXdLquHxKeb2brzV18wQxu8Vlny3NlOr8bse0rfN0mjdfzwG2PmpZ2jsOt7AVuz+/t4qJ71lcQrvhJAqAYAAHiWGH97eWpswKrZqQh93tI5t9lssswVRRnNdtsNv4urqqqKkU+V6/TQXrbDsRi86mCKRmF5eSn+ajxmjDcI1QAA4IdGhcefWB0bJi5/3YrraVx3/U9pGWrvdb8/Hg6HLMsI1RNDtdS1yh//gr/azesB77W7fhX1Nf9BO+/HVnieMBeDJmQgVAMAAOL0Nx93epyWbjNkCyIufaZ3zuV55pyWZfg4HEXUO89rYIoQAvNdl3Wbv8eborm22e1zuVtJeMUdjn8TQbEahGoAAID7BpVVgreIqERRl2WZ915U/vv3s6qqNJuatkizQnVjSWTu3JIY+Y2BfG7ThHuk6BtvEUCoBgAAT51gRzZufert1rKmB+PGwOyxLVNv6lkf+tPGMcbuIliqutnuvHfHY/G5P5QhOOfOifqy45Td9+Y31/hVlRjFudNpe+/N4sNeCfVVp/Zpel5PbOQpZVluR4fKp/nq7/1mGRrJHGPs5sPx0fKzYnDn1X7lfBZ38r9412vPNYrT5kto6P8S0//H0u0KTtIGoRoAAPz0ZF4venXZK/jyrzbjcFPWLqpDXYwxhJAGe5uZumy73ZjJ3899WZRVjI8I0D/+Gxk88m7f41czJfN3++33vlVbk6sBQjUAAMCSD+idz98zGgtPL7ulP+t6qXMu3+2qaPv9/ng8tkqpKqJE63lOowCce6U794RZ7vZmZs0X/J0agPcuSN7qQKZyfZo0lWcQqgEAAGbHg24eHknIs4bIXu2iVM/7TZOoo9nhcCiKohm2sTRrvVgD8HVPdZVGZdOnTnzLhXeHZI+l7r4C9VCulr46NmEbhGoAAEDQ6v3wbdPzw/RRphN7gKftvffee1X5+EyJWp130liXK+3RPXAa86v/ot977O6dhlvftd3Xiiu9z91n433UM7N66Jy7E7DJ1SBUAwAAEvXSnLB2GGh+Rt9ut967w+F4OByOwdLk6hhNVZ3TEIKIKHF6kReKQHf9FuBJ0uCzLQHd6sb35HcPmO7/ASg+ISfVOSTOAAAAAElFTkSuQmCC"/><div class="c x0 y0 w8a h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls1b ws0">41<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h11 y566 ff6 fsa fc0 sc0 ls1c ws0">E3<span class="ls0">-3 Cele związane<span class="_ _0"></span> z wodą i zasobam<span class="_ _0"></span>i morski<span class="_ _0"></span>mi <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y567 ff1 fs3 fc0 sc0 ls0 ws0">Strategia <span class="_ _1"></span>Zrównoważonego<span class="_ _1"></span> rozwoju <span class="_ _1"></span>Grupy <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>zakłada <span class="_ _1"></span>cel <span class="_ _1"></span>strategiczny <span class="_ _1"></span>dotyc<span class="_ _1"></span>zący obniżenia<span class="_ _1"></span> zużyc<span class="_ _1"></span>ia wody. <span class="_ _1"></span>Cele <span class="_ _1"></span>operacyj<span class="_ _1"></span>ne w <span class="_ _1"></span>ty<span class="_ _d"></span>m <span class="_ _1"></span>obszarze <span class="_ _1"></span>dotyczą </div><div class="t m0 x4 h6 y568 ff1 fs3 fc0 sc0 ls0 ws0">działań <span class="_ _1d"> </span>szkoleniowy<span class="_ _1"></span>ch <span class="_ _1d"> </span>oraz <span class="_ _1d"> </span>analizy <span class="_ _17"> </span>wykorzys<span class="_ _1"></span>tania <span class="_ _1d"> </span>wody <span class="_ _1d"> </span>na <span class="_ _1d"> </span>budowach<span class="_ _1"></span>, <span class="_ _1d"> </span>a <span class="_ _1d"> </span>następnie <span class="_ _1d"> </span>wyprac<span class="_ _1"></span>owania <span class="_ _1d"> </span>dobry<span class="_ _1"></span>ch <span class="_ _1d"> </span>praktyk, <span class="_ _1d"> </span>któ<span class="_ _c"></span>re <span class="_ _1d"> </span>poz<span class="_ _1"></span>wolą <span class="_ _1d"> </span>na <span class="_ _1d"> </span>racjonaln<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y569 ff2 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>tanie wody na placach budowy.<span class="_ _1"></span> </div><div class="t m0 x4 h14 y56a ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y56b ff9 fs1 fc4 sc0 ls0 ws0">Tabela 13: E3-3 Cele <span class="_ _0"></span>związane <span class="_ _0"></span>z wodą i zasoba<span class="_ _0"></span>mi morskimi<span class="ffa"> </span></div><div class="t m0 x86 h14 y56c ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x86 h10 y56d ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x86 h10 y56e ff2 fs8 fc0 sc0 ls0 ws0">  </div></div><div class="c x4 y56f w8b h8e"><div class="t m0 x10 h87 y4ed ff2 fsf fc5 sc0 ls19 ws0">CEL STRATEGICZNY<span class="ls0"> </span></div></div><div class="c x87 y56f w8c h8e"><div class="t m0 x10 h87 y4ed ff2 fsf fc5 sc0 ls1d ws0">ZAKRES CELU<span class="ls0"> </span></div></div><div class="c x88 y56f w8d h8e"><div class="t m0 x10 h87 y4ed ff2 fsf fc5 sc0 ls19 ws0">ROK BAZOWY<span class="ls0"> </span></div><div class="t m0 x10 h87 y2fe ff2 fsf fc5 sc0 ls8 ws0">2023<span class="ls0"> </span></div></div><div class="c x89 y56f w8e h8e"><div class="t m0 x10 h87 y4ed ff2 fsf fc5 sc0 ls19 ws0">CEL <span class="ff1 ls1e">KRÓTKOTERMINOWY<span class="_ _1"></span></span><span class="ls0"> </span></div><div class="t m0 x10 h87 y2fe ff2 fsf fc5 sc0 ls8 ws0">2025<span class="ls0"> </span></div></div><div class="c x8a y56f w8f h8e"><div class="t m0 x10 h87 y4ed ff1 fsf fc5 sc0 ls19 ws0">CEL ŚREDNIOTERMINOWY<span class="ff2 ls0"> </span></div><div class="t m0 x10 h87 y2fe ff2 fsf fc5 sc0 ls8 ws0">2030<span class="ls0"> </span></div></div><div class="c x8b y56f w90 h8e"><div class="t m0 x10 h87 y4ed ff2 fsf fc5 sc0 ls5 ws0">WYNIK W 2024<span class="ls0"> </span></div></div><div class="c x8c y56f w91 h8e"><div class="t m0 x10 h87 y570 ff2 fsf fc5 sc0 ls1f ws0">OSOBA </div><div class="t m0 x10 h87 y571 ff2 fsf fc5 sc0 ls1f ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y572 w8b h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Obniżymy zuży<span class="_ _0"></span>cie wody<span class="ff2"> </span></div></div><div class="c x87 y573 w8c h63"><div class="t m0 x10 h16 y305 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">upstream </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">(podwykonawc<span class="_ _0"></span>y) </div></div><div class="c x88 y573 w8d h63"><div class="t m0 x10 h16 y305 ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">szkoleń.<span class="ff2"> </span></div></div><div class="c x89 y573 w8e h63"><div class="t m0 x10 h16 y305 ff1 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie <span class="_ _0"></span>szkoleń </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">dla pracowników<span class="_ _0"></span> i </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">wykonawców nt<span class="_ _0"></span>. </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">racjonalnego </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">wykorzystania<span class="_ _0"></span> wody na </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">budowie. </div></div><div class="c x8a y573 w8f h63"><div class="t m0 x10 h16 y305 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x8b y573 w90 h63"><div class="t m0 x10 h16 y305 ff2 fs1 fc0 sc0 ls0 ws0">Cel w trakcie re<span class="_ _0"></span>alizacji. </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Opracowano ins<span class="_ _0"></span>trukcję i </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">ankietę dla </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">pracowników.<span class="_ _0"></span>  </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">Szczegóły w ujawn<span class="_ _0"></span>ieniu </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls14 ws0">E3<span class="ls0">-<span class="ls9">2.</span> </span></div></div><div class="c x8c y573 w91 h63"><div class="t m0 x10 h16 y305 ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska, </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr, </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">ze współpracą </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">kierowników </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">kontraktów </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">budowlanych. </div></div><div class="c x87 y572 w8c h8f"><div class="t m0 x10 h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 x10 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">upstream </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">(podwykonawc<span class="_ _0"></span>y) </div></div><div class="c x88 y572 w8d h8f"><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 x10 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">analizy. </div></div><div class="c x89 y572 w8e h8f"><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzanie an<span class="_ _0"></span>alizy </div><div class="t m0 x10 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">wykorzystania<span class="_ _0"></span> wody na </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">budowach. </div></div><div class="c x8a y572 w8f h8f"><div class="t m0 x10 h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">Wypracowanie <span class="_ _0"></span>I przyjęcie </div><div class="t m0 x10 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">dobrych pra<span class="_ _0"></span>ktyk w temacie </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">wykorzystania<span class="_ _0"></span> wody na </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">placach budow<span class="_ _0"></span>y. </div></div><div class="c x8b y572 w90 h8f"><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. </div><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Analiza została </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">rozpoczęta w gr<span class="_ _0"></span>udniu </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">2024 roku i za<span class="_ _0"></span>kończona </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">w marcu 2025 ro<span class="_ _0"></span>ku.  </div></div><div class="c x8c y572 w91 h8f"><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">Kierownik<span class="ffc"> <span class="ff1">Działu<span class="_ _0"></span> </span></span></div><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Ochrony Środow<span class="_ _0"></span>iska<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2a" class="pf w5 hc" ><div class="pc pc2a w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">42<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y574 ff6 fsb fc0 sc0 lsb ws0">E3<span class="ls0">-4 Zużycie wody<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y575 ff1 fs3 fc0 sc0 ls0 ws0">Woda <span class="_ _1d"> </span>na <span class="_ _17"> </span>potrzeby <span class="_ _1d"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _1d"> </span>firmy <span class="_ _1d"> </span>pobieran<span class="_ _1"></span>a <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>z <span class="_ _1d"> </span>wod<span class="_ _1"></span>ociągów <span class="_ _1d"> </span>miejskich <span class="_ _17"> </span>oraz <span class="_ _1d"> </span>gminnyc<span class="_ _1"></span>h, <span class="_ _1d"> </span>a </div><div class="t m0 x4 h6 y576 ff2 fs3 fc0 sc0 ls0 ws0">konsumowana <span class="_ _1b"> </span>na <span class="_ _1b"> </span>cele <span class="_ _22"> </span><span class="ff1">pracownicze <span class="_ _1b"> </span>oraz <span class="_ _1b"> </span>działalność<span class="_ _1"></span> <span class="_ _1c"> </span>firmy. <span class="_ _1c"> </span>W<span class="_ _1"></span> <span class="_ _1c"> </span>zakresie <span class="_ _1b"> </span>gospodarow<span class="_ _1"></span>ania <span class="_ _1b"> </span>i </span></div><div class="t m0 x4 h6 y577 ff1 fs3 fc0 sc0 ls0 ws0">odprowadzania wód opadowyc<span class="_ _1"></span>h <span class="_ _0"></span>Spółka posiada stosowne pozwolenia wodnoprawne, na mocy których </div><div class="t m0 x4 h6 y578 ff1 fs3 fc0 sc0 ls0 ws0">odprowadza <span class="_ _1"></span>wody op<span class="_ _1"></span>adowe do <span class="_ _1"></span>zbiorników <span class="_ _1"></span>wodnych <span class="_ _1"></span>nadzorowanych <span class="_ _1"></span>przez <span class="_ _1"></span>Państwowe Gosp<span class="_ _1"></span>odarstwo </div><div class="t m0 x4 h6 y579 ff1 fs3 fc0 sc0 ls0 ws0">Wodne <span class="_ _c"></span>„Wody<span class="_ _1"></span><span class="ff2"> <span class="_ _c"></span></span>Polskie”. <span class="_ _d"></span>Sposób <span class="_ _c"></span>i <span class="_ _d"></span>warunki <span class="_ _d"></span>odprowadzani<span class="_ _1"></span>a <span class="_ _c"></span>wód <span class="_ _c"></span>opad<span class="_ _1"></span>owych <span class="_ _c"></span>określone <span class="_ _c"></span>s<span class="_ _1"></span>zczegółowo <span class="_ _d"></span>w </div><div class="t m0 x4 h6 y57a ff1 fs3 fc0 sc0 ls0 ws0">pozwoleniach wodnoprawnyc<span class="_ _1"></span>h <span class="_ _10"></span>Spółka wypełnia na <span class="_ _10"></span>b<span class="_ _1"></span>ieżąco. Reali<span class="_ _0"></span>zacja tych <span class="_ _0"></span>obowiązków jest okresowo </div><div class="t m0 x4 h6 y57b ff1 fs3 fc0 sc0 ls0 ws0">kontrolowana <span class="_ _1"></span>przez <span class="_ _1"></span>urzędy <span class="_ _1"></span>związane z <span class="_ _1"></span>ochroną <span class="_ _1"></span>środowisk<span class="_ _1"></span>a. Nie <span class="_ _1"></span>zaobserwowano <span class="_ _1"></span>znacz<span class="_ _c"></span>ącego w<span class="_ _1"></span>pływu </div><div class="t m0 x4 h6 y57c ff1 fs3 fc0 sc0 ls0 ws0">związanego z wodą, j<span class="_ _1"></span>aki mógłby występować na re<span class="_ _1"></span>lacje biznesowe.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5b ff1 fs3 fc0 sc0 ls0 ws0">Ścieki <span class="_ _1"></span>odprowadzane <span class="_ _1"></span>są<span class="_ _1"></span> d<span class="_ _1"></span>o z<span class="_ _1"></span>biorczej <span class="_ _1"></span>kanalizacji <span class="_ _1"></span>sanit<span class="_ _1"></span>arnej <span class="_ _1"></span>bądź <span class="_ _1"></span>szczelnych <span class="_ _1"></span>zbior<span class="_ _1"></span>ników <span class="_ _1"></span>wybieralnych, </div><div class="t m0 x4 h6 y5c ff1 fs3 fc0 sc0 ls0 ws0">które opróżniane są przez<span class="_ _1"></span> wyspecjalizowane firmy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y530 ff1 fs3 fc0 sc0 ls0 ws0">Tabela poniżej prezent<span class="_ _1"></span>uje zużycie, pobór i zrzut wody <span class="_ _1"></span>w Grupie MIRBUD.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y531 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y57d ff9 fs1 fc4 sc0 ls0 ws0">Tabela 14: E3-4 Zu<span class="_ _0"></span>życie, pobór i<span class="_ _0"></span> zrzut wod<span class="_ _0"></span>y<span class="ffa"> </span></div></div><div class="c x20 y46e w92 h90"><div class="t m0 x27 h16 y57e ff1 fs1 fc5 sc0 ls0 ws0">Zużycie wody<span class="ff2"> </span></div></div><div class="c x8d y57f w93 h91"><div class="t m0 x21 h16 y580 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y57f w94 h91"><div class="t m0 x32 h16 y37f ff2 fs1 fc5 sc0 ls0 ws0">Jednostka </div></div><div class="c x8f y57f w95 h91"><div class="t m0 x54 h16 y37f ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x8d y581 w93 h91"><div class="t m0 x10 h16 y37f ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody<span class="ff2"> </span></div></div><div class="c x8e y581 w94 h91"><div class="t m0 xf h16 y37f ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x90 h6a y582 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x71 h16 y37f ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y581 w95 h91"><div class="t m0 x37 h16 y37f ff2 fs1 fc0 sc0 ls0 ws0">78 598,44 </div></div><div class="c x8d y583 w93 h52"><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody na ob<span class="_ _0"></span>szarach nar<span class="_ _0"></span>ażonych </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">na ryzyko związane<span class="_ _10"></span> <span class="_ _1"></span>z wod<span class="_ _0"></span>ą, w tym na <span class="ff2">obszarach<span class="_ _0"></span> o </span></div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">znacznym defi<span class="_ _0"></span>cycie wody </div></div><div class="c x8e y583 w94 h52"><div class="t m0 xf h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x90 h6a y584 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x71 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y583 w95 h52"><div class="t m0 x70 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x8d y585 w93 h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> wody poddanej re<span class="_ _10"></span>cyklingowi i </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">ponownemu użyciu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x8e y585 w94 h4e"><div class="t m0 xf h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x90 h6a y586 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x71 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y585 w95 h4e"><div class="t m0 x70 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">0,00 </div></div><div class="c x8d y587 w93 h91"><div class="t m0 x10 h16 y588 ff1 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> magazynowej wod<span class="_ _10"></span>y<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c x8e y587 w94 h91"><div class="t m0 xf h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x90 h6a y589 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x71 h16 y588 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y587 w95 h91"><div class="t m0 x91 h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">260,00 </div></div><div class="c x8d y46e w93 h91"><div class="t m0 x10 h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">Zmiana w magaz<span class="_ _0"></span>ynowaniu wod<span class="_ _0"></span>y </div></div><div class="c x8e y46e w94 h91"><div class="t m0 xf h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x90 h6a y589 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x71 h16 y588 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y46e w95 h91"><div class="t m0 x76 h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">-565,50 </div></div><div class="c x20 y58a w92 h58"><div class="t m0 x24 h16 y1ed ff1 fs1 fc5 sc0 ls0 ws0">Intensywność zu<span class="_ _0"></span>życia </div><div class="t m0 x90 h16 y1ee ff2 fs1 fc5 sc0 ls0 ws0">wody </div></div><div class="c x8d y58a w93 h58"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Całkowite zu<span class="_ _0"></span>życie wody w <span class="ff2">przelic<span class="_ _0"></span>zeniu na 1 mln </span></div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">przychodu </div></div><div class="c x8e y58a w94 h58"><div class="t m0 x33 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x11 h6a y586 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x85 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">/1mln PLN </div></div><div class="c x8f y58a w95 h58"><div class="t m0 x92 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">23,46 </div><div class="t m0 x62 h16 y58b ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y58c w92 h92"><div class="t m0 x68 h16 y554 ff1 fs1 fc5 sc0 ls0 ws0">Pobór i zrzut wod<span class="_ _10"></span>y<span class="ff2"> </span></div></div><div class="c x8d y58d w93 h91"><div class="t m0 x10 h16 y37f ff1 fs1 fc0 sc0 ls0 ws0">Całkowity pobór wo<span class="_ _0"></span>dy<span class="ff2"> </span></div></div><div class="c x8e y58d w94 h91"><div class="t m0 xf h16 y37f ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x90 h6a y582 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x71 h16 y37f ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y58d w95 h91"><div class="t m0 x30 h16 y37f ff2 fs1 fc0 sc0 ls0 ws0">118 784,62 </div></div><div class="c x8d y58c w93 h91"><div class="t m0 x10 h16 y588 ff1 fs1 fc0 sc0 ls0 ws0">Całkowity zrzu<span class="_ _0"></span>t wody<span class="ff2"> </span></div></div><div class="c x8e y58c w94 h91"><div class="t m0 xf h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">m</div><div class="t m0 x90 h6a y589 ff2 fse fc0 sc0 ls0 ws0">3</div><div class="t m0 x71 h16 y588 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x8f y58c w95 h91"><div class="t m0 x37 h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">40 751,68 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h11 y58e ff3 fsa fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h11 y58f ff6 fsa fc0 sc0 ls0 ws0">E4 Różnorodność b<span class="_ _10"></span>i<span class="_ _1"></span>olog<span class="_ _0"></span>iczna i ekosystemy<span class="ff3"> </span></div><div class="t m0 x4 h12 y590 ff6 fsb fc0 sc0 lsb ws0">E4<span class="ls0">-1 Plan transfor<span class="_ _1"></span>macji w zakresie różnorodno<span class="_ _1"></span>ści biologicznej i </span></div><div class="t m0 x4 h12 y591 ff6 fsb fc0 sc0 ls0 ws0">ekosystemów oraz<span class="_ _1"></span> uwzględnienie różn<span class="_ _1"></span>orodności biologicznej i </div><div class="t m0 x4 h12 y474 ff6 fsb fc0 sc0 ls0 ws0">ekosystemów w st<span class="_ _1"></span>rategii i modelu bizn<span class="_ _1"></span>esowym <span class="ff3"> </span></div><div class="t m0 x4 h6 y295 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>Kapitał<span class="_ _1"></span>owa <span class="_ _e"></span>MIRBUD <span class="_ _16"> </span>nie <span class="_ _e"> </span>przyj<span class="_ _1"></span>ęła <span class="_ _e"></span>planu <span class="_ _e"> </span>transf<span class="_ _1"></span>ormacji <span class="_ _e"></span>w <span class="_ _e"> </span>z<span class="_ _1"></span>akresie <span class="_ _e"></span>różnorodności <span class="_ _16"> </span>biologicz<span class="_ _1"></span>nej <span class="_ _e"></span>i </div><div class="t m0 x4 h6 y592 ff1 fs3 fc0 sc0 ls0 ws0">ekosystemów. <span class="_ _d"></span>G<span class="_ _1"></span>rupa <span class="_ _d"></span>nie <span class="_ _e"></span>planuje <span class="_ _e"></span>przyjęcia <span class="_ _d"></span>ni<span class="_ _1"></span>niejszego <span class="_ _d"></span>dokumen<span class="_ _1"></span>tu <span class="_ _c"></span>d<span class="_ _1"></span>o <span class="_ _d"></span>czasu <span class="_ _e"></span>ewentualnego <span class="_ _e"></span>przyjęcia </div><div class="t m0 x4 h6 y4c2 ff1 fs3 fc0 sc0 ls0 ws0">polityki środowiskowej, w kt<span class="_ _1"></span>órej ujęte byłoby zagadn<span class="_ _1"></span>ienie bioróż<span class="_ _1"></span>norodności i ekosy<span class="_ _1"></span>stemów. <span class="ff2"> </span></div><div class="t m0 x4 h12 y593 ff6 fsb fc0 sc0 lsb ws0">E4<span class="ls0">-2 Polityki związ<span class="_ _1"></span>ane z różnorodności<span class="_ _1"></span>ą biologiczną i ekosystemami <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y594 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1b"> </span>Kapitałow<span class="_ _1"></span>a <span class="_ _1c"> </span>MIRB<span class="_ _1"></span>UD <span class="_ _1c"> </span>nie <span class="_ _22"> </span>przyjęła <span class="_ _1b"> </span>pol<span class="_ _1"></span>ityki <span class="_ _1c"> </span>z<span class="_ _1"></span>wiązanej <span class="_ _1c"> </span>z<span class="_ _1"></span> <span class="_ _1c"> </span>różnoro<span class="_ _1"></span>dnością <span class="_ _1c"> </span>b<span class="_ _1"></span>iologiczną <span class="_ _1b"> </span>i </div><div class="t m0 x4 h6 y595 ff1 fs3 fc0 sc0 ls0 ws0">ekosystemami.  Przyjęcie  dedykowanej  polityki  środowiskowej,  w <span class="_ _f"> </span>której<span class="_ _1"></span>  ujęty <span class="_ _f"> </span>byłby  również  temat </div><div class="t m0 x4 h6 y596 ff1 fs3 fc0 sc0 ls0 ws0">bioróżnorodności i <span class="_ _10"></span>ek<span class="_ _1"></span>osystemów, <span class="_ _0"></span>będzie <span class="_ _0"></span>rozważane<span class="_ _1"></span> <span class="_ _10"></span>po realizacji <span class="_ _10"></span>c<span class="_ _1"></span>elów <span class="_ _10"></span>k<span class="_ _1"></span>rótk<span class="_ _1"></span><span class="ff2">oterminowych <span class="_ _0"></span>ze Strategii, </span></div><div class="t m0 x4 h6 y597 ff1 fs3 fc0 sc0 ls0 ws0">gdyż ich realizacja poz<span class="_ _1"></span>woli na bardziej realną ocen<span class="_ _1"></span>ę wpływu Grupy na środowisko<span class="_ _1"></span>. <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2b" class="pf w5 hc" ><div class="pc pc2b w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKYAAAaUCAIAAABFUYM+AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlV1Un/N9aa+9z7r3PVFOqKlNV5gQSSAygQJRRAREVJxRBVKQxtuALNoPavGC3Amq/raI2rb7dItJiozgwKipRbGQIQwwkhFSSSlKZah6e4d57ztlrrf7jPlUpqhKeJxOQyvp+6lOf+0znnHvuueee39l7r03ujhBCCCGEEEIIJyKOXRBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghROQLIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIe/FLsghBBCCCGEhwU//ICO/uLub8EBcjjgBJt8CQhAR/2lA2QAHV4CQQkEZ3U4wCiMFC1DJ5B4LUMIIYQQQng4uYe8d9xvHE5zSA5SYPLP4YDhSC6EM1pCARgON7itsOTwMBStfCGEEEIIITys8t5XpWQMEicA0KP/0kAggIGWvDIB0AItIJMsSIAwiCMhROQLIYQQQgghfJ3y3r23wvndv+MwX/6aoQSlyUOkSSdPMpDDWUAMENTImQkgdwAgip19Ah027tF2G0IIIYQQwsOB32sWvHuwngIEZ1PAAD78D4AvRz0kLyA+PNrPlL0AGcwqIHSMHLv6BBKtfCGEEEIIITyc0bFfGkHBeiTvTcIfgXg56MFlOSYqAOKkiZ18eVEWu/QEO0CilS+EEEIIIYSHBz/+G05E7u7uYCKQO2gS/AzOKDCACDQp3SkADC2jcljB8rg9NcDApCx+VKtgODFEK18IIYQQQggPTwTCct5jZgDuzoUc0Iwxm4MykOAJDnUsx0HunNGBM0aEUmyWmQrArjCAxVdRJSY8jA6TaOULIYQQQgjh4cG/Iu8BMDNmNjMicnMAVowTqUCtpMVx2rGruemu+dt2jcZjDPKaM06dXr+WLjgHU71FdmNmoOdIDoLZpMqLEzgyX0S+EEIIIYQQwtc9/bkTkZsRMQDruoWq9EtXLQBf2r7/j/7yrn/+lO7cz0UpSQujnOp+b/qnf+j0V/y4ztZd1VN1ESIgO1gNBGdMlhYi8oUQQgghhBC+Hknv7i/d1YQY7pNum7bjpn0fvGLXe6+gbbet3Ts/0K4jG4mDkNX7RjVk22yPn3rpBW/9xXzBGY2BcsUAO8hBgFNM0hCRL4QQQgghhPD1znvL3zRjh5uRpC9d9W9TL3j9aP/+etxWpatMScoYXZfM4EwkICu6qZ3aNlNPXf6Cc974Kp8edEYVxAgdgYBKJ2VeQkS+EEIIIYQQwoNniG6gQCcQlMwN0HOITi7bAQfMkcuYUKkxUhFhAxeMpOt3DT5x9e5Xvam77rYVV9RKWd/07rr0jPM//MdYM2iq2in1WkDQChRdf1Uz83WTWR4MAIjBhEkNGQAwoJAB8OV54CEgAZMzHCAHOWBRTvJrIHZxCCGEEEII3yCX5mwMrgAnMdQMJbCADACKYJxsAOl1rkydMLeqiVwsf+rau373nXs/8znauXvtalbEPKR28fZdduXV/LTHe91jAAwQ0uqrdWoiINHyTIAGN7gCRBCAHbUx3GECUjCc2Y+UhnFyOKIyaES+EEIIIYQQHjkY0hGEkBxkloAGhwfYgRoiBXegOkEKBCiVYHRIPnPttT/35nVX37wZHVX9Fs2KK7Ku61I9tVDmP/3FNd/+pA42bWIMZrBNpvdbxeY6geEEENjBRvDJ/H7m7A2p0kBAFRM7AJAz0eE2QEIBHKjjVf9aHFchhBBCCCGEbwC23NIGECBwWIaTTyZcN4bWZuo2nGSrxhIsXXvTla/4f/s33kIY9SmjHa9mRQQfWTPtzIsNzACQwwg62QhbVdubCwqjIbQ43HfTGAYYCMawArTAmNAyG/PyM5zEvyPzwoeHXrTyhRBCCCGE8A1zdW4ghwtGcAFqcyjADKeekyuY2QBLJnv2th/+4o63vG3z9bfV1rQJi8nQ8L0UefnKtTD1ubaikjOIGQSgECoABpdVFexUUgclkIMMMAEYhERuolRBsgEEJxCcbLlVsAg6QuWQAiijF695RL4QQgghhBAeGapJIxhNmvuIQCCAGJiEKrTiQKm7DnsOfv5Vv5yv+Nzp8+MRtZ1wojTqWqnqpKuozmgqbTecnp167KOQOAEgx2QSdsCIV9P+JmgJDBd4AkEJHcEAJ3YwwyuZpE/PblDAGSAjdEAiiPOkgTFE5AshhBBCCOGRQZd7SwpQG4PQwD1BDOJozFNS0ra54cadv/Bbm/7h06TtEjt7ZU7m1INQMWcyMxEpWpjY3en4Rjv3adS7N83iaY8HczYypgSHOZgK3WuXy0m1/+UFGgECBdwgTOSZ4XAUNXO0LYadsdFUv61hlRCEXNhpALiZZvYUaSQiXwghhBBCCI8cYs5YnurAAEaBG1HHyIQqke1fOvSHf3rru9+/7rqbpqyMbYxqZuiJPImbkfVLaZhExMxyym3b9vv9tm2PWQ9xIiU+bws2TUOEXQrAk8nbhJRWkfeAFnU2YgZMnQpYubTUdNg5j/f987YPXlEdwpK2Jz3hgo0v+S5/wjn7eszU7zv3NQFcCA1RpJGIfCGEEEIIITxSFDYGpUnHTAKAGlyAAmQ3GZn97cdv++3/Nb1rbz2Q/aPhWqqtQ6nARmJsMCV0pTAzETVtS0RdKcd39GQXhVSnbe7giRIZDldWIad7LvB4TN4DoEzEEDMvo6REzQjbth/49FXb/uyD6ertJzc8XQZ9jMfX3PSJD3zkol95xYaf+O4udw3ERciI4RFFIvKFEEIIIYTwCKIA++FpDBgEsJp0TWWF9y/t/LMPLfzen5y2a9+hPg1V1+S5pm3Jebr1RjpliPs4sYAdziLj0vRzv9PCdGyIU6eDidZe9CjNmYDkk0qh7owyGVL4Vev6T+JfVoMb5udH13754DU3lL//eLrqBtpz4KzSmWlDvnNg00iD4aGL907v+KXfXdh+16k//F1y4Zmj7BCwWeao2RmRL4QQQgghhEeM2uHEk36V7JNyl5pLh852vuV397zz/ZtH46GMJU37mJY6RprOKP3SZdNOyMEds5aOmbumWTO3dnFxMeesqsesiCALFZ965lZQBgAGAyC0cIflwqiO3bYj7XuTvOfueWGI67bf9PvvPPRPn5o+NJoejiptC0w5dSDK0slwQX2ql7SZ7+1LO//kr8vOvVvf8rr65KoFehB0QI6XPSJfCCGEEEIID38dACDbpC0PrYCBZHB4wy5AVofJZEo7MNhgKGg7fOyzO//X+5Y+9NFNS/PjQdYmzy10RWTUU9bOFONKULxy7siNyiznO2emNj3+0vVPeuKhP3y7HjyQkGplgisVIwaoMI82rcnnnNmAOqBHSE4+mWRhUiYULZydkgIGJAUDhb2hrm+FbroTN95617v+YtfHr+rvWTi18+xoiRaqKhGxOwOp7TYUYhd3VuaUqDq474YP/92pP/b9aePjkrA7yDQm54vIF0IIIYQQwonAlkfnAQAI1ZEBe4QKbvAiSEZEEHNiWrTRDNLie6/4tzf8+syufaeXQhV1HVXoj5Jma/qddQLNGcpV7s2Xxqybo3RrbWu+59s3/adfxUf/6WDXDsaLA16TTByq4kbuEIHIRVtxyloBEiAOZTJQBsHJE6ioJVY3Vq4cnrBIyLCpQ0ujP//wdW9/58LNt5/R2uamNBXP95EK9VucpIPWdSG1mp1hHVKlqWepwJXbNa5lQedvvmXdt15qAhJAPA6MiHwhhBBCCCGcCDKc4WDuGAmgFiB4hjmkEBiHxNc6CgNuDh8kwmev3/e2d83dtre/fmrP/ME5SqxUyLoE11Spw83cau20tGnQ71ya1trnfNPZr3sZumF79bXTjc/lQe68Y2sFTnCCEmr1LY+7CD1Ok1ZHQCfzK4AAOIG8505GSAS4q3ZVonznzvYdH7r97f9746GFNSW5dYWYzcDujIw00sU96DzXdVfcE9iUTGGFqRXPhtqla7uReDJMpvKLNr6IfCGEEEIIIZwI2BzkhRQAOVzgIJrUSWFiomlDW4GAkY+rouP3fvT2N/23uZt2nuy+tP9gN6iWildkBJtuyZAbJocKF5VSg6mx+alq7U89/5vf8CNl3ca0bemuq77UG3ZIMLJWbJS9UsrKzlicqc9/2pMtUYEmEXIkAxGMzIjEqQHB0ZEW8V5ZSNtuX/j45/e+5+8Wr/pyHjYCzCgVzkqYa8tM2w2Flio1p0Gqq5FPU++OutSmTKak40SFqS6JUp47eWMRzgqolUwR+SLyhRBCCCGEcKIgB5AcMBRBC6/BCaRCZMgtvEZXxrOG9v3/tP21v7Hl9n0tuq5OM9yvhzp2tuzZVCwlsBK1DJgmp6Fj32lrL/kPL8fLvrcdiGlK192wcNOtGzgtVW2GGSkBlVK/cEfUnL4J525tBAp2IDu4A4TGYgqbMh5nEqBfOtEyfN9Hb/iPvzW3fddaw1i6bqqmoWdwVkKijogoCXnqMIVeo9iVfXjS2tl+f+GuG3vFCNQJZWWA99b8qIvOGcJ9Mnu76VcvDRoi8oUQQgghhPBwyXsEsMANYHZxZKIGcEIuMGCxwvRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3v3HmfLVRZ4/3metar23t19LrlfIIQAQUBhYBAEUREEXxkYvIAIXgniiwIDMygIghgRUcGRQXBARmYUQXmBURS5iNwkIDDACIS7XBIgCSe3c+3uvavWep73j9qdc9LnJN2n0wmQ/L6ffPJJTtK7a++u3rt+tarWmo+YuKUkoSbiZvmIMyixdvhh7q5qZppUTVXdVZIMz8OslJrzuNbhqotwn6WUXHqV3sRD1DyrisjqhucB9ViflVsbtyD5bgYncTREXcTda61hes1ZExvOCPsmPsm2dBpu3b/X63mv32y7bOW4aEs7/OENGzZSj3Gl01aOx9YfA21mhEGP/X31eD4y9Vh1Gkd+7ZbukNGNhgt8K1OS+oYv7CZqbRMXLceGBzR+XT/Uw2+sHhvvGNdxFHt9x0Tr3q9j45/G9TzIcRx+beJPjjhfENf5IOv/kx7vj+fw2rbX/Y02cxi77ss3HI7b1O/vUV9y01zzt+XP7iOfY2xiezd18k03/qYbDqZt/hzE5i8nHr7keC+NXvdbOWz8cb8f3kRHV7rhEKvHhr9hcVPtthu9hd5Uo3w4Wi19yikiIswj5ZTMpFYR1aQioe1oNF3pR+Nm2KFSakMi5gcPaeg9dzd3lZSyDgPMObUuUr3W8EZVJLo6bdJIqrlXMzONkcU5tznlmb/+xB9+0A98+lP/dsc73v7e33O3ftZL9JqTlF5TikgxHzEUFUnWSMh0dXk8GbnXnEd9DU0mIl0fSTS0HvlWHyKWotYS0rt4XyWrDzcTRoiZqqXSh5mkJJbS2lwqIq7iKqqlSk4yRJ2EhdT5mgwuNURN1N0lapWUJVSqmklYhMRQuZpMvYaphoukPCzc3ve9WqouISohtXpI2BFTfuqQuG6hm32Hv2X+RpB8x/hk9rX3SDMLjfmFncNBV2xuMOdG2Jf02sdful2XBW735g4XDxzrxpUb8mibTT69jquwVA8/19jw012ve5Rv7Wyxbs8TPGoIxY7/UTZzCdzGJyF0K3u1bvpB1n6MmxnwWf8tNxcM6y5j25YBui2MMFzXl2zyQO26LsaLze4LelzH7hte2LmFJ7K1+12P2pJjnFQ5ujuu6+kf+dt6A5mIhG/PW+MGr1use5rHeqU33Kv9iJddj3cfvp4LO9f912/riUyP9S70rXJv9vX/gmzm0gPceCyZR5lNvevFrCnLvZq6h6qrmUpdXGqbkXh4X+3yqw587ZLL+tInSyfs3n3ySbtP2r3YmKgUTSER7slDp53sueLqg4eW9+8/oBonnnjiGWeevrTQlmpZkzU5ykxyqqVoyo3F93z3d973Xt/VFc9ZsiSzqLVLyWadrE5LH/NBR1UzDa/9CbsX+jJLqdl7YPWLX77k0suu6marp56y+373vXvn5dpvkuFeh4PfmH9kNyudfO1rX//6Vy9dPrg6Ho/POO3kM04/48Tdk6bRWFspPSSr6IFDU7F2NqtNoxZDjw1rC+qOcXL3bBam4XJoZRqaXUO1aoRFWNROpbFQ96XFkYjr/AJR9ZDemz17rtxz+VXh3uR8ykm7Tz5lyVXVsktzxBwOvoVfqFvUmRGS7xhH+0mkiJi7RFEx1SpHXOu/qTvotuXzIzZ4WN2+p3wDd/r1H/+xrR+HR6w2s+EMOhFHT+ByeJOGUlM97gO4a06wrm1J2PEfTB79YV2PfqXi+F+3YwyfHj29hG/HHhubOPzUDb56EzGz/rBmS6uEbaHWboIpeW7AvXwbz9ux7tj9WFeubngdXaz7OR69VZsYL/a4zmJZ29Y4xtav35CNf8XqMfac46zk2OgntS3ng48+Uj96WGzt5JRu7+63lXMf1/Vbff3ziGzHRKBb+q3ccAaeOPz+fx2b6msTxN+QTd1EBscNfGW2cbZV0nFrr5pLevs73/uq//U6lVZkJGZdNxu16tGdfNLuP/3TF+Uk+/avvvwVr33Tm995+ZWHVme9qSwt5DNOO/EJv/TTj3rkQ3IaphSSMLv44r1//Cevev8FH73q6n2rs5JSWlhYuPOd7/TQh/27n3n0o0ZZWhXJevXV+993wb/+h4c9KGWtIbVIylZcktk/vuO933ufu+/avfvVr3nj2/7xg7PSS/aIkNpklYVFfeHvP/fU00645LLLn/LU37zwUxd1nbrX773vXe97v7unZizqR9zWoSKac6pewsZisucbq8/5nRd+6EMf3nv1/ja1XdcvLkx271p68hN/8TGPecioserVVEPl4Gp3/vP+8CtfvXy62uXcmLrIcPrJQtJvPOPx97n3XUPCo161d/mXfvkZ7iPXCOvNwyJZ2Krq0jju8h23fc4znzJqVcK73qzRL375ypf+9z//4Ac/vOeKK7uu27GwtGPH+Hu/798/4QmPu9N3nFVloUrjqqG9pNjMm8ERB3K3uF8Hku/oPaKGirnuWFpostV1O5C6bDy11zftRvZNXQK3/qNu/ZHHFh7kJruGxzY63R6isfFpG78xXvxv1mPeZG9VN9levfF+fnNb22LjV8A3up3s6JskxdIx/q+b4hB8Ww6Ot/IgW9hpt7Alm7njf8OrHDdzu+mGT2drr8CGX2XfvKOfLb3JbLzn3DTn8m+xx5G3oMNDEZF05VV7P/axz5qNq7S1uiVR7d37s886M1RWO3nmb/zBO/7pgmlpLS/0NTXZDix3Kxddfv5v/9fPf/5LT3/GLy9OGhV9x7s+/BvPfsGll+0TW5BoXBt33X+ofOgjn/rYx9+7Z8/qs55x3kpXJ61Wt5e//LV/86YP/NCDvu/e97lrzlarffHLX33/+z7wlr9747988J9c5BuXH/jghy50E0+diEiMGpGFRe1lXEJ+74Uv+/BHPx2xI6SxCNVJdamRDt+OESYq1aNpW6/edyYhz//d//a2d3ywlJpsx3LvbZ6sTOvydP/5z3/RxV+/+KlPedzOxVZMRLyGfPIzX7jw0xeNR0vT6cxE1ELFItRSu7wy9fnVrbmEfvSjn64ycrVQt4jkJmK9pSSHxm0borX2llvPetFX9/2/T3rGl7/yjb7zIqa2uDJLXSlv+rv3vO/9H3vUTz7mhBNu1ZUYTXItM9W64SqCt/BRcpLvWL/ULsl019LCzsWJma3tQ9ecud7MwpTbcUHRUXf3qOhN9aZ2ww9at+Fx4xjDShtfoBgbj4X6djzDG+fF39T9jev3lG34qW5qLlTfxIvCIc4357dSb6zvG8e/q8R2bF18q/xO3pAZfjd4Nrr+rWsL26Ky/T+O+BbaJTdxgGbHW/XfSr2Kb6/3YXORGrnIyGTBpfWsNYp4apsFlx3/+vFLX/LiP3/fBR+psdiHpsiStI8Qz6LN/uXZ617/nnZ80pOe+JjXv/Ef//glr9h7oHfbFZFjuBBdh7vjois7/uLVf3ebW9/2kT95/5nXyJPV6eTd7/7Uu9/7sd0npYWFdtrF3r2r/WoZj/K0t1zFmh0lFkN8PllRjKYlxjpyaf6/v/nnt7zjg71PVCcSTWip0oZIRBNa136XVUST5eXl6dLiuOvyi170d2972794LKrqrKsp5a5Kk63rVsP6P/vz1y9PV3/rN/9LSpItrGk1TWosHJpasp0lisZwgahZjOTwdRsWYS6ty9ijcQkPcVENLdGquqZx8WhHeXlW/uwv3vC61//Dl750ZdfnUbNoNiu9axrPVstofMI39iy/7E9efZuz72jN2CXCvMosyYS9lOQ7rgP7+fu2yTX3wdZr/87Xm2xT1n1uxQ19jGN/HG44qfp23KS2peg96mx6+KZW0drgY3grK2gcdei7HffQxyaa71gXUG1wSHSMuVE3rty0lZ/QukHX2Hg+OtcNDulYnf6YP9NvnWNJ27gXdMNu3HiZwbip3mVkS+8GG23IZpYAWX9T8aYu6o7teA2+mdOQHP+rTYzhW4iJqJpKG5Kr5AiptbbtpJSyshpP/JXnXXTxFc1oadbPmnHq+lXVSClXkZCkacf+ZXnV//z7b1y++pZ/eNtqF2qLw/rjriHiotXERWrEeGWanvf8PzzzVrvuf/+7unvxtsaChF65/1DsnfW95DxJebHUg6k1S1JCQpoIn9+ALG1uU/V06Z7py1/xmtksWZpUb+xa8+vZ/G6Yw+t5SpPblZXZa//69ZdcfPHCuK21iuamGaXUzPr+4Gq3tLDY9YdSzq9+zd+ddfYdH/fYhyZ1tVSq5GaxK1pCLUwsRCxUQ5ojPsI8REIsIru2ESLirqIiLhaSRExTU0M++JGP/N4f/klfRmI7J5NxmXUhtri0Y+Vg144WprND48liSvmLX7pILaXUqGmNmthBSb7jPYtzzfolRx+rhMpmxoi+WR8wW7lSaBMHNFuawnMb7vQ41roOacPno7JRQ/hmV7W+9kur138Uu6XXe+M5YDa8lGszpwI2MTS9mRGGjZ7OJibM0I0e9hZ4aLa1Sxa/GeedNnsa6ahK/FZZE+yGrCx/xNOx431Njr5zTzZxgeiGW3sjXdh5Mwuk67pt8lth78K32Xv1cHHisDL5fKHmSNlK6Uc5X7Hnyslo0kxyrWU8avp+OmqSe/XSJ1WzqKWY5pXZ7G/+9h/6UnPTzro+pSTzeQp8mN1TRUW0Fp0VedEL//j+3/8/Q6qlCC1VuqiuMk4pDSsWNI32tbjklHxY8zzEJdRcZ2VlYWHnb5//gq9/7QqvTUoppIq4RZ+iTy7JY23hkPnpWncXjZRkz+WXLywudtPVnKtLb9pOZ8spte3Ipv2sSW1f+ojxy1/+l7WMn/KEH/AuWhv1syLSpGQhRaSqWIiq9snVYnj5wobCFdfwYdB0uOQzq5gW9yoeEfpnf/aGrptYWirFik5NZrXabGUlWRKZNakPn63OcIh21wAAIABJREFUyni0sxQND5WUbMwuSvId97FGiITP53hc9+GuIrGJ8ZBtm0vzemPgRnsBtuOjTrZjnGI7lvI71moK35y6PnaffmscCm/5+B830bmb+Lb54WzTLrqZ+Vvsxti2o97NQo97pdJjft/jnoZkUwP4x1goZd2XHP2w6Xjfz79Zu8F2nfu4ad42CbxbQPK5STKpJiXEq/Qp5+l0ddI209XlnZNd3cpMl9xLv7JaFidLZdo3TSMqvZdaZy7VbSiyPF4YHTp0cDJZ8HAvMV8VT5JKUhFPJTqrIl/9ymX79u7PeUmtl7Ra6rJKTbKjuqesSdRSbZtqorWuqlQVj6giZhE7dixcffVV+/fvm4zGJuHVVUK1M+mSzEwkSRVRCZsf74bkNk2n0/FkdHD/vsWFhcnCeMdO2X9g+cCBKxeWdvW1kyrjdjydduLepNG+q6cveuHLfu6R36np5PAYNW1fVMNFi0lRDVVVDRsuWVVXEZMwqSHVpRdx0aJSVSSiN+1GjanoZz9z2Qc/cOFkdMpK58l8trp/16KUOomofT/Nye5577t0/fKXvvSVgweWTZf6addORu4qUthLSb7j4C5mojbsoFs+WtmOD6otTN747X2Qt/HDbuFl3UI2xmb+MLb2jLb/1MC3e6txanxTYzVxnPsWtvPdLG6MH7HeJIOfqt9e55WIKHwLvzmEyDB0FSLhGla72cK4jaij3PSzWUrNrC5/113vsrS4+5P/90JtGi8hGk1KffTJQsyT2mw2la6MJ82pp560b9+BlboqYTrMeCKiYZo6S2lk4/37LvUaYsW99+ibRl3V+7CUvEx7kWzFvahYY8MdHK7iEqYi+w/sW1pcrH1dWVlpm7HXokmuWT7Bhjs+rn1R02w2HY3b6Wy6a9euM04/9WX/7QV3u+tJr/wff/+iP3pJaC2ljic7pquzpmlqrzm3q8sri4uLn/vsZ+957wdYSFbrpQ7jn6IuGuoqUi3WTuKpq4SGm7jqMMRXVHy4PkujmonX+v4LPth30WkRySLRZvM69dqOx2PTeMyjf+LXn3neeEHe9rYPP+uZL5itpDwZzbpZ0+RK8pF8xyXZBofJm/kI2p55Vviw246XZCvjgjfVT4efMEd1m30F9Bb4u643my3Z3D5u27G1JgButObzkKop8kLnFiYmVjtVGalGzbMTTll8+i8+5kd//JGR5K3/9L5nP+d/zEpy8xKNSiNxSDx7XWpiZTGX85/zuAfc/15XXLH/+b//yn+98CsHV1K1ZKlKrGod1zzrXUajXbNVX2qjZImkUnPji8XcpdMcbjOPUdsvjkRCfJoiaWrKiSLWpVUbNct9jPJEa9W0orVbbJZSUjP3NJ2pTHVBI6muhDYSIxFPSfqpjiz9wH3O+a3f/E/nnrM7i/zSz//Q1Vd98S/+8h01ndh3s5SruGbL1Vfzgsxi9WMX7rvLvbqwmM36ZuR9TN0blZGESjTqfc0eaVidt6nSu+Ya2SWLmESSMA1Ri1mXZ7U9UPxNb72gxFjTgSQmkaXNXezwdMLB/orv+54zz3/WY3aMw6X78f9wz//zLw/8y7/6J9FsjVfXI+41D9EImd/aeMQ9J3HEdDWHT8od8XfZ4tQGJB8AAABw82NmfV+anCPckt3nPvf5mZ99TDNakCQPetAPPe93Xt337uJHru/lXpuU7nnPu/3sz/6ERj3zzLMe/eif+sSn/yCl5KKllPEo1247+rSWpDmFS4ooKw/7kQc/8AEPPu20E7r+YDPynES8X/cltdQmjzXKAx/4wDvc4Rx1lyKT8fi8837hHe/8xBe/fDCsDjc/HflVn/vs51UermoiGkf8x2NdnOJHhdZ88TMVMwtV3bPniksuuVRFI4Z5vnQ4k+VRR21+yEN+ZMfiWFxSTh525zvfWe1d1UNV1IZ57m2tJFXFbK0Ch5Xjr+MU3i3llCrJBwAAABwf92HBcTGzWuuuXbuG7nD38Lpz1+L+A1df60A7LCX16H7wAd/vHm22UK+1uM8XVzCzvu9tOwaasqjUKnW1Td1jz3vM03/tl5fGpiJiUqrnkNFRS9zmJvddP2mt1lprJBVJIlZPOeWEnTt35LzSX6sS5/O+XPaNPTWkeIjasObC4etF45g5FaK+NuA23EMV7pE01xp79ly+f/9+0QWZ95uKiIRmjdJP73C7syNEJWopkvN0tqqqKadSex3WWA8dAlIka1xrYS+dX2Ov15l7cTMPQC4CAQAAAI6Pquac3X3454io3ptJShLqqtK2ed2YWCldSN80SVRFqqqIxng8cq9N0xxzdt8tblvxJNFmyVZ/9qcf3iaPGiYSpW9zRBUvs3VfUkvNOUeEu4uoR3ipIj5q7eyzb9N1nSU9vELvWtftP7Dcd1XU1NJaug5PS1Rcj/F04tr/EKKhambm7vv27vdh7tJ5oQwBqaaiKrc683RLIuEpJxPTpKnJfSlmqVQPiWti08KOyrdyfWs7x5HPieQDAAAAIBIR627GbtscwzQqGl03m83WZ1U7as10OltJSVanK+Fea991Xc651iqbWL5lk1JqwmM2W11cGJ1169MWJjk3qklSDpVISeyoVVZzzsNmNE2Tk5iZNWlYQnTX7p1NY8fcNlWrIsmyiA2tqNceW9tkPKsmszydTVXXFlg+osBq7duUJuNJ6aomFZGQcPfhReu9Ws6ydtHpsAF65Lc/PK54XVtw899dST4AAADg+Lj7cG1nRISHiNRaYli1TyLnfEQjzWOjlD6ktm1yr+PxSE2bponwCO/7PqU0jBnecL2LWtZkt7/D7ceT3PUrIsWjV9OQYTRufeXUWvu+zzmXUtwlwiV8yK9aq6h2XSey/i696jUihr+bZRUbMjgk1OPI1yrkyDHMIydNiVrn8Tabza5riuNaa84pN0lCw11EUkqllJTS2lhrFV37axjTC4nahxcRDwkXr7WGhKh7lJAaUWM+i+l2Tb1I8gEAAAA3m2PoI0a91ob7hnG/iBjGAGVd8sn8xr9yzTwo7m5JRSQlWzdsqLr1Oa1Dk6uJpHY8do3cZFExSyISYmES2hydVWtXdYoN10Xq/G66nHPp+6Zphoc+8quapkkpefWIEPEhCFVVQlyHh03zF0aSSKQ0fF+99reWlFJElFLkWEudNU1TSjG10lcRUbNSi6nVWoevatt2Po6n8/Zz94iiWWv1rise5pFqmIf21dWseo2hEiVE/CZcOYvkAwAAAL59j6tDjpgZUq/jePu6Vn/ZtuoIsVANtbVJUIapLzVEXWy+9vv65pOIGEYaPURFooqqRUjflZRar3707W6LC+MkkbINg50REToM54WqhaqqeRVV60tRTX3fH/Egek3b9v3MvaSUVId5VmJtODFEoi9VUjq0spJyEpVwzynXWsajUa01q3npj3iRXcTVQlS9iqXG8rgr6d++/PVPfOozl11+VVguVUNSiMXhRRzi2nOK3twwYycAAACwHcl3OPaOGXU6Xwh9fQdeM5eJb0v3hfrhxw+Refut28Jrf0mEqrrXYfQyJEykuJQqX/jCFyMkjlxIVn14hNvc5tbtqInSm7glrSrh8ws6QzVEw9VdUqNJc6392gYMG1OHBzHTUGmaZjIZ1VqSaZ1P5umiIhLh1ozGX7/ksjvd9lYSqpY83GtIiHholtoXy+nwpC8irlI8TFJf9N3v/dBf/tVfX3Hl1SYaUh7+8Ic++lGP2LVr5KLp+u/xI/kAAAAArI+6w1m1YRneeHyeTCLDlCpHlugxE0dVRTUi+r43FRUTkaR5Ou0PHTrk1fM4Vy/X/hZ2wq5d4lVVzKzGMNvL8BRVRV2i67qcRcRKqXv2XBoRoutG+aTWmpOZSdu2tdaUrnn8+T+FpVL8iquudp9XXdImp6aU0jSNe2mapkYZVuSbP35oTjlCPvqxTz33/N971GN++qce9WMnnTT6xMcv+sP/+vsf+MAH/vvL/mjHjnFcE+cs0gAAAABgA7FuiO/otFs3+ndjFYZJDGskqPj8WP/waFZoyDG6b+0PLrzwwquu3i8RolJKefOb37JnzxWWcq1x9Ojlne9yh5CqJu61lF7XJgJV1RBx9ze84X9/8pNfmM36yy/f88pX/nk++l6+MFVx91LKmWeeuWPHDg9fWw1ifpddLR4hb33L22ddDY/w6Ev//ve/31RzSqoa7hJp/rzXNnLW10OHur/+6//94he//JJLrvrPTzv/SU9+wRv/5h+e+9zfuf8PPvi1f/WG4QLSuGXsmyQfAAAAsEHOzcfvqjfRSlnwmFTNYUWst7CmTDRaFdf5XXS9Sm81qxSxZdEq2qmVqNJoyhFaZincvCTRYYUDC82hnnorO5oySVGrda7elpz7JfFJsV5ErDa5jEbdUuPu1hURK+NJN2pK9rRc87LVna5t1Sq59/kEmEmkiPYibmGmYnKwiUOTlCx6TVPXotbU2kfIO9/1f9/+jgunbrMsX7j48he/5DUHDnQiVSOrt5akxiGLmNg4Fbvf/c6yGiJTsYNiFr7g0rrkcJXoLfKb/vnjj3r8cx//X17xkz//R29+++dnpQkprR5qdCV5bzU0QlIfsq/VuP3ptz1pKeU8dR9r2l29rVObhI3i0MTG73znJ172v/52b9U9y81LX/HW911wYe1rRPVarCmmU5Er8ugqcTHfLVFGTXrL319wxzvd7vTbzj7z+Y+effat/9OTnvzxj33uPRe8/nGP+/EvfPbyAweXVafDnJ2h3c17/+XCTgAAAOD6i28YEAqRIupqNVSGmUKG6yddPdRFrpmp00TMdbh5z0JNxULs8JiSmoiEXjP6oiLqKq6uOn/YYQjKNebfRV3CQ8XFLNzVQyVEXF3EQyOGwbHhRr6w9UM7MUzCKSLiYhGpLxGawlXFSikLCwt9t7o6nT37N88fT56/+8Tmla98zSWXXZ7ykntNTe56b03McqjPupV73OMeZ5x2dl9S24xELFnjoaLDGN38Cs+uq/sOHPzHt7/De5WQhclkNptWH647tTCV0FpjlLNZXtoxvud33+Orb/3nkLbrpm1uRu3ibOWgNXl1Om3H+UUvfPE/vv2dK8vdxRdd2nXWjCZ9P2vaputWU2oihio3CVNNLvJP73rXwx/xkJSalJrFpcVzztl5yikn79yxO0R27tx58ODBE3btGm4bvLmv0UDyAQAAANeffBJVxDWquUs/zHspWl3c1EMjxF0i1F3EVVyH6DGfp0SKSMN9dK7mahpJxKpYFYu1L1GxkBpaXN3VQ4arM0u14lFVq0gNFRd3F7daNaqIm1erYeHDmuPaS5iuzdcyXMU5v4Xumos6I7m2IRoRtcZ4Mp7NZl03K6UbNW1X+qf92vPUdNb17fiEQ8vTyXiheKQ8cq8RNaV6x7vc5rm//VTxlJOcevKtkl3ad25NUgkNF6nDrJtZF7qp52xhNadcxa1pSrEIUR0mzNSwpkqZdl1q5PGPP+9d7//wgRWNiL70uW3DUhelXRh1fdekEz75ya9JZImJWCo1cjPqyjTlJrwJKS5ZVF2lih081PclFheXam2q53e9672fu/BzTZ78x4c+zKuIxMqhQyG7hys7Q1iXDwAAALhFS8OibxESa7NRzoeqxELNTULDNUKGsT4PHcYGLSS7NC451MJchhjS7MPCdzrcA7i2BrkOXxuhFpJdk+uwvILO/+ehDy1CNKQJEZfk8y8ZriqNFKpx+L67UBHV+V/zu/bMrREbRbSmTek9abivNo1a04aODq3k1ZUdKZ1cajNaWFrtZx5uojk1GrI4SS/9k9+9291Oy0lKJ/f67nt4nY0a9drr4YlQVERLn5NN+r60I9XUPfqnf6oZNWqN6ii0ibCq4WLFPZJaknv8+7N+6AH36/sD40aaRqfTaVh2y6u9h4y7Mg5ZEhtLajXpaJz7WtpmUnobXmGX7KpuLmILS80Zt7711fv2HzpURu3S93/fD5x++qkrywcWF3fmJBFl1+5dKjaf7SVYlw8AAAC4BYv5cgEmIeamQ+eFWqh6Mk/mWdbqTSQsqkpRKRZVpbeoJq5RNHrR4iohaW14qZh0Kr1JEXFzGy4AVTeNZHWkYTL/Kw89pSESGpEkTEQ00tBXGqZhKqLhKlWjqpT55q9fdM5C+75bTRrZonaHfvGxj3jOs550ysmj2i/XUttmQTR3fXUPcc9J2uwp9bU/eMLO9PRffcKd73CqSV9rNx7LD//wvc+9w2khyykVDdcwjSTRiLdtaqKWJtXwg4877xF3u+vtxKfiVSVUXawz61VqTtokkYh+5k998i98x+1Oj7I/6vJopKLVtNVoVHNEqPYeB8L2nfeLP2ZpOm6tWy2jtEvFVapJUSki01DvOnnyE3/+fe+5YDJakKhLC+Nf+9VfOXTo6te99vUf/T8XqpQTTzxBZViTQo5obpIPAAAAuOWZ3yUWkcRNuxyl8b7xmj1y1CQ1SdFIJpZETNykZJmlmJkuJ11JsmK6knQl68ykVxEZhuG0JOmTTBtZSTJLOktS5n+FaJiFpahJuhwlh+coOcrw7ZLUYazRQpKUFCWFp/AUfdKpycy0F+1VRdRjfnPgNVzlUEqrSVe0Hti95A9+4L/7lSc87Pd+9+mLC3Vh7CadpWXV1dIvS52Nkkd/IPq9p52c/+D3n/nYn/tRqT5OjaVp8UO3PeekV7zyhff67nOTribpVaqFJDcLyzIbpdLa6nk/92P/+ck/rXW/+SGL5aSdxrLGcpKVFLMknfcrJjEZ27nnnP6617z8P/4/3z9JszLbm6xL4Y2JetfmorJ/1O5/6EPu+UuPf7iXK6LsW2hTv7qSZJpkajJLspxsxaJMWrnVrXacdeuTX/2qV/3Ws3/9UY98+Fm3mrzspS+64vIrfu1pz/iJR/zIKOdh4NTDVc1vziuxcy8fAAAAcL2G9eQai907G9EmIqXU9H2fUjaVWvs296aNipTSqdeFkZ2wa6F6Fiuuw2oAOalJjNosUSUn8xCTsnOpVS2qSURSsiqhxZLkZCKlS1p27Wx2LGjOI9HqXlxFNVlYTq13JWtOVk4/bXFlOs3tJFyiphDNlmotiwttKTLKsTb9jIuaF2mS7N6RvUgObfLYZPqdd7qt1PojD77vX73mFW98w9vf/Ob37jt0VZPyuLHSddLXHQv5jNNP/tWnPfFHH/a9EmJi4RLiTco1/Nzbn/qnf/qS33jW7/7zBR85sP/gqF0axhWTdGeccepjz3vcz/zcj7atJpstjGPSjkJTSBtmokVlLKU0uZpW8ariZ99q9x//0fnnP/+lf/umtx5cnmY1dw/xrHKHc2/9lKec94MPuF+ts5NOaLupasjCqM2tF229SpJ0wq42SVWXcHncL/zU057x7F992pPOe+xjL/7K6e9597s+/el/fepTn3q377qjrk2mMwz0ra0HeDM9Z3Gzv3QVAAAAuEHJJy4Se/ce3Lt3WTSVKinlWj2Z1FJTkp07d5+0Y6zJLXt1+/KXvpFS42KhLuqhImEWXsvszDNOnUzanM1dlg91l37j8pxHJcJUIsQa8V5SaC2zc253uph//dK9pSZR81oj3LLVWrOZRb3NWafmJl1xxcF9B6cukZK4hw2DkVoj+oVxe8YZJ6n0OkwdoxaeTO3Kq/ZdeWDZ1JKYia6uHLjznc9WKx4aMp5N5aKLv/GpL3xiz2VXeR+meffu3Xf8jrPOPuuME09cbBv1KkmbcJHU1Votj7oqZnb1vtUvfelrl1xy+d69V0f4jsWlc8+5/Wmn7z7t1J3tSKuX5eXZVVcciMguSeZTjIZGDu8WF5rTT92ZU0io12QpH1otX71kz2c++29XXn11Tjmn9uyzbnXuuWedftpuNSmlfO1rl4Qkiaw2Ei9hxT1UTGL1nLPPzJKHaXVWlusXL7r4Uxd+bu/Ve88993Z3v/tdTzrhRMtiqYiYiqlUEZFIN+MpXEg+AAAA4PqTr1OpfS0qOaemVlG1UjznNMxOWWrf2kJEaC6lLzlPapGUrrm/L0RUXFSl9NWymom7qJqKdF00jYZIrRLNikUbnTRt9nrQsoZkl/F8M3zmISk1Ei5eIkrOTUS4mGgWEYmiYsWziCQVMym1z0nda7IUoarmrhFhSect6zUlFSnunYiqtX0XyZqVsjwZL5Zek0hO4i4hRbQzFdNWIs9vD0xS3S1ZreGitYomsfkiFDVLEpVuNhuNzMNNk0i+ZpJMGeY1rVKLtyOrtUtJvVRLrYiVPlzUsqh5X2qbGhUpnTStlCKqriZ97XLSGtV8LKkma/pO2rZIqFTp+uVm1LhPinvOKqLuoaJmohYhvUhWMZVexMTTzfiON5IPAAAAuP7kq9Vn2VKpNaXkVVTNNNfap6yl9qphsRjqolPVFDWbpggRc5EiEiJZXFUlQsLmR+C6tn6CR4gm0RCdiqvJSGrV5KF9qJZoJHIyjbpqKZUqTTIJV1GJiHlVqohKhIiLN6Jilny+Ap6LqKpKSESYakSE1BARDbPUlz6npGriEeHzCURzEy7DV4lUtRThw+p+ESrDnxfVLC5V1SOGq1+TqkbUkGLqLqNaS05ZIlQ1wlVtGG8UEQkNFfWqptWHpQ5VQ8xMaohZRBXVYXtVJVxUkxdVHTZWLNUSq9lE6thlpjqJULVOatZImnv3vvpEskj0jeWIKtGES2hvqUiMVC2G5IukN99RPu7lAwAAAK43+SIlWwgZhtFysvlaB6qtiOSUQ0pfJduwOnq14c4wF5Uq6vOZPFXERMU8REwlwlREPNxFw8xEzKVVNRUTNQlRSxGRtBEVCbE0EokmZRXxvmpOw8aZhg9zdapIhKQyDKLZsLyDpgiJKpZERWstKWf1YYCuF9GUxyEiLhGSTESKSO+9WRLRIlpFJNzV2nDxEDUR9dBqqZHwkM5sWAAii6uE6LAQvJlISXlYFH7486RaRauIh5ho0hBNPp/NxhqZv64SJqbhXlJK4o2KlH6WW5HwZBbaDJeqek0pT4Z1K1Iyd1FVUxNLpZPcJLFQmy+0XurMLEybrpdmVNe+1bBw/M18Sktm7AQAAACuz3BtZrjklKerZbhIrp+J2TACqCqNmRSvLuJSRaQU13mEra2Jp+K1uvswxFcjilcRUdNkVkrn4qWKiklcc5CeYxgtjGGliBShItJ3YTlJiNR5Sg4JNB+Hq71EDHPOREStEiFeJVxEJc0nKtFailkuw8WVLqFiJuEi7hLV5tOZDAs8FDUtpejw/8xLKSREoqaktXa1diIRERIqamKthPY+ExGPGAbQ1EQkDS+Fqs5XCnQXkWSphvv83yQiRCUli6hRRURy04h4RC9Z1CRchglSvZpL8uF/GhouwiNyI16GthYPUZGczFREZDSajzLe3BdgP2IH5sJOAAAAALi5YpQPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfLwEAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAACTPzz/AAAgAElEQVQAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAD8/+zd23baSBqA0fpLAjvJmln9/o85nRgMUtVcyCYyR4ExPu190SvtCElgu5e+LqkKAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+HwEAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfD4CAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPl8BAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDy+QgAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAA8I21PgIA4KOptb7FbiPCZwt8N0b5AAAAviyjfADArQ2DeLtjbm80uAcg+QAAvm98jrn5E5B8AACvyioRCCD5AACBB8Brmb4FAADgyzLKBwBc7rIxvVprRAz/vMoOJ7rsFs2tU3KfJ/C5GOUDAACQfAAAAHw2buwEAM5gdhZTegKSDwDgc1SifgO+PDd2AgAAfFlG+QCAPd56aG7Y/9aQWill+OK1jr61//FBDx3CuB/wxRjlAwAA+LKM8gEA1/Shnty7ypJ6ewckj79lA4OA5AMAuHJbXhBaJ3NuvKWQAyQfAPDdu+uynWyerzv0IN+UA10cgXIOkHwAAN+0SJUhIPkAABF1RmUN7TQM6I0javhzRAxTd76FzUEjou/78QBjOjBZ6PgM957w7ks2X5GIgOQDAL5C6V3rKE/RFekaN4ym+BIfC8BrWKQBADjo9oNUQ0TdvqSmx1utVekBn4hRPgDgCiF0xWPVWq9y5Nj849RxN2V7Vvi9VxUDSD4A4AMl37kdFRG1phSf5iNSfYDkAwA+vUNTlXycztx5oRYDkHwA8G2cTKmtQtpaJe/5KbtTM3aOZgp43jj2nUzKkXO8OG5NMWxca40Ux09+t+d2DlPLy1lgItWcYrddx29td7eX3cNp9A+QfADAp6/Ey154JIeml9LFC6+/xaek7gDJBwCoxN0t41AyXVCbOy+pKdUrpuChYUDVB0g+AODjptfb7e3Qq8brnr8opVpTiqs/Lnhkh1OONX3UUfUBkg8A+PJh+SazvEy5jXN7m6hx809D9QGSDwC4TXq9NqJOPo932Zls5kqpO0sx1J05Y171lmuq6cQto7v3ap78yvHZXCa+fWUI3Ez2EQAANyvPvdN+7qbmddYDTHVrh9NDa/cEbrkqPYDkAwA+XNpN7L3X1+PVmvDl+hNX71uAj8CNnQDwrTvtlTu5eDTs3Fs3d+/2PPfpviEUh202ezs4kcy+ocit80ke3gMkHwDwrQJy9/G8va8aPbD38pG5wy+/4Om+muqQY+O7OmuqOY4d4vULBgJIPgDgE3ddunRw7/SdnztlNb73cjNAd5W3sHfnZ+3WQB8g+QCAm5bYBRsfmR7zaSwu5T0bxO6KCHuOdXDPKdLTX23dS/l0+2VNEWn/FC/nvPd4OYqYSp/aNjYzbqaU6+ZDGG328og10okyPDSH55GbRY9P+wlwRaZvAYDvXo/HZ0P51JOUXPHBwilbmtAF+ICM8gHAFy+6V7/89PDa7kp3p87hxMp7NV1tFfWTy+ht3Z85ntAlpbT7ouO3dLrPE5B8AMCNEu7kkNTep+am7+rinqx1T9G9frDxeGsdv3916wN5+cX9u9o7z6fqAyQfAPD+vTfe5shMlbXWmibN1DLxKb5JNRiRato97sVv+WSAjQPv0AN4cdE8nwDvzrN8AMBbZecN9vN27+usFQg9xQd8WEb5AOBT2ppp8+o3fO69zXLi2gwTYilFSqWUmpoYvaPRxnHyQNMH1nYH4iL+zg66NRfo9KUgjszPefzOz73vyzghIPkAgKnZNuWFZz1ydq2bOQ8V3fZmqaaTi/iduo1zYm55Hg/42tzYCQDfN/+mvPbQrCpTem/rtWcsmVCv82lsom763DDbm33R5SuA78MoHwB8o9jbWgr8yDDXaLM4I5DOCcJDifj64bVDZ/j8ftPxI2xubU0pxdFVGQwGApIPAHj/0tvNvL2Rc+4RJ3bdngDbF04vNptwY+ch02/sPPIJ/M081Qd8cm7sBAAuycgLeu+93sje+WN2z8uNmsCXZJQPAD5ofe2OJr1ywpUyPCEXO9tESilFjp0oipTi/BDKL08gdv+11lpraZpm/LIXA301Tk7xUk59EsOR0vZcoCmlMgzdpVS2TiDtGbWLmiIi6vM25elDK3/n9qx7PvNzh/6s7wdIPgD4LrF3/OtvsTLeWWN05z6nt+/Gziucf67X+RCOPMe4e4+okUDg03FjJwB89N47t/SOz065tcG5uz33fs4LGqm+csrOSz/2a33+AB+KUT4A+NClN3HjSYukx/bXt+btfM0RR/96rKCGsbKSSjwtxvB39swX04fWdI3qq/H8lqdMTrO5s3R3TO/Q3C0Akg8AODv/3qorah6OMT7e3+NGnth7Fy/AsBWfr6zfa33gez/tgxN4qj5A8gEA5zbexA6ZuIdrTZ55Qe/VWlM6dj7bz/LFns1qraWmiBTDDCypppoiYjPuN/xNPO91d56b3RMYf6Sxd1xxcm9v5d/WXahbO9/dm2laPtevp+8Ukg8AuGbvXXGOkK2V7s564fSXjzc7tP2hXUXE1nye48vrvpThKznn3ORSSkRumibnnHOOiFne3eGwq1RKSimt1+tS+uHoWyew9zr+yMW9635A8gEAr+296+72BjdJXn6ImnYb7Okxv1IiIiK3bTuMsQx+/PgRkfKBW1PH/9zU2Xw+y3lWa+q6vuu6ruvGo3O7N2oeGX8z2vNtf0N965F8AMB79t6Ux+pGX9weQtzcmnh8ks/pR9l7Y+f+jfdN/rmJrrZtc45hSK/WVGtZrVbDBqWU4Q9d1+2ezHB1PgwDRqpNRNu2bdvOZu39/bzW2Drc3mHVvY/tufT/tr99vvVIPgDgg/bemUG4/xD11PbTxxXHW+5eQTdNM5/Pc85Nk2ukUtPj43q1WgwDdDnnUsomySKiH/3r8Iec87BOet91KaUmUklpaMXhBtF//vlnePXQe8P2m9Qcloa3GINft8t2KwuRfADAW12AXtBy6dIV887qyYP7SdujfJs/r9fr5bJ/7Pq+7zdfzDmn0c2f4y/uPYfnYbpSxlPClLJer3Oex/M2bdvmJvq+77pua9DvrAld+A6/YlPm9RGBSD4AcPU5taZ2LxbHq8bt2SD+jlA97yoOncORFfNGVZbG92iOBuhezLa5ddfo7lGGwbS+74dxtpRSKaVP5W4+b9s2Ui2l5sg1pVLq//73b4noS91/qRxx1rV8jVRzpJqjPs38WWuNSKX2OTURsVx0s/s8n7ftLK9Wq1L6iPy0mN/Letzz1uowWnjBee2p07PSgttk3qEfgMt+qUUg7yj7CADgU1/Unjtfy7WWcJh+lL7v27ZtmqbWOrTfz58/Z7NZ0zTp5cDdbT/PVGv998+fx9Vjznk+nw9neLOWALgNo3wA8Pmqb2uSyYlBOGX9uq0JS/b94bxCGwb3+r5PKeWcf/y4a9t2Xftu3aUod/PZ03N9Nwy/iIgUpdRSymrV9d3Dat3fz+9m7V1Kdb3uSimRntfcMyzz7X/pDM0h+QCAY61140PsfUDu5Q2f6ayxrK3XXtBXpZS2be/v5zmnvq+LxeOiW5auv5/N57N2vDrfjZJvdMtrzm3X9+s/i/Wq+/Xzx2w2m81mfd93/aqWknOWfN/89/e6vTdlfUiQfADAq5LyrPHAy6Z4GV8uR8Td3d1s1uSc1uv68PDQdd26rp8efxvu63yneycjou9K5Jxz6vuyWDyuVnTWwFIAACAASURBVKtfv341TVNq7kqXSsk5VN/H+SG/oJHcmguSDwA+UI+dTKm968jtPe4FaydsffWyt7OZ5bJpmqZphhXyHh9Xy+XjMAlnjGferLXUmtNNs6qmGn/jIVKNWmtJta7X0UVKD79+/ZzNZluz4PAZf2uudWKG45B8AMCVL1t3lwc4OHVkei6XM+dx2dpys/+nqjx6S+ex1Rpy5Jxns9lslmtNj4/rP3/+jM9zGNR7+QYj4u9Xai0R+S3G/iKi1LL5IGutEfnpb1KpKdVUl8tl163/+9//3N/fr1arWp5ie7Nq3xWv/oXExb9fex86fYt0HL7jhx5zfeV389Cp+sFA8gHAl7qE3ay+kK5xu+bbTbw5PuHxOW9WNh9G9ubzJiLXWheL1Xq9Xq1WH/n6dXsgr6aac1fKw8Pi16+fbTPvaldrGb9HP7Qf9vfIWYHkA4A3v8J7u+0PzJ95utCmtGV9uTD60VONvbPCNE0zm83aNvcprdfdw8PDEHtt2568H/U9xaj8nt5dqiktFo8Rzf39fds2XZdKKR4J++C/d1s/4df6XZ7ebIfGw1Ufkg8A9N4ZF7UH/za2Nx4v3X68FS972G98nZ1zns9nTZPX6/734qGUMszSOUzX+bEveUtKqUb6u5p6TSlFTWm5fIzIP3/eNU2qtZZS9i7cx81+ZU7u5JVLU77d21R9SD4A+Na9d9kzeIcW2Zu+Ut/F72s8ANI0zZB2KdXF4nGxWPSp7j6IuNn+oyXTi6clhwQsJedcU1r3JS0fmybPZk3O+eRAKO8YWm+aVa/fuerjfWUfAQB85GvZQ0e51oDGxQWYc27bdj5v2zaXUv799/fv3783f9U0zXCNm3M+lFgfS4zPMNcas9m81PSwWNZa27bNObu98+P/GvoGwS6jfABw09I7axn0rVJ6uqh9uXT5012d9cSxjh/3eVyubuZnSakM92T2qdb6vKRCRKpleEJvNmtrrct1t1qtuq4rpeS2KSkNd0Uee1MRqeaIUnPUYWH0SGmYIzQi1as1YY2oUfPzieSUIqWoJVLUKDXlGi8Trm4+jT4i9f06pbTu08Nq/fNH07RtKWlzfjWV9HeliRffo80Ej7tLHW6GCr/wmM8Vo+vQxJjHh7ivdQJH5uwZf33it/LLf9+RfADAe15eT+m9gy+MF5faOWI+n+ecuq4sFovVajWO0k9n98bO3dHU1WrVNs3dfOZ6/bO04g3OZ7S05BkTvWzt008Ut+HGTgC43RXkDVZQ2D3Wkck5J972OR6hms9nTZP6vg5zcg5/m3P+pBevU26X7bputVoNt3f6MVahao1Px3+5AOCdrx1fubenP++ruCk3dm7+eegMh9s727Zt2yYiSqkPD4uu6/q+393bMM3JZ/3W1P1X9n3pHx8f7+fz+7tZ6eMt1oj3S/HpjjLlDm1ZiOQDAG50OXvxjZ3DZetsNhuW1+v6slwsNkNew9IFt7+Iv7rjU4kOHbt8fLybz3KTy8vW5UuW5Mk5Ni9YuA8kHwC4Bn2TA102Ycxmy6Zt5/M21fRnsVwslyml3DS11q7vIyKGCTkjhmrqS9maovNT9N7TOzjwWeUmp1r7ru/7ml3ec/7/NQDJBwBftuImLo63+69N0xx6VZ12oJOPIW3NKrl5Va1ps77C3d1dzWm97haLZdd144lDx2m32clZvTd6pDBFDNEVx26yfKdL+VJKk3PXdcvl8tfP++ErNdUYTZy6d6hn88XdP2w+gS/wDOTV38Lx+YT2Pjj6Frk1fHeGdRq3frCHu51f/FYemNjz0I/ExA1A8gHAV0jH21/kHbpIfVqfIXJKKefm/r5NKf1ePCyXq+HC93sOZTw96Bip67paP+Xzip/o/5J8qDOZ8v9N3jqAQfIBwCe7rt2dLfPcS+EDI4SRLnpm7/A4ZFmt+uVyuS59SjGMcowHN76Vvu+byOv1uuu7WdtGxPOkOdUl/vs2YX2Wnu+uPDmSNnG344lqd3e7eYp17+HGQXjWT4ifKCQfAHz9q9vTfxXHAvKs3e5dJWy46Oz78ufPn1JKzRGRv/NC0n+XVi9ltVrfzWe15lrCj+vV++2VO7nuUuzH62vchMdv6RxvMOX3yKLtSD4AeLfL3Le4CNu6Xjzy7N8VL7uPPH00+nodnpvq09O0nPE8R8s3+zFIkSM9f1Bd17kU/7CdectzOPRre93/Shj0Q/IBwHtebl62zZ6vDMN2T1OzxHPhpRdXehE1xfPfpv+z9zY7zjTLvld8ZGaV+3nfvXTEjAGCEZfBDCEmjJA4EwYMuAJu4AgxQ+J2uAYQSBwhIR0hITHjTNhrvU+3XZWZEWcQVeVy+aNtt+12d8dv7712P3a5XJWV5ZX/ioh/qLmbKOyE/N5TkvZxBd1aU6ogotQaYmRCM25BHL8fUbZ5o3jbVfjhqCPosTO666XGYVxhmyO7c1AIgKoAiLnWUgQJQWj4AP7EyX9allyUQnzp04pFmqUCqIJdncM9E69L7AS0mTAF1g+c5u6fCPju6eDefXRM0Xm9qOOSz3Ecx3EeuuS91YP2g3seldh8G5xsM6cNx/9dLjbh0EsHQxBq3QjU/kRErLUSSoyhbRsRGb9iKzcVwNxcdLv2vcFKdKqFO7HJA007B92mduK6OA4EhdFKFFU1F2nbMCW72mAuRv7dCXNsg68V0hn9fvBdEXhP7GkIzOxej98YF57aKNTo0ATWuWPracl3kWD+ijPBccnnOI7jOM65UvDjj/ZPpaKpDgG8cUsiSimFQH2fRbVtkl+LdymliPgK6ja+l9ft8JRIu2kgehaUuz6M+a548+xNxyWf4ziO4zzpQvbxBzYtas9s97cQk5axOb1lbfeYcb3uNptNCMEl35mSD75R6+2bCK3rdn5Dn5X77WGb2Yx79+NC2p2RZe3WLI5LPsdxHMf5iWLvVjVOx17cvqUVgGzFSUQxBiLMub5uOgBkYp8D51Br9Tqr6xxi73FTzLtlfLyGcKHTbrjD0zrZA32OSz7HcRzH+enL6JvIQgBAEEAKITAzIPz991spxar43CziIsk3awHnI3eNyPlEuXhpse49NN4Hh8hxXPI5juM4zo2XlQvDvflK8Uhj9Pe/cZZyeWpL85O8aElqG1vb9MURImJqWmbquv5tvcm1EtGo93Z9OPS+gz/vaYYIIkA0HDYzq8rDZsJ01mYqg2OHihMfyTk3J5NgrU7ye98sx3IURWRfvZzOg71IpO3N9neO52r33Z27Hg+cIxDOp9CxX4nzf1j2nTxdBzou+RzHcRzn2XXj1EZh199v9596wded44Y/SQ4RqbVaGqeqIoWmSarw+22d+1xEHiHvfvzzAudTns489DY/1BPl4K26KOpzHJd8juM4jvM91697q8MLzADPD1nYf06xJiKKbVtE1+t113WLMBQCoAu/yxgiqERfaeSeUGl83OJlPuHvZNp5sAHjwpcF4f3yPI/aOS75HMdxHOfLy7lz1NoJ/XZR8tu73hJTvZkV74nqZrPp+34uBZ1rlcAXM+287aHexL7l/KToTznx/WTLU5rwUHDvmOqDQzFAl4KOSz7HcRzH+aJLaj1/dXt+/tiZvp22PTMzMyK8vpneQ2KCWacH2yM9sHzuq1/o752Vd6dEyruaoNyws+Wl+5zdRwcq+o4d837hn6s+xyWf4ziO43yfVfJyFXvrpep8Bdk0DTNtNt1ms+mqWlGfiCIiEdZaAQBd7F3FF1qg31WjPolWebaWdwuPoicfPccln+M4juP8REl20AZz/tY5SZhqVXKw58u57ZWngAdzPutgZolnnQhjEBEVocAAUGsFwBATMG1yfev6XCozD0cEAKCioAAKIEgIUGfVfLaJzBoQjB9aVjR9QEmQNQlcjJyNxsPWwfvGkgAgu+Y6kyUkAYCCaGVmVRUtAErACsuIzeCX8zRC6Fa3xsEw8uLWGNg/9f1aOMFjWxw5KqxVAgLv3YnzNno30be2Q7O93T/4KoBI89mPiHIgcDf8c/Z7sNWluNe9/aDTqf96Oy75HMdxHOcLaMuForv5Mk5VSy1EhIRm0cnMKQUB6Lq8Xq9rNb3n3FglIv4g68VFp4T7qZGrm6fDhfWxF+zwkH3Lmd9yPLcTADzE57jkcxzHcZxnXevfZEV7k6DE4MwZWEQsKBFjDIGseG+z2ZgC3MYrnI9BRDP9/FOG9AHK9jq19lmllSe68L2rh0+bvjiOSz7HcRzH+VIr4Nl27zq4fCT7dNJ7q1UDADmXt/WmSJ1Wk76mvKHksxxCVSWkL1eLdcNUzw8avZz49KX3wlyAPVgBns4A947qjks+x3Ecx/lUPXbnL9JZw/XbllTtf0REmDmliIhvXb/ZbCyZ0+qRYKwu87lxE8lHRFbG+Ll9Gva/+jG64qxTVoL3FZ7e/P69ojkEPMEDEdeEjks+x3Ecx/l6wvLRoQZCigEYN33puk5EYoy1Vmu5rqqe2HlDvlZHvk/Qe1/tgK8QgVf4cCoouupzXPI5juM4zhOuEQ/a6J3ZGe+cDRauGNOXLDYTkelITL9NEbwYY5OiiG42/WazsXeHBgzjoR5cTdpOVASJnme5+VQLX0QgpEEwqyLir1+/piGdFPX8sE8f/13PbjFXrygWPX9in9hSVRX0olvsoiNZ3IDzy3HkVnp3zOWduxIPvHW6qfp88LduojBL9QQ82L0dPA3bccnnOI7jOF9FK97pI/PPWpJhjKGvmnNer9eqSr5evOU1BVMvqgqqY197FLl972+4JNRzj0aOl+quO90j72xzxnHeoyH7PS6i47jkcxzHcZxHrM/u+9nxjXOCJOcfgAUNEDGlREQ559dNN6/ZUxEi8vlwUyUGAMDMRCiiIjI2XLzx+v7djMHH3DIXKcCbfMW5/pwwb5KB84LAD9xTeuxGu/Q037Vv2XnRby3HJZ/jOI7jPEyzfa2DF5EQQtMkVei6brPZVB2zNM1JkhncrOV2ICIggGoIYbpYRKRyl3jO4Uqwh1zQKzKWT2jUq/Of391mnsZ5Q3X6wCcILvccl3yO4ziO803V2n4l0hXLU2Y27dF1Xd/3IiJE3mr9vqoPAACI0K7VGF9SxLtYoZ5ZFHpD5XCFcLooDXVe4XbTG+rARz5d77moc1zyOY7jOM4XEGwL/4Z9iwUAUMB9b4ednSy2P5R4djCeM//I1FjP/iaiEBiQXt82fe5VFZFQQVAJcMffZbnfpY3F8EW24aMXyXroKxF2h/Px02F5QGiWGwCgU1N7VR0GD+CgT8m9JcddY246+//vFtXp4lkGgILK7J39yX/V4OCRv7evLNrjHb2i9qZut0JAs9I8dI/jOC2HP+3EBLb+NHQyp3vHvgUBt7mcuDvUOPyh4K38HJd8juM4jvNoHXhy7YV6WjEMsgFPx2TOMf03FRdjJKIistlscs6qgEgKQLt7O7hDHJeWemg1/fDVpR4brUPH+FAQD4goFY0hBiYrwdKpLx/A3C9n7tt5vyX7mXs+Z14d2ABnLx75HlElQBiV8OK6yoGufKdk57yR+vzsjhjY4t5QvNdQ4bBI3FbaBqTBZnR82mKlsGbSo3s3jF43QXU+t+aiVKenLvjFE9Qdl3yO4ziO89TS7vSL53/8gFo4FN+4NOjBzObPmXPedH0eezAMrRo8IHDPSWJXKISARFrr087eg1Jw/rjhHG8YPX9YphDxje6s4/mZepHWXT5C0ANPT+aqq0qd9jz5Hu08qcF37vHznhAdNnRxHJd8juM4jvNQvXerHd7W2xARmyaWIuv1OucsCnNDTos1OXdiCj3FGD83/Pgpt8Mx8bZvQXndjfb4JNhFLHGu7qYon3VAMRfcocsgnlJ6Z77lOC75HMdxHOdJF7g32eGxEN85thaIIDKYtQAAIsls+3Py95yPKD4EIED+gj6oHyyluyYv9OwN7jRp393tZGw7vVKn9NQxHdeSdYkJAIBJD8X5ToTszhGErgwdl3yO4ziO8ywi8IrPnhnWmBs8nKZWWa83OWf7p6gAEnjZz0NmxaQFQiCR+nMm/1ly7qoWgp/bVmHSe2aGxMyBhhxpmlVgiiqandC1Tedd0Tku+RzHcRzncWrtilDDsaiI7nDBB/dftBVhKcXq9MwKcm77MV+bllKGnntEoNeXNs3ZsRjx1emRCULEUmtqE6I5gSyv4H6y57v1cldcuDPn8Ok9f7BByGLjyUV2/kopBYluneS83Nv8LrP0S4OI9iPn87O2npZEFGNkHhRrURDRWqUvudY6L8FV1ZQStxEG101k4ralvs+2N9j9IZjMk0SEiA4G9A5GBYfjH3t+7I+t47jkcxzHcZzHcSKR8oqypRCCiJRScEREgBlu2nXNufpqm9Ie1u7PJ43PFFQX6AedAsi4v5dxVOQ5H/2Y/Js/PZkez9iDlRBCShERLIK32eScc1eybTN24NgqLnt91cSpK4OC5lzaJgFAqVL7XEdHn0nsMXOMsdbq94/jks9xHMdxnmVBfHO9d2ksZQq41VqZmZl3lumewPlp8h5qrQjARE8owM/Xe3C2vdDB7pH7r+hMFl6Xw3msivWKVuzz3hhDU8qpYA+RmAIzB7ZmG33JOZfc5yp1YVI63YaTYrRmjEQ43YO11re3t/UamblpmqZJqiqipRQTnBZpzDnPPZYcxyWf4ziO43wNvbe3c/z4d00rVNsJM6eUmBG8VO85RJ9dFA78bFfjnOnxrqA6tBO81R10Orf5TtN7ctoMIYQQOBAQ1Kq51Jxz3/dd141CjqYbcKGKF7mgJnAnq88py3q9XicOq9WqaZoYOefa971lXzOz37+OSz7HcRzH+bba8qIQn60jp0VqjKGUqqLMbCELjxV8puBDUNUQAjPVqqD6sMzOSwXDsdTNYy5BH7FX0W3c+bIM53dbsV961ojLPQBA2zbMBIC11vWm63IupUxpljElERFVqXVocDL60CwH0EKFRw7YNs4511rX63WMsW3bl5dVzqWU4veO45LPcRzHcZ5uxXzJKhPP/6JzrGWGOBIzM6vCZrNBkD/++MO7LzwJzEyIRQS+pqPGx/XeY27Jq7968t60nOhaoev6ruuKPT6xjgvjoxOrmzVvlWMN5aeAnm0JCFObhqnGb5wJKiNd15nqCyHUWieLXcdxyec4juM4ly0Z8dD67FKHwI/otBPvzuuI4HjgxTabbx9CoMilyNvbWkRXKVkbBlunoiIAKYCgAtLkJDHtevpD93XplEd3yJsTBzP6nVjHcqMTS+39wTn3YtLsEwggAAQg0wHgNfu8A1LbwG0MKgIgSKCjc8niyl4kBW/YEWR+AGYcsthSFA9cKLxABx4wrQWylFe7OPNzlwoIiIcn0LHoNx4eQzHnHCBCAKm1IiJzHLZUAFEAoEiIGFNERFX4+6arfc45W+o1Itn3bl0xiWDXDnduwyoIAEC2sXnkipKq3dMKABQAUAGH/RHbCRQFEambTpBeXlqOLAK11tGMF5hJVRYjsN8R3p/yOC75HMdxnJ+u957ti/Zt62EvzWwh9rbr5nGzlCIi5Vw3m87WtX65n2bWATFNbjqAz9vM4nTg7nRo+nyx9+C7FRFHdbrTv0RkeGbAjBGDqm42/WbTiUhRQdGdU8YHjb+p7vV6XWsNIbw0KQTKucLo6XLiijiOSz7HcRzHeUadeXqhfNCQcHrRXieilBIAdF23yaWUEkLwx/xPRYyRmRfxmaeajfeIGX6kfd+tvlRqRSZrVScigoBVQggAQBa6Uyil/uP371JKFbXUThWl0WzTbFcedoEm092+783A829/rIhC1xURsc4QjuOSz3Ecx3HeWSPe7+n4x9e4Z2bKTX3emNma8nVdl3MWQHf5ezaIMMaICLUqWis3/ORb4KIpOsWSz2y9cO59cdNW8kcVFJPFzVRVCQNzEyMhKoBUJQQEUFXzZWGiau34CEGnpyoPFFljOrcF9MwwpuT8a/USI5eCqrLoKe+BPscln+M4juNcv1j83IM8sZKbFoUxxnka2LRS9IXgU4FIMUYAsDI5kfrMM/DYzHl8YuetzmhwNkqRGREx5xxw8mExxTf2T0cyB5eig8sOIo41i/qw6bIYpfVmU0X+6dcfMYZa4Znnj/ONcdNnx3Ecx7Xf7Y9wWl7rHvYus3lAoiWA2ca2cp3bbzhPIPnMO+QdJf/p98I9bo37t7U8IPDmMHOMsW1TikSEfd//4x//WG82AECESENvTOu/Zw9QBvm3u8NHSm5zQrJ7HABSSrXWt25TwbM6nU/Do3yO4zjOV5J5p9fcV1Q6nchtmwIjB4MnU9rY6VK96cUpfDfqPe77bHpv8nWYCoEeLy08rriYAHZRRCS1K5Hh6ojIiazOxTw56C47l/3XKa4zm5vrrG+46rbV+H7bj+sSPu00VHV+HiICOHQ+OBZX25pkzh6LwK6LpgXrQiBmFtGuz13OteZaq6qKeeECgCoyYa2m9JCYCPXzMm93BhmgioCq9dW05u9//loxsIX0PZjvuORzHMdxnLsoxoftZKH3iGhK3YwxINJQvCfiF+hpp40tyol4T6rpU03jq2f4bW6NDzxcMHVnSmkKcYcQYmQAqFX/+utVRPpaxDpk2Ge/jlDCWXv3rusY8c8/XmLk9bqbklMdxyWf4ziO4wrtQ5/6lETQRaTFjBxgNH4E0K7r+r43vedP+p95KhJRCAyz1hoPnufnB/rgeDj64H/e7E65pG3DFNybFPXsUUhkRiJWlb7vuy73fa+q1iXPqvL0K8m9UQ+r2uQRkc1mE5jatokxWsTSb3/HJZ/jOI7jfP6i/4NrsknXpZSsI7PF97ZlP+7P+WTML4ql4H7WNboisfPEND7/schZTp6XT939lpWqGmM0XU0Etcp6vck5d10HACEEJcRRMimqJUw+LYKAe1mlQwIqIhGJ1NfXVxH59etlXnPoOC75HMdxHOeWK+Z7y7/9qiorTLKARs7Z9N60jT/pf07VZxAREWrd1mEC6rNN5s9N7PzIkxFmTikygwis1/1ms7F4+FTX1+dsta9EJAAiQ26nINBTyiXdmyBTzaKqIqCI9H3fNM2iM7vjuORzHMdxXKQd2Ow6K5ftBoN7O9rWO6/v7AdUD1jt2SHsC7yFluMQmJkIS5Vu09VazUwe1PpI266HVaK5Uuxlr9mbH5KF7+7iwHDph75r/nXb6zX7AwFwvg08S52WKhAhqDBCCgQqO1mdOh4knoq24Z5Z/7sC6V1RpwfHxzyEdufldKQKIEdSOk8G/fCcy6xHjsjeFRAEa5w3HNW8BwmbjIshl/q2KX3fl5InRTfsVCVwsNu01qrbvE7FC2bnA/uw6/B9ePAILJFVQEt923S/fr2gitjvC4xTYmh5iA9oQ+q45HMcx3Gc59V7Zy6DTqy5d1doh1eFUxPnfYPBcUmKB/dtBWAwqwQToC6XoXgPESw5DbeySLcHgHp0xXjusg/3z2jUWmd8+AaLS90TRLbWt8X/ED4DVdVd0bQY3k8JgOD2DBRi4DaGaRW+r2TfnYEXhXH23T4PHR7uf2x3Y333E2cc9hnRbBA8dOQTHLjWan6VjKiqOfcxhKZJliurqv/8j79KMWsWICIgWkbIbNaYCcooH4drMM0R1N1ps3eB8KGz58TIKqIiCkBfSiNqBqNQZZot+LEp5Dgu+RzHcZxvovce8NXDK7M3zj+8qR8DEYUQAKnk0nVdrXUyJ/wJFxQPrVznynlP4eCzncBQyPfcN8JFD0rO+citrsXky8Iw3BFN0zBziAEU+r7fbDZ9LvNWKD/gV264BSzHm5sIrugcl3yO4ziOc93a9yxHirvFkabGYgDQdV2fi8U6YObm8o0vxH6Rla3+53o4MqeUrH32kNWmzzWXEGDs7q33nq7nbnnyM6OoPnI6J1NJz3wSsbPNe1MYZWtQxMwxBiLKufz1+lpKKaVIFeIw7xb47ZMYp4pQc+9MkXEK+zuOSz7HcRznh0i1b3A8qhpCCCEA6Hq96foMRObVCT+1JcPcwQIAiOjXr5cYo1rH7idb6I81hThIvloA6XMn4VjLh1fMWD2jlu+K5uzvLzFDsCcdTdMAaFfK5u0t5zwZtFDgUmXeMv4n3AuTa0vOOefSto3Kl+s94bjkcxzHcZznU2tnuh2e43R/zko3BK61bjabWisS6s9IWjt9YaaSs5RS2zYpcilVRGIM9JRrfavDtK4A+ARz+IYbn3E74Pu7wvdvBJNyfd+vuy6XLCIKCoQ2qkUqIt/qUcsXwlxqRCTnvFo1gOjZnY5LPsdxHOfHKbTrdnXF3hYfWaS3iSoT1VqJsNYaQlg4hYoIEqmqtdgKIcQYEaHr+lKKtVpWBaCdIMb+cc4q3MY/VN498ouiIuNu9f0Npt3ibS4uAtgCl5mbplmtmkhYq9Raa60phnHYp0NQ+OQsTwTQ1CQALMWKzd65Csfm3rF0yhOX75ocy7mcg+XOcTAh0neP+cxiv+kgRQUAYmDTMEPrOYW2bYEQFXKu6/Xbuu+m6C6MhkU69jP4UXFvxG2fCSLquq7Wl8gkZbxSOvq4jNfI7Todl3yO4ziO673rv+j9mN57y3FTMla2N/6BXZcnE8IzO0fP1us3UVufjGWxqiqNpVxW3Ni27UvTgOrbW9804YlbUU9OMw+VntOE04MHNHvj4+N2k5E3CTc1MZxUDQDUUn+/rUWklGJSEBDnvS7Uhcz42AiIXNc5Lvkcx3Ec5/ql6rHGaHNhdVHl0iJ+ggAWv0opIULfD+ac05b7rbv3l3ffLKWt1opg6XtDpCLG2LbNKiVV7XvTw2g1XU85xwBg6LRxpvy+Ysl+yE/o4jl/3cw5P5n55DmDxbet4cZWwyi+vr525sU5RsWHRwC0LYl0xxKjlBKJfRwcl3yO4ziOK7dbSqN3nSr2l/L7S+R5CJCZQwhE2Pd5vV4PMY0d/XC+YMALPvbEVxfHzoSImFL69etXIBSBrutrOGQvPwAAIABJREFUravVyha7zAyTdccTnbHaNVWFoZXiJ90gi5bcc1149FkGnprz80TBj7diB6t4ZN6Zxqpd11VRYRqdcBBlXzA6AAB937cxEVGt1WN9jks+x3Ec50eLPbiRrcVt4huzjxNRjEFE1+su5zyJvVlt4QUxve+R2Dk12iaiGONq1TJh7ocObJN56dCo8FlPgQmtkzieYdd5sD7zhs8jTuu9cxw7393+0tsBEVOMiEiEi8KzQSdb9M8OHEEBPJi1T85ZRAKRD4Xjks9xHMdxoagP+IrlMv3Qqn3eSRwRUxO7Lm82m0UgZXvAP+/BvSk6Zn55eYkxIEK/7q3W0QYnRp7KHQHPdYl8IMjMSChZRIQDf/tb44qdtG3DhDmXbtM1TbKWDNN9oWNBJNj/WKhPlXYb+3l253QXOI5LPsdxHMf13mVbKuBiGXVIV5yy6wQAAUBVUSUkyzsc5ByAAnBgAu4rdKUWBSJGxGoenjtK5qhohFn+3vTm0ZNFQVRA62OnY+jp4sjMzfXz/BQG2VxLjPFl1cbAKlJrZTYTQlUV61C/KRU4VFBVsCYNqKJK1pbdTnIuufGKs71C6oECAJM2gaUIAITYSK14MBiplrwKAAf69okqAU5WlrqdVKrHci+FjkxaOFZ3ejqCN1wOJYBFYiXtfWTne2WbX6w0ekjyeJIxRmYqCK9vm74Wrbn99aIABGgTWBAKKsvyRluct+u97c+O7jj6zp8r+RA5Lvkcx3Ec13v33MleTdPoPwnWSqsvpevz5Lr+M5doe/0AYLVaxRhjjCIy5kZu21owMyKYw82TnhGg6dLzO3/cJEn4xCs3tOg8v5vJKFWHrg8CGkOIgUU05/yPzaaUrIQ86FlXcI7jks9xHMdxnlvvHSrzO9Y5DRSg1tp3fRWx+jRzL/yBqs9q9ojI7PhfXl5emgQAtdacs707T3a1ckez63zOsSIeum4MM+Hag7xaLp6j9+7XsR0AApKqSpVJ+zFzjIEI1+tuvV7XWguAqhCFMcDryYmO45LPcRzHcT5V793E6X7YElEFrBpt3pEMfmoillnwmzlnkyIi1Cqm92x8pkDf+E995h7TTIx46/LR86TjmcG9q/XemcNuzy9MrocQmDlGLEX/eluv12sAQCYacm9xqtrzOJ/juORzHMdxXLY9Wu/d66tVrWZJQefVdz9T71kQDwBWq9Vq1ahq1/VTQG/RZsAiouZSyM/qUhhCMB1rB//By3q+neYJO9kLtB+e8+wD39XwNg4xBkAUkH+85q7rcilEBKq1ViRW1Vl0zzWf47jkcxzHcZynFJyXtukbS/lGPTMTexYboR/mty4iKaW2bVNiEci5EoB1YphaNQwWJuPf81b1Twjz0FRwSu+8bu7he8pKn7X7YgiBiEJgRHjddG9vb1NAu9bKzCHGOkv79J8ax3HJ5ziO47jiutmnToTUlt0RZiac11VVKajJFmZmmvWbVtXJ22PXA3Ou9/YtQM9h6md9+F3AwdPy88QCqcAo6hAxNaltW2auudZaaeZ6Minh+VVQ1a7rAKDWGkKEQ9mGc4vLB8zSuVliCIE5lFJhMtCfXcU9h9XpgI/ueZgS268AER0vpXmTXv8YYr9Xe62z4KRut7H02ikkO531oue79ZnkwCK67rr1ZjO0CJ+ebhBV0CqVAMdPueQ7f7Itp0oIwTPDHZd8juM4jnOxXNxXYucv/RcfsUImIhIp5uJ4V238VVqxT44sq9VqtWoBoJRq9i0Hx9y2t8Iws/EEfMZYKCLaEnznLA49XDiwlj/3YiNYl4ZB28+n3zti71ZRwdF4VucKkIiapmEGEXjbdKWUruvsVpp7rjofG3lY6G0LqPrIOHf/0fYhcBzHcZ5HsJ1f+PSRbQ5orSNCJYTBvLHv+2fuK/BgXWTFeE3TNE2jqrVKrfVYBAxmoaSPpEo+RspaD4l3R2DBFRNyPtsvikV/fNrLzGZ2ujQxWg0jvL6+vb69rTcbBSBmGO1Vp4cRpEBetXft3bP/UImI1MsgnTvjUT7HcRznWfTexzfYLr73kvEuFX5EhEQimnPJOUstdxVRsxX1cChPe6VEpG3blFJKSVVzLlP64rEo35Q0SARDouCTzb2p1DDGqAo30aUnrF8WeZWnp/qZz0FG8Xbu4dmFCCEwD9HXv/5a26ONSgCEokMCZ2wSiGuS2886JopxcLgdfgd8mB2XfI7jOI4Lwht+8MRbFu2pqjkP6W1M5LltRtM0f/zxBxHUekErwikalnN+2qUtEcVItWzbx9+jmcQxmbcvmO+U2Gl1mMxsecuI0Pf59fV1MiktImbfAgq1VhBlL9i7HbOszhgC45hYC9cWADuOSz7HcRznSUXaxd3wZn/vu+ergpofxtA678B6+tj3Lt6yxuKqUnKRqmPzMbhfhd3ZtXw620T33rrB4YkqzaNPKqBKSApqdUeBw6+XVkRq1fm12ElTtFK1nQNEAERmUSgiigQqeyd630E+MfyAZkUCgQkVtMp8clw9dRHAlNUwQY/XBJ6d2Hm6qhABQEEVZmahOs5/AEQUu2QAzJxSIKKuz+v1ptQiosOnEQMxqEqpw5UD3J9eg5uLAo5tGnT++kMvIO4emE7njceHTmD8TVBQeJimVURSFUIk0MiEIsPYPnGnSscln+M4juM8D2aBiDDYIb4nb0QWjeMsz40Ia5Wu63MRJkaksdk0HtJgJw/ovWf2e/s8mdh5ysZyuSbHc47v8BAOH0MAQkAiqQKqKcaXl5cYg4iqyuK8pjYMW5k0y11EJAAgpiJQFaYCOHv93or6vVM2FaRIkEKwg5gcNRRNEp6+asfEmMIhRWsDfI5u3Heg3S8G2z+QxVSQWgkREEvOwJRSihRipM0m//79jwqD2lTcngXp+5dDcbjZhv+0scKtFPy0h004e+6wL/2m6So63WVM9LBUagtx27xPgcc+iQgKqoqELvwcl3yO4ziOc4c14hihMr2nCjnnWusPdJ9fNJmw/xSpzNy2bYwBEazh3qXLXNvbFZ992Bwwa1bV95M5b3sK55TzHXz93GAjmsBRIgoptU0Cga6r6/Wmr2V+db7fE6DxcYhO/SrslVrr9LhHVWut/EDbTPteJlqYAO8nLziOSz7HcRznm8uwB8gba1ZmhTRGzqWUknOGMQb1MwffUltVtZTSNO1qtQqBRUTkgvq93R0OhXzwfC3ITfEzMzPtNxWE84LGFz1f0N39w5FavkO3w8XdR4aOfMxN2wpon3O3zl3XVR2STr9Z8RjqNgIJQ6wPFgNORDjGP5uYiGjTdw+ZaTBEjlWZw9Qkw2We45LPcRzHcbF3n6UhoqkXZrb4VdflUsrUsVpUf1qcb7EANYePtnkJgXMuHwlBTN4tzygSEBEwcCDCrss78xBnQaLdc7nhPD9Ry7f/4uKDB/rC723fti0H7kp5fX3tS5aiMUYUNNPOSXh8E8kHO7m4lreLdo5jqWqtNXFomzbGmFKqtT5G8o2XDAAhpWQ+Ov6b77jkcxzHcVwB3ivTyfZswb1SqjXf2y2d+rmjbYE+a8YASrXKPP3PIlXnX5fpo6WUqQn4s507McHYumA7De45904843g33He+SEsplip/vb5u+q6OzzisyeTwaEPkm831Xb03m7HWHBLpj9VLDCGEEBhKkd+vb496uDDUDI7tQNSjfI5LPsdxHOeptcFiTX/dB99992C22wG9gTg3WTm2jJ5LGlVMKTBjztL3RUQAaL5XndwO8fAJIiKcXLhfPbB4XDjdfG1outcSXKfTRETm0DLXWnU3ELEYip0EyPFiDW4gIyLCHP/+1+tUM3kwuDHavjw04lRrjTGCaAih78tCi+rlc3i2mcBe4HR/DKdBOz+x8507TgHJ6jBBBGqVv/76K5sJjw4GrDbWlzXye1ZkGkYRmfI2Ee10GVBAAIAQY4xtTE3TEJFKLaUPIZWaS+3hIVncls9ZS26aJsZQS57fce8+HXAcl3yO4ziOc2pFvh8eGZsgQ61yupLqe4+VqS9bJe/2vVDR22SdLRTOU42AXffAjICi8qVX2IhIe88EcimlVmtiooREBPINp7GqErHF8XLOMQQkQgFVBQUO3DTNKjXMjIgWzydEVSilPvCK4/g8hY89SHIcl3yO4ziOc0rmzbvD7W8wNRKwuFYIkLP0ff7h5TQH3EqGv8WMDW+w2gjBfBFt/0814MwsIqldTbWdNxvVI+rRWj2eKNK71JZzCl+PWgKtqbrN9lqrqCihjgofgbb64xuA0xOK0XqXWVW1ChMG5qZpYkrMbKef83DLx1VbRNddJ3hFP5PrNDnUWgkxpugd1x2XfI7jOI5zzSL7XW99E3vMzIw5a87FFsfw7XwLz8RGY1oET9HOoW3ejaIQRFRrtaHWJ8tVM2mUUlI48LxgbCyOB7XZB2X26bfO/xarjRxciKBOvQe2icfWpwHMkgho1qeddF89gX6xG384xcmHptZqSq9pUoqRCEuVvu+3ZrNMRERMXZ9zLRQY6oOmm6qEGEMILvkcl3yO4ziOcy/tZ2GrWtV0zk4P8Z/H1HzPWhTMR++GiWeIQ2EbjEapT5XSZqevpkg/Yybs1/KdXS6oMBqrMjMz5L5aoG/c53hHDL6kaK3AJwSXqu8LzuFhUlkYGRED88vLyyqlwJa6WcyJ11o1KA6TvKhu+s7++aiQpyJiCGG4C/zH2nHJ5ziO4zgXrZpPr5VNYxARM+Vcuq6DMb1Nf/Dz9qlNxWq1Ckz7LiO3GpxtweSTDbiIhBCIMJdbSr6FgY3q1q1xX7Mt/r7oGJg5pQiApZTX105qZwoQRo+ibc7zt35yYYI2pRRDaNtExCDS92XSgVuLVFFAIKac83qzAaYiEoAfc6jM3DSNzYWf/LDJccnnOI7jfI011ruLlTM9Uc5JcjtnjY0gZlEBAAAEsP3qWZkT9H3OOSPiu/tGhAqiCAFBVK2fM4xNvwRJgaZV/H6oRHArNc8/lyHL9FBRmW5bxZ03InsHw0AAgGg5jApaSYFRf61eUmIAse7z46GiheaQdrvG6TvVfawgo9mpqlJgZFjnDIg6rc6H/tjTaco4sJaOSHrIOQaPn+DhwVREU16oADY/EDAAAqgiKGgNig0FBuir7Deps8uqV6U6ijXdthk5TAaYJdAy7PplZpXJvXH4/7Lr9ik6zAJzYQGgGFIKpcp6ve66rq/lhRmJBSohqiohAxAqoxKoIKuqngjrPVh/4HszVlQs2ExD9iaBKimjbpNTSVRLTSH8+eefpnVrrbXvs1QbPUKU2UjWWkNqCOn3X3+hElQIGG5y6qzDYevsjHDU/4iIKn+2zSqaQa6IuoOL45LPcRzH+dmcNmI557Nz+3tbyudccs5W+/SjHq+Tgg7SRXWoaAJmjhxSE1JMIgIgzLePdQzqehbCeqplrogw8zQZHpB0eqzxOh5/BDD9gxBFFRCIiGNA1M2mf1uv7SlGCAG+y7QmBRmMZLe2TDjr8bhdy4bwt7/9jZkQqZRiF3Fbtjd7RDWY0zLFyLnUef3qba7s6ec4qkxkt5i343Nc8jmO4zjOxTpwuV5EVBgMGEMIzFSr1Fqn+r2fMFYLG0IEUBUigiHHFdrUNG0kIhUVEavlu4nGw9miFhFL1WdugxFjFNH7atGrisUWIWIRqQBhSFzETa7r9brre1W16FZfMjB/mwlMANZkAeezpsqsLhRg1tZ8epqz0HtTKaPd+8zMhL833c2vuCIclPFDk0CAGGOM8fTv2FRee0DzO45LPsdxHOdJ5Nb9vuuCA0BUGZwtmEkVbDloK8JxVz9uLWXtqgEgBAohpBSH9bHc8coiYBnbM8DzVU7aDLGKrxNNPp7hviOiEIKZf6z7stls+r4fdFCtiMjE3+83B0cNNFweKQANjOWRtk2tdWsJe6D7xU4CLROLgsUDYQwA3vC3YPp6s8aZ+SENxi1ev+e45HMcx3GcA2u+S6WCiiASM5uk6ftc61DYM1tGf3/JdyDQBxpCWDVNisG6hIECDSN8F5GJCENwdWzx91SBixgH7xO4f1an6kmPFjwl9kyaEmEV+ftf6/VmM9wXAJa0PFZ6ftVZfXD2MSACWi0lWTuN2KY0BcpQFUTGjE2iofHgbnQUZ78kRISIm01fap36kYgIE9375yvGmGKEhyQPO45LPsdxHOdLCr9LlQaHQAQ5177vp+CeWAKfKjP/kAbsu0tLSSm+NG2MLAJVqqWcTSvmuxwAovnj01PGN6ZEOzvOhX3Lk8DMKYUq8o/Xt67rzGUUAEQVVKfHGV9OSOh5976qEiIzp8i/Vi80c5YdG0/gIplz9sQBpyA2EZnk67rOfgRKKbed9vMQ3/weFNVIHJgHSyRE136OSz7HcRzny8uzYx4Vp9fT+64GRzK1dF9XzP05OTCA5iyllKkOar4KnKJ88+86tttLa36u+9T5K0o86Pd/5DDGeAeoapPiql0xY62iIISoCvudCRemF8f2vBi0/X4DVmMmomYucnBRfnQa3CcKq6qIoKBksR3mpmmmhMAbrv5VzdgVdgd21DD7YhyGJMD5HoQwxhgCIeJb16/X60HdEdXZE4v5YZsT6zKX8Qv+guA0gRFjDG3bphCGWJyaDMbxFtuJ7M0m2DAJcRRXiJhS7HKeJqQp/Ftdd93/Y9w5I61Wq+HS7Fa67h2247jkcxzHcX6MaLxqNY+W/QZIOQ/9lyc7h4PS5TuPYxUeY1bMzMwvv9Kg1lBRDsmOm8kqnC5HX/JTTa0ppXecLWh1fCeeUzyGxWMLAGhXLTOKwOvr23q9lpuK0ue88QmRmM1yExFTCimlVdMwDQ5MqsqEzOH8+9eSKksp1oCx7/q7nwjuqHFVTTGGcLj1iOO45HMcx3G+mO76XCxxCwBqKWbnAO81Z/+ukAKStf9Si2WFEAhURREAAYHumGY5uSMSgTxZBu0QfrNGhczWK++6ktFzpO/520+PJ+yStW2qAJtN7rqu6zoAYCL9Mb88ZlTzT79ezEi21m3EnuZWnGeN8BByD4FFtsYtj3zMEENAtNaQP+L3x3HJ5ziO4zi3V562SmZmVS2l5Fx0aBZwwR6+5dDFGJvRrGWhbe636Bz1Hqk+fIV9liQdl0EhqA7DcmIhvnjxnKliiZ2XeQ6pWpEeMxFRrfX3etP3vSVzfsv43iJ7d+50slq1KQZUsOAeTCnZUqcPnTm8iGghPgDYbDalFgC63xnN3T+nGHtKSSu4U6fjks9xHMdxrmcy6yul1Fr1jIK0b6z3rI+ZqqaUVqtVIFAFqYAkY4ewu3cbH+1SVeoTRfmseAphkBZEVHc78p1ZO3qXNVkIRBRjQITNpn97e8syiD2L/lVVILTr+z0iRIq7PfcAUkpN07RNRIRSFWpdPEogXFxNfNcFBhEVNATu+7zZbOCBZr12fCmllLhmxe+cluu45HMcx3G+1jrs8gXusZDR+bva2XLrTrL4/BiKmS3ZpuhMrSK11iqqgEhwdiDr5gv6j+xw38Bme5pKAAoKo/mHTqc/twUhIhu21aqNMTKBWjgFdWqTDrsh0EsP+F0PnsEVg6mKFpFn09MKOk2hnIsN+Thb8KCLz7s73F6LcUaq4s5EncVXFUCgEhKOU5yQQmRA7HLX96XrepEKRJYWaG33EPH540QzCbc41mm+DZNQFXiwmzGPltS2TUoJEaSKiMI4OpMOHy7E8csx1ZFOd4X9iIQQieiv17dcqo5HtuhfcoN5JQqE00kqiAKkGNs2qYqZdPp/vzgu+RzHcZzvxmk/zCOfgW0vrd3Gcjo3wtvdm4iWYi4cCHsmeFe3Px7X2Xpig0fVCiIAjUtGHHPi5oMjo1t9ZaRfLy/WfmA8GPs/OnhgN28PTYhVBAmlaj2g+PDdYdf7ixsrOKxVRplneu/g4b0n+XD6+CytTwkQQHEsHRza6Nn/EpOIgEDgwMwxhF6l23TWg0HNSnUmb56zjyTujs78D4TZWCjOppkJIgJQqAUBQggvLy8xxsHsRFRFhsHaa7pgfRkuE+QKIcRaay5VYHgeBLsZmDeZbtYwYhCrAKSKiG2bUgxaCzHV+s5DqMn3yCv9HJd8juM4zheWf5dWN53zuoJOZi0/cWDn6hQAEVOMTRM/dzymzmNPNVbLmXOjOk8TqDhbqut+fBqX+1RVJk4pMaOIrtfrnHMdUxm/+qJfD3WWnzqCTBHpGGPbtm3bAECtorOnOR95EjE+qxmuCxFsNvXeffC2gg0AFESVmWOMBFB0UISnHw99v4pixyWf4ziO8yO4PGkQ9huavf+pH+GMoPvniuPrCKBVmGi1ekkpWmM21XkHMHjYelJEOARRzTnf1SfmqnU56Di7zPT/Vmvu8xOJBQEVYowpRVTourxer7taptaF3yHIs6P5hlsaEVTExF5gfml/NU0iwmqZnLNM4w/qvfmlNF/Wru+3lxiHkkjFG9+fupuJ2qQUOIjKth3jnp73gJ7jks9xHMf5WXrvTJh5Z80ESEiI8t2fkQ8VSvvhE1RQkZRS27ZxMOdcLiiPjc3NV5xjW3PMpT6jXefsOEXktvmSexnHB7YgImJq2xYAci6vr2+1z4iIhJbZePM820/BatemthIIgARaBVWZedW2q9XKxF6tMneRnau+jx8GEXGgnCXXMlz0MeEU4cYPiqZg79iUMrRNQwBFBACnGKO3X3dc8jmO4zjfiqt7nZ3+CBHt++b/oJyoodJN56VTMaWmaWIMqjCF+D5RStl/3juV7haPJPB2u9pK6wNnLaqISMQAnKJ1E3l7W/d9DwC814Ph2aKjH9eAAMhEMcYYY9vEwFiqTi0o5gmfNznxbVEc4lu3PtilkxQEbznzt488ECMzM4uKiDDxk98Ljks+x3Ec55tztVhaVN3sZ8ed2PNFZp7z5+KEtCMmh8KZ2+ubua/j01yjybN0XBnXYsV7q5eWCAF0cHVUy6PD8yXEpYVt71ZallJEBC5f5qrqA+xKTriVXjpQ88Odj898Q5urQ889qa9vb1Wk5Lotb/twQuNT/YzsdJJQVdDEoWlS26ShpUqttar10jQ5dOzc50N6wMz2pLsSEUmVvu+Pzf+bt7c3Cx8iWrUtAYpUe3UR4nMcl3yO4zjOF9B7d2Wx+NMhQEK2Liy5xBgXuZ3zz+4/UD9RrPXBOq7h43ceRhz6kQ3SYhAJtTJRSmnVNkTLgOqxEVi8eHONYU0aTPLdMGhzy8GEwdvj2IF9JMJ2uFsJqDUEVNGu7ze5n/IM530NvnSJ1yRpEFEVcLwTVSSl8Kv9FUIIgQmh1qoihDTNvanR/MHZOE/7POcYpvieNYfsuv7EfXH7Xy0z6oypTUlEUYEAp5viotvTcVzyOY7jOJ+m98751NXJnIv4zsxzj4io1ppz1irMzMw/7FothzSGsFq1MTCA6qx675DkANhre32/Aw0hWFbn113LztvofVwITf0G+r5/e3urqPAdl/gm9oY/pKpCQEov7Uu7ijGAgqqMTTtQ9P1B2I/EnjmdVBUJQ+Bapeu6Wivc4enGwdNHxMC8WrVwh3JBx3HJ5ziO43xD8WkrPPNrERHLFcSlntGfMD5ICmJty1BV25jaNsVAqqqyHQMEWPSWO9xq7p4LX2bun8+r85GICBER4faqjK8LWuNBABgKyUi/1UQVEUAIBMz88vLSNq0qqOjUsYOIgfS6p0JneqKOrqeYc845T4+R7hp2tlpEIkoxhYBSdSFTn7O5ouOSz3Ecx/lxEuujsuQGayk8qPpE5GDzvZ/RnmEy7ldVRQRmTikFJhGw3uvzYfvc2IK1QbP+B4hfWM585B4hIuatJ4slHluJotX4IaGM1+n7CT9EbGJsmqZJjYrUWq1+79L+E9dlP9pmlhRg2cXHEpjvIcCIKKaI6k32HJd8juM4ztdcy95pEbObuAUwuOfv5XNOT+jn24/+lT/hktni1fq5BSZ7jRd+Nk+w3AeAyYmx1PoDY30hhJQCwFSppzYwOOYcft9nE9A0TbtqW0ZErLWYsBIRxKEWV8bsT7i4aaeer/qIqOu6vu/1iIzEO9ykiBhCaCLXaj4uiHDj7n+O45LPcRzH+TSheH6Nzf4H5/7sAKQCoDQCXZdFBod7Wzwj7vito+k+nBWz4YNSqKYjxzPO+qgh4dAe3Hw4lVQAAEFwSAQjAECtIBoQVquVWdeoDuers0RBmC1nZ+PzoajfRaWbqqqBC0BRGRvfnT2YMHNhvcXVUwDFbfSMFGgWKlUEOSPVTlAA7Cxo3A/NThxQgVARQQFVVdn6EPDbet33/R8vLaU0hGgBFAmRARDUAqBf4mnFgSFiFGDQWoG4APA49xDgX/z5AqqiVtc3t6kcepUvko6naXzgRcH92w0AdwKGuNPHTwlFNKSgAJsu5yJz35QdD9vTZ7g/CGqlinbhUFWISERECxEpANfKzP/00iBokUxEZuv0rsicOxJ7bNBxyec4juN8Q8xdc2FtT0TMBAB9X35Wz73jmNILISzWhc8WQyOiWkVEbHX+5BGOEw6uwz8VFPGEKFBUJjKDkBgjp4AIr6/rbugFt8Ih0/brxnoOHLz1mkOiQ+8TgNxDvZzux6DDLwUiIhNtNjnn/IDJMzUVBICUEpwRjXR/Tscln+M4jvOzmGckDpYLFt0DqFVKKQfqefQnjlLTNPOO1U/V5mvuts+EXV8ssXMbfvxC+mZXV+gQuzohh6DWyiE0zYoZ1n1Zr9c551orEeA3MexYXsZAbKaszAyiwIuJeGByflABHu8DufOuqsYYAbHrOjPRuaX4xAOybfojhLBarSwR/diNebo60Z9tOS75HMdxnC++ZjxvNYOIxAQAOZdFe72f7AA5uV8MjogXaukHM3lmDEvyr33VliG+sXH69jkFhxhjJIKuyHq97rpubCNpji3fRvhtMb1HRIGZ7l+aeDK+d+BmKaWYZ4zdOHd9zDEdXozxh3WOcVzyOY7jOM7Zem9nqQ5fAAAgAElEQVRbdYaIhKpaSh0tHw9klNGP1H1DY+spHHq2j8VdVd+8f91QlgkwxWZF5Ms3oNP9+rNt8RgHZqIQYinye/06BPeYpzaJ30ns4e51f2lXKaUYwv4V1jPu+lv9esDYHWGQ2YSqul6vLdQ2D4nfaDrsHNVQVasQY2jbFjxS57jkcxzHcZxj6zlTC0QESDmXnDMzW4rU/Dn9j11OzZetlzrdP/4gLTwrYt22v4HmMScdXUxaZk4pBA5/vXWbzaaUQkRIbKdf7Z+jYcyXGgecq5vd4x6k7J+/Vr9+/ULAKvU6nXanxyJIJCI5ZwtC3lr+H/pGRSRMMaWUpnzmM4/Wf/8dl3yO4zjOXcTVbT91otfWmZG9IVoyNlvPuVcFZt5/PD/7W59nSD++tEVEFdkXdbXWEALsOtzMQ2qfNIVwX4FPKbiI0HU9WHkbs3WNPyfQh4hVKgIyU6lyq5OzsZ2eGoQQprgjghmKvqcK1Lwah0mnqpWUmFJKgbnrNv+8+Ucpw5eJAoBdGrUpfdfe34/Q8DClTgqoMlHbtDHG1AQRAQUihN2pO7Vg+ODvj022xYsioky7+d5DANwEXorhH3/9HqffHQefEKsIqCJCCOGPP36pHDCt2S/5O633XAc6Lvkcx3Gcb4g1rTaRUGtVUUD6meMwacgQQkrJ1qxD8POJI5xTkaEp1amD4ucfmNXhjSLZNBjiZcvrsSBx+2ijaZsQgqr89fv3ZrNBRB1043xvCF/fZch6YFpLC1BNIb68rJo2IaCKgM5Gefdzj30uo1M0L8ZYqnRdB/dIaR4vqXWOMOsaFQHQpmlw7wGQd1xwnui/X3wIHMdxnNOr+Xvv1pLfRKTWKiI/cIlkIbJJUViz9dM+EM8TCthf5tp1fKpgxSSkaYwPKajCZX29TfW1bZtiEJHfv1/7vj8jyRa/4l0/T7e2E4wc2rZtmoSAdQhr3vGX4ZJfnq1bLBH2fX/CMPPGTzoAVJWIYowgw7i5zHOeEI/yOY7jOA8Ve/u6BRFLKebxCD8yr8nyAM2aJYTw0qxC4IPj/7QlfNaTmplF1MqZ4Ehi3mcuekI4NMnxvbMbcm5TijFGVf3r9zrnnHMmIkQopRAzjJ3fAQDN7UW/qnXLaAyriMpERJBi+9KuYmSpVdSianq/35wLf3zUKn5D4JzLer2+n1et7o6Seee2bRuZSi6E+uS3quOSz3Ecx3EeLHKG+F6tdfL0x6Ea6mdBRFKLtVlv2yYF0m1J2HIh/oSX0ha+VpBZa5l7eNpZfNZBWxAGVG2mMdM0ogio54kWIiRGphhCqLW+vb2VoVYNa61E3KQ216yAOuQzoqKifvnb08oRm5RSCi9NqiJS69gwszJNAvcpjtY6er69vZlbrN6p3nWWrmszv23b1WqlMtzIHuJznvS/ZXwIHMdxnM9aqE0mJfOKNfh5ayaTTCGEpmlCIFUQ+TIGjwt/nUWS6qcf3MHjvHSRn1Jq2yQir69DGwZLHWRmFe1LhlH+DOjXXl9NzknM3LZN26Rah5Cl3a0hEAAAyhMovsG+xZolWB3pIrvyfjLMCkSZtuYxTzT5HWeGR/kcx3F+BO8uevbbCp+5w6kn9WTgAbNaoPmD9uEjyABgvZtzsX7OgMgKUG0BeVZSFo0NsnW5PlcEQFB5kpw6nWwPd8cZRezgEVGlNE3TtpEIrZ8bIdywvcHyEhxa3x+UOiAKqtMD4oNpkLbqHYO0UEoVxbH9+JDueGhUlhdUVQhZQUWE6DbxTFRAQFUBkCYEZiilWHrn1Dihgh7TrkQUQoiRi+jr73XXdSKCFOZXFsbAIenONR++/suYuMwNMDVh4cBt27Zta5anw0mOYsYmqd2CCkDLiSrvnvXw+zCfWjocxjTNLEp8+kdpqOKLgQO/vnVdFeYoCDRrqnGj+0iHAK4CA5CIVH1p4kuKUCtCBbV3dr5xFoG87OmJ47jkcxzHcZ5dQJ6QHIjIjADQ98vivQfkRE1C9IjwuOdSenYMiEiEk1XNr1+/YoxWDjfYAH6pUKcJpMl29dnmKhGJ1NhGIpIqO5JQD6sCEUkpNU0EgM2mX282w8OJYdp8v6X5dhwQ8WX1Yp6xFoR/cjVCTIGG/HAa/HnuePsQwZB3TZpSCiGIFBdsjks+x3Ec5yupuNuKjXlj7rHTOoqoiI4L6G0kcN5x7q6aZ/yiTxJIADgqD2aOMaaUppG/efPox0weu2rzy/pEh4YIACGEWgV2zEWHyTA3qLRL0DSJCLsu932fc5bxBL+L7f5OEwVVHcN0Gph/vbysUoBd384nl6uq0nVdzvmuh2rResu7BoCXl5e2bWGIS5NIJa+XclzyOY7jON9MHJ4prhYO/qJaSl0Ig0UX8nusMnd7Nx9eyD5mNT91igshxBhTiohDcMxiFF9LVOjg3wjWwk1EnicINkZzNYQQQiil301BxIWwsfFfrRoReHtbbzabqY/8PGP5q8dzhrzHMekUAURKE+Iff/xps1FFbEws4FxH15anVXx9n/u+l6kTOt7pxrUcAVGFEMKvX7/MrxWG6KgLPscln+M4jvMt5NylasQWYZOxgarWuqwcO7GAvmGQ4U5hzKtWjgqjWYslQ06Ol1902kx+FebtAc90IkQEKjFGIlSVobxQD7ihWsTV+kys15vNZjN4cizDgN8qfw8BACFxbFdNagIByKj3pvjnk89MVS2liAihVQLfK7Fz/jgmpYQ4PFOYlzE7jks+x3Ec5wuLvYPbnPPKJAms2XoVOJEgd289dmkt37CS09scGILC1pwzxcjDkhq2Y3Js7fhIpXrwGPY18/SHSSNE7Pv+2SY2EYmopc7WKoRbvxAdQpQsIjHGFIMC5NxtNr11DbFHFSoyD/R99ZW9qqKo6VgEJeYmhVXbxMAgUoe+GjxdWTij98ABl6aTs/fYP898LrN4V6p0XVdrBWSLwwLd8RohIpE2Taq1qsok+YjY/uk4Lvkcx3Gcb85+JueUrFhrFZFpNXlwjbhYT99c5+w+j38nsRPNcnFWYXhwh6ePc6oBQ6mgoGN8Lwa2PEgAwDFrbpHd+vhrd92naq0pJQC0lmjPNBuHQjWL3U3pxGNYUhFRRdu2jZH7vphyWBqWLJXel7RvmSQuDH6wQohN06YUmhCJh6RFxGHanzm9n+EXRmGMwdq1uXMfyHlMe/YiTxG/Y/fUiVvDI4SOSz7HcRzn62HRKhN7Jglmhoc/CwJAFRUVVSJKKaUUA3+fgMDc12RIgHym9auINCkSUenz3J/T/o4xcgoIsN70b29vlof8vZ/I2KBE4rZtVquWiQBkHvD2VuJn/r7Nx9WVm+OSz3Ecx/lxbP05AazM5gePBagMArht2xgjojlADN3nzwyhzIMbn575uZS1RERUSn424xl73BBjhCEmo4eCMPj69rbZbOwsvqXqQytyG4XKqglt2zapQURRAZmGhd7Ris8x3z5fMwNYs8dxxPDMQXMcl3yO4zjO91kPze0NzQ3iGxncX4aV6jFz0zQpRbDaMPgK3veXyHuYvFueD2Ic5+HOYYtqrfX3elNr/dyU2sdNRWu7166s556IwKGMZdcq5wwnAMxUn+s9xyWf4ziO88Ow4NVUFgU/NSYAAAgYAqeUYjSvSJhiTVd0tH9OY0ATfZO2fyaRA4hISJMc3e39KH3fl1LnriHfz3pxykKMMbR/tIE4EgBIrTYgtBAx8B07zd9pSHdfJcDqg+O45HMcx3Gece3ykW0mD8NhJQ0KgIpQahERFRwegeM1Xz1fiO+twi1QtvT9QwQFQZx3X9t31a+Xjg8ePYxtG4ltOVQtltFKCoiYUmiaNB8iBTxHVJxwizm9/aVK8vj2aOYy8/FDyw+cNAKqiLTpRRX6KsBBZOhCsS8kllp45x1zPpyO5zaiA1VIpAlhve5qrW3ThhAnUUNIIMtw60V67+ox/8AThMXFA905YCLMqMoUxrFX0EyQm9T8+ecfVl5rAc/9s75o0N/NND5zvn3kJ2joojE7JrjNhbCfNTMsVQBVyAqKOzV7NDtxM2E6ZUPloVTHJZ/jOI7z5UWjt6WaLbppGpYQAoewGKhvdr5j3OwZT42IiNgqSdu2jTHc1lzm009Z9yXgoQvUNM1qtbLY+1efgao6RSbv+pszd+BE/NBX+W+j45LPcRzHcT5TrN52jwTbuIfV7zEjPoc8uJ/kU932734qRLRtGyJNKTJj1/XMHEOYVuDXHfMnnqle/n7btogYY7RrdL5j0HPep6rK4yk8RkqND2vAhZvjks9xHMdxvp5Wue1SfpJ2RGTN1pkJZsG9b/mw3yTf6MuKT3ZskFIiwpxlvX7r+/7Xr18xfLPFzzt5sCmlqX/Gl+smv39LhhCYeSe/+G6TZ4pdX/1dX3HMHZd8juM4jrNcjeEITA/Cf6RRC6paDRszxxhDCEyoP6A7hdV0WetFIn6uY2NWwr//Xpec+806pWTS3FbzV6/CP8t7VvcyOVFN7Z06GGuRMt2ky/q3r0aMQVTp/ldhnthJRHibfXoCvOOSz3Ecx/myi3447Mrw1IubW60XSQUG6xoAgJRS20RbW1vEb/q66+wuvsTVf87WiyXnruteX19jjBSD9dwbTWIA0Q5erz7rm8+li+cwAur789z6DaoqM3+5xM7FsCNiKYUC3/9Wss6ZiAjM/JG0Tpd5jks+x3Ec50nVzv42UyGQLZ2tdTXMwghzj004aXF5+kj2d7W3wdF11WSMiXCDRbnZG/LMlGVh5DDoPR2arccYUwpzdXddZtfD1ognbVHHazHbzDq5wXaQgYhyn3PO9i7CE0WQkGi92RCzTdGhk5oAIRB9VKc9XjjZrMJdO9qtZ6wIIv7649fiwAb/2Nmjhyvm2/kne1Hw7fRtbnsjolIKM5dSUoqqkPs+xZd7R8xsmotI06TVajUd4v7tfKKpI+7+Xrj2c1zyOY7jOM/OfGUzxXZMAYaz66MWIcFr2xV8tlOiLhe4ls+ZUsTPUG6fOCUQUES2sl/0CU/aIs76xa8GEk7zbZvSiQCgCBoDvby8WEcQuLDH4NPG/eznhZlrrcxMxG9vbyr19HOKG83tQTCvVisrWHW55rjkcxzHcb4GN4ls2KN3W1NOzdYvlQqfvsq8wr5l8RFEFKlmhxhCiDEQfjTF8UuoxCHaCYiICjo0YSeyfz6V0lME65d2Tg7klxh5VSUFuwER1Grz/unXHymlEAhmKsgezXx1q9ip+DDGqCrr9Tql+JhfCJH6snpJMagKAniPescln+M4jvNT5OK0jrTYzu6D9vfr9+YL0BPZXKeV2E1k0a2WwiGElBIz7ZsIIlxW0PjFooK49W55Zl0hsE021X1R+IXGewg0oYKqCCKCwio1q7ZtmgZQpYrNoOkm/ep6zxJWLdBHhK+vneoQrL23D42lajdNKlVASgwRHMcln+M4jvNVNNtHll8ws+uotX6wUuWg78t5Qkg/dRi3fzdNE0IIgQBAZaeCEUERLzjQL5cFalE+W5FPJX/4hJ6t4xEdcLz8ghJoumWYsY2r1WoVA4mITb+pTfkVu33A85HrHqmoaoyxVum6zqLLsFcmd4+hXq3aEEIpJdzIsdNxXPI5juM4T6335pLPQnyjlwleVDU0bfbp9pU36csXY7TVoB7oc60/IhNs8rJHFFm65jh3uYVViTmE0LZNCCQyuAeB6Px+PPORypOfMjOrKhGUMqQVPEaLWlNHVQEAIlJP63Rc8n0rJAMWVS2ZCQIHVhTAoiiWUoHqg3ankQdi7LVHRNaIgpUgq3bdmkUJUqYQIfs43YOqHWBDGpiVGk0iKCwMoIVAO8W/FCP0PlD3WdGIAiMCQBVShJaU/hCsQH2kBBprB9w+iTKcQjqTVwcsmowPC34EJVA4Fu05vUpbvHuFIFSdCw8dD0MP/O6cPh4FAgIFQDL9ZhsSQq3aMKxiQwSmf2HWwmv8PL+7Gn2M3L3IQXGepmuhO1iacAoiA4AqEIYur+1Tood7HuBxpUjbbckuh5Xb4Y3ihLjd4XBcpDta/DxDF907FdvLTAWgTXecdkjDmMuw3dgHcHZqu/McRIEPXBAEUBBVJGRQkoKIqUmr1SqEgDj0fhyUHijN78fPnnjX3Lm7B0aIpZQYY9fVv36/FrslgYbhtDtdkYa7XBRtXtH8gulZ1xhHS1RgAFVtmmYVuVZBUa1AvByz02N44l337XRc8n0+XY6hiX0P/+pf/U//x7/+vzcbQkSlDCCCBBIJXXXchX/5X/1n/+1//V8kZWCAAiWAoMD/8r//f//d//jnP/9+/fMXdSjpzQfqHtBLTa/1L2xX//I//4/+m/9SX/4GQNQLAEGN//Pf3/6Hf/NvYb3ygboHJb5i+TPWRJAr9a38//+hdP/9f/of/wcBKAMHhc9bHJjAGyYJ0dTaax7fe+KhxT2homes6Y+9vtyAGRH5hDn7mSP8hR9WjKtzHYFvu5DFwy/icpsjKa1DcPyd8TzwYTVVo6qMiIAEaIWjpvemdinfSUss4pO5lKZpVPV1sy5ScXwIoeNo4/Y5BBzM/8Zzv3d8jDVq5rZpwZunOy75visYRQAh4f/1//y//9v/+W+q/KHEgBVAQANqVHLVcbPV5Pyf/8m//TuIAlFBCSogJLxerTd/+1//9Uv3++8r+ve75hWrj9s9yPr67wnSv2vvXpbbSJYzjn+ZVd0NUqMJeeFzIs7Cr+AH8PuvvPfCay+8ccTESLwA3ZXpRQNgEwAJ6AyhC/X/rSSRwqVQAOrryqrq+/V//LtsNc/PTDWrHjPb/03+n3/8JifyXWmA0zTd2HQrRfattM//c//lzyq1++JKK2GbouH7jun31ZvzLh0/+4YQX9sMu5H4dty+PJ7h1+22mfOFgOXeLfv53kv6x89+XMLRX7dP2tMWMeNwgjRPXUWwE//yVMC5naeK5qX0fXe7Gvq+lzRN0w9/2eUNlFq9lsf1erPZ7D+UcheS920di8Ccux9dPsW3HJnMKbrW2vclIvcvAUDke1d6b01h6kuN9JRbSFIza56hyLSkld5oGPWsJUMhM5WcZNWKJFdV1z+0GG77zU2736yjfqDdrvOd+nF99+ddjBlVdiPTlONYvCrN222WT9l/jkca6jqBO0p7LBHNYxOmbOPDnUzqpoiYclVs9d3epJnzYQzanb+3XLynX+L6974idDmRsht3LvYv/erE8C7abX8h4Oh52cVt+8/++EdJegd5zbXMe/lsK5WDJZ65zIXbYyR2q1tz+TZsmdl5+XB7u1oNbpq3TSql6HnJ7jvoVMeHoHRDF5Hr9ToWC2XTFCbfFZI/ZTLb12pvZ03t6+96znur1crNptZ0/X1iACLf9/h6H8OLdW4WNq033oWZzJppMrkplU4rXembNC0sNLgkNVdqUF2Npcv7cQjr/KZNzPJdxWfL6tZ3K02uMbUaS29jWDyad940TeN96Xsa6hom+xDWVRurjS39ttm/rD4VSc3dh9KG4kf1id9w+LXcnWUu8nxnQ8w3HJ7+gs/dTPOlgO/VIHHuDu2CQX9ctuvQqWsiT//ox7/zVKlpz/KenQi0c4A5vsvM5qlS6s3NzTAM7pYvbJv0nnrj8mKKSeM4Tm2an+/yac5nb+QrZdm7kxjzgkWbRRax7Qu11lVX575ti2s9AJHvHX2NRafiOamzoa+rlsXnj52QZ5hMQaNdawQRHmUKa0WpydSklWq14ZOmeFSV9U7ku4reistKa3UTigxra00rfXT7KEUrj4/dNCVTrFfyITwnydUU8tFjrUhl+U2RPkquv1jXuSy6O/tryz/MG+WdLOZcjr2+dq7v+JFc8i/HN3Pu8acuKEC9fPe/UsrBuqB3cMj1cSe5/KWcf3maxr/eCPshfkTuF1PpgsWBZx/r6UV4X3tOw9NGRLs+r9z9Zfe/I4+Of3gqzsxU6rVCw6di0PmF2CUUN1sNwzAMQ9+ZaT52b57fW26h9OOEtJc+Il5+u9krb2R3by3GcWwRZuVp4aIt/rvN7/Xct7T7duscu/wlljJivhV372up1cexLXpA7vbf0a9X3A4i3/tskklmoS5L86qpRZMswyxDbmHBcrK3z3rbD++SRcXT0ybVlGzS5qHl+ovaH7fx24N/7grNdQ3juLnNyFo3Q1FxV9fJJ1c/jFKUyFXrHgobF11Fyz89ah+TLDdurbZ1PGTK8l5eW9cX/3bvxP1QZrl9wnIHl/2fL9y25GQoOv4vxwevnx/IPi8xnR/es+mO9NRXHzV2cLJzZmSGu5dShlW3r/BcPLy4ZBL2G4/Lj5v9ePC9bOrjmdtXNvc3MzOfN+fcb/CTu6CyTESvN3Vx393a00YoNm8UpN1FirMD64t/vuyxhwsy4/Lh+y745eEesPMbZleZ6VJYaj7Kbe6Y81aeKbmZz6vRIuPZkrN0C5sP/Ei5rJRyO6yGVVe97Cb0zveus++vt+pUr9zy8jSXVy6ObHcwff6W3x/76e61li8PD+M4KnM+BXL+UcbcO7ZN7ItrFtlaK9uCLM+vKw9294hpGIbbm+1lNjfLbGa+7KV6odTzwn10qBEFke+HEJahyNrdr+83bUqTeZVC5pYudXIGvm9s9xVqClPNtbSSSqiUlMdtybGu/yztU7cqRuS7ipuh3tzpYVy30lSlqJ3XL7Ypfl+yWpa0nlWsVxud35k+KGszj2L39jgN1hVJU8QmapNqUfeNA8Mcn47n946z2T+Rdva58fIkdmJwZouRqJTK1trhLaefDXgHD2+5LG3+T/PYrnaleMkIPQt77+IT+CvnK7ZFvmnzDMw0TU9R+eVDwE92g3l8HpHKmHvdNLXW2j5PHiTwE1/ZFz94P8xFL+b8Sx5/RBxMHWWLbW4zSW3fncwyIpSKaPOzyt3J9T7f8XIdWoRyd8BjrX2pq5vezbWYWfpegeFsP1leVnipsuDsOYFzy8xXmkop09Q2m01rbbmctpTi7mYq9tR+RRa23VjYzHJRrWsXHtIQkxSZWUvJ1DhOZrZ/my/35HlP0/sg8v26mnUyj1TxVeddC28t56+xyGrZiaPhrpW2pUw11ZKKULHUqGnj43Q72cep9hv7RONfx6b7cqO2UrfxJj0qV9po1ZUSrugeTHddSrc01FV00eym5SBL2ZQ2Nvkmpam6pblaPsi+ReQ7WBS0P4zhlWHfiYJMPTuJ++VL++fHjucGVYe1Vfv8tn0iqXyeyo7vNrMdPM7jc7dqraX6fNj68sC6dxPnluPXl16ag8K8eWaulCJt9245mOU7VXZ74p61n+XbZcXda7ct7Nzmq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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">43<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff6 fsb fc0 sc0 lsb ws0">E4<span class="ls0">-3 Działania i za<span class="_ _1"></span>soby związane z róż<span class="_ _1"></span>norodnością biologiczną i </span></div><div class="t m0 x4 h12 y228 ff6 fsb fc0 sc0 ls0 ws0">ekosystemami <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y229 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y22a ff1 fs3 fc0 sc0 ls0 ws0">Grupa MIRBUD <span class="_ _1"></span>wpływa na <span class="_ _1"></span>bioróżnorodność <span class="_ _1"></span>i ekosystemy realizując <span class="_ _1"></span>inwestycje bu<span class="_ _1"></span>dowlane. Wszystk<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y22b ff1 fs3 fc0 sc0 ls0 ws0">inwestycje <span class="_ _11"> </span>Grupy <span class="_ _f"> </span>realizowane <span class="_ _11"> </span>są <span class="_ _11"> </span>zgodnie <span class="_ _11"> </span>z <span class="_ _f"> </span>przepisami <span class="_ _11"> </span>w <span class="_ _11"> </span>zakresie <span class="_ _11"> </span>oc<span class="_ _1"></span>hrony <span class="_ _11"> </span>środowiska, <span class="_ _11"> </span>cz<span class="_ _1"></span>ęsto, <span class="_ _16"> </span>w </div><div class="t m0 x4 h6 y1b8 ff1 fs3 fc0 sc0 ls0 ws0">szczególności <span class="_ _1d"> </span>w <span class="_ _1d"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _1d"> </span>inwestycji <span class="_ _1d"> </span>drog<span class="_ _1"></span>owych, <span class="_ _1d"> </span>posiadając <span class="_ _1d"> </span>decyz<span class="_ _1"></span>je <span class="_ _17"> </span>środowiskowe. <span class="_ _1d"> </span> <span class="_ _1d"> </span>W<span class="_ _1"></span>ówczas </div><div class="t m0 x4 h6 y598 ff1 fs3 fc0 sc0 ls0 ws0">realizowane  są  one  zgod<span class="_ _1"></span>nie  z  wymogami  tych  decyz<span class="_ _1"></span>ji,  co  nakłada  na  wykonawcę  robót  szereg<span class="_ _1"></span> </div><div class="t m0 x4 h6 y599 ff1 fs3 fc0 sc0 ls0 ws0">obowiązków <span class="_ _f"> </span>w <span class="_ _f"> </span>zakr<span class="_ _1"></span>esie <span class="_ _f"> </span>ochrony <span class="_ _f"> </span>środowiska <span class="_ _f"> </span>prz<span class="_ _1"></span>yrodniczego <span class="_ _f"> </span>w <span class="_ _f"> </span>trakcie <span class="_ _f"> </span>prowa<span class="_ _1"></span>dzenia <span class="_ _f"> </span>prac, <span class="_ _f"> </span>a <span class="_ _f"> </span>także </div><div class="t m0 x4 h6 y59a ff1 fs3 fc0 sc0 ls0 ws0">wykonania <span class="_ _d"></span>szeregu <span class="_ _e"></span>elementów <span class="_ _d"></span>łagodzący<span class="_ _1"></span>ch <span class="_ _c"></span>wpływ <span class="_ _e"></span>inwest<span class="_ _1"></span>ycji <span class="_ _c"></span>na <span class="_ _d"></span>ś<span class="_ _1"></span>rodowisko, <span class="_ _c"></span>t<span class="_ _1"></span>akich <span class="_ _c"></span>j<span class="_ _1"></span>ak <span class="_ _c"></span>prz<span class="_ _1"></span>ejścia <span class="_ _c"></span>dla </div><div class="t m0 x4 h6 y59b ff1 fs3 fc0 sc0 ls0 ws0">zwierząt, wygrodzeni<span class="_ _1"></span>a zapobiegające przed wtargn<span class="_ _1"></span>ięciem płazów na jezdn<span class="_ _1"></span>ie, ekrany akustyczne itp. <span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y59c ff1 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _1"></span>standardowo <span class="_ _1"></span>realizowane <span class="_ _1"></span>na placu <span class="_ _1"></span>budowy, <span class="_ _1"></span>szczególnie w <span class="_ _1"></span>przypadku <span class="_ _1"></span>inwestycji <span class="_ _1"></span>drogowych, </div><div class="t m0 x4 h6 y59d ff1 fs3 fc0 sc0 ls0 ws0">obejmują:<span class="ff2"> </span></div><div class="t m0 x6 h6 y140 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">odpowiednie zabezpi<span class="_ _1"></span>eczenie drzew graniczących z<span class="_ _1"></span> placem budowy,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y59e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">wykonanie tymczasowyc<span class="_ _1"></span>h ogrodzeń chroniącyc<span class="_ _1"></span>h zwierzęta przed wejściem na p<span class="_ _1"></span>lac budowy, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y4d4 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">regularne  kontrole  placu <span class="_ _f"> </span>budowy  przez  nadzór <span class="_ _f"> </span>prz<span class="_ _1"></span>yrodniczy  i <span class="_ _f"> </span>miesięczne  raporty  z <span class="_ _f"> </span>tych </span></span></div><div class="t m0 x9 h6 y59f ff2 fs3 fc0 sc0 ls0 ws0">kontroli, </div><div class="t m0 x6 h6 y5a0 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">zabezpieczenie <span class="_ _1d"> </span>i <span class="_ _28"> </span>oz<span class="_ _1"></span>nakowanie  cen<span class="_ _1"></span>nych  sied<span class="_ _1"></span>li<span class="_ _0"></span>sk <span class="_ _1d"> </span>przyrodniczy<span class="_ _1"></span>ch  granicząc<span class="_ _1"></span>ych  z <span class="_ _1d"> </span>terenem </span></span></div><div class="t m0 x9 h6 y62 ff1 fs3 fc0 sc0 ls0 ws0">budowy, aby zabezpi<span class="_ _1"></span>eczyć je przed wkraczani<span class="_ _1"></span>em maszyn budowlany<span class="_ _1"></span>ch,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y5a1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">przenoszenie chron<span class="_ _1"></span>ionych gatunków roślin i zwierz<span class="_ _1"></span>ąt poza plac budowy,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y5a2 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">wyposażenie <span class="_ _16"> </span>z<span class="_ _1"></span>aplecza <span class="_ _16"> </span>budowy <span class="_ _11"> </span>w <span class="_ _16"> </span>pojemniki <span class="_ _11"> </span>na <span class="_ _16"> </span>odpady <span class="_ _11"> </span>komunalne <span class="_ _16"> </span>i <span class="_ _11"> </span>kontenery <span class="_ _11"> </span>na <span class="_ _16"> </span>odpady<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y410 ff2 fs3 fc0 sc0 ls0 ws0">budowlane, </div><div class="t m0 x6 h6 y5a3 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">wyposażenie <span class="_ _16"> </span>z<span class="_ _1"></span>aplecza <span class="_ _16"> </span>bu<span class="_ _1"></span>dowy <span class="_ _16"> </span>w <span class="_ _16"> </span>sorb<span class="_ _1"></span>ent <span class="_ _16"> </span>służący <span class="_ _11"> </span>do <span class="_ _16"> </span>us<span class="_ _1"></span>uwania <span class="_ _16"> </span>ewentual<span class="_ _1"></span>nych <span class="_ _16"> </span>wyc<span class="_ _1"></span>ieków <span class="_ _e"> </span>z<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y5a4 ff2 fs3 fc0 sc0 ls0 ws0">maszyn.  </div><div class="t m0 x4 h12 y5a5 ff6 fsb fc0 sc0 lsb ws0">E4<span class="ls0">-4 Cele związan<span class="_ _1"></span>e z różnorodnością bi<span class="_ _1"></span>ologiczną i ekosystemami <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y5a6 ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD nie przy<span class="_ _1"></span>jęła celów dotyczącyc<span class="_ _1"></span>h bioróżnorodności i ekosystemó<span class="_ _1"></span>w.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y17a ff6 fsb fc0 sc0 lsb ws0">E4<span class="ls0">-5 Mierniki wpły<span class="_ _1"></span>wów związane ze zmianą w zakr<span class="_ _1"></span>esie różnorodności </span></div><div class="t m0 x4 h12 yf2 ff6 fsb fc0 sc0 ls19 ws0">biologicznej i ekosystemów <span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y3f ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _16"> </span>MIRBUD <span class="_ _16"> </span>rea<span class="_ _1"></span>lizowała <span class="_ _e"> </span>w <span class="_ _11"> </span>2024 <span class="_ _e"> </span>r<span class="_ _1"></span>oku <span class="_ _e"> </span>in<span class="_ _1"></span>westycje <span class="_ _16"> </span>na <span class="_ _16"> </span>lub <span class="_ _16"> </span>w <span class="_ _16"> </span>bezp<span class="_ _1"></span>ośrednim <span class="_ _e"> </span>są<span class="_ _1"></span>siedztwie <span class="_ _e"> </span>o<span class="_ _1"></span>bszarów </div><div class="t m0 x4 h6 y5a7 ff1 fs3 fc0 sc0 ls0 ws0">Natura2000 oraz innyc<span class="_ _1"></span>h cennych przyrodniczo obsz<span class="_ _1"></span>arów:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y5a8 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y5a9 ff6 fs3 fc0 sc0 ls0 ws0">Zestawienie inwestycji realizowanych w sąsiedztwie obszarów Natura2000 oraz innych cennych </div><div class="t m0 x4 h13 y43 ff6 fs3 fc0 sc0 ls0 ws0">przyrodniczo obszarów<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x93 h6 y44 ff1 fs3 fc0 sc0 ls7 ws0">1.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Budowa <span class="_ _1c"> </span>drogi <span class="_ _1c"> </span>ekspreso<span class="_ _1"></span>wej <span class="_ _1a"> </span>S<span class="_ _1"></span>1 <span class="_ _1f"> </span>(dawniej <span class="_ _1c"> </span>S69) <span class="_ _1c"> </span>Bielsko<span class="_ _1"></span>-Biała-Żywiec-Zwar<span class="_ _1"></span>doń. <span class="_ _1f"> </span>Odcinek<span class="_ _1"></span> </span></span></div><div class="t m0 x15 h6 y5aa ff1 fs3 fc0 sc0 ls0 ws0">Przybędza-Milówk<span class="_ _1"></span>a (Obejście Węgierskiej Górk<span class="_ _1"></span>i).<span class="ff2"> </span></div><div class="t m0 x8 h6 y5ab ff1 fs3 fc0 sc0 ls7 ws0">2.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Budowa<span class="_ _1"></span> <span class="_ _1"></span>drogi <span class="_ _c"></span>S1 <span class="_ _c"></span>Kosztow<span class="_ _1"></span>y <span class="_ _c"></span>– <span class="_ _1"></span>B<span class="_ _1"></span>ielsko-Biała. <span class="_ _c"></span>Odcinek <span class="_ _c"></span>III <span class="_ _c"></span>Dankowic<span class="_ _1"></span>e <span class="_ _1"></span>–<span class="_ _1"></span> <span class="_ _1"></span>węzeł <span class="_ _c"></span>„Suc<span class="_ _1"></span>hy <span class="_ _1"></span>Potok” <span class="_ _c"></span>(z </span></span></div><div class="t m0 x49 h6 y5ac ff1 fs3 fc0 sc0 ls0 ws0">węzłem)”.<span class="ff2"> </span></div><div class="t m0 x8 h6 y48 ff1 fs3 fc0 sc0 ls7 ws0">3.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Budowa drog<span class="_ _1"></span>i <span class="_ _0"></span>S6 Koszalin – Słupsk, odcinek 1, Koniec ob<span class="_ _0"></span>wodnicy Koszalina i Sianowa /bez w. </span></span></div><div class="t m0 x49 h6 y49 ff1 fs3 fc0 sc0 ls0 ws0">&quot;Sianów Wschód&quot;/ <span class="_ _1"></span>- początek obwodnicy m. S<span class="_ _1"></span>ławno /z w. &quot;Bobrowice&quot;.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y7a ff1 fs3 fc0 sc0 ls7 ws0">4.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Budowa <span class="_ _e"></span>Obwod<span class="_ _1"></span>nicy <span class="_ _d"></span>M<span class="_ _1"></span>etropolii <span class="_ _d"></span>Tró<span class="_ _1"></span>jmiejskiej. <span class="_ _e"></span>Zadanie <span class="_ _e"></span>2: <span class="_ _e"></span>Węzeł <span class="_ _e"></span>Żukowo <span class="_ _e"></span>(z <span class="_ _e"></span>węzłem) <span class="_ _16"> </span>– <span class="_ _e"> </span>Węze<span class="_ _1"></span>ł </span></span></div><div class="t m0 x49 h6 y5ad ff1 fs3 fc0 sc0 ls0 ws0">Gdańsk Południe (z węz<span class="_ _1"></span>łem).<span class="ff2"> </span></div><div class="t m0 x8 h6 y5ae ff1 fs3 fc0 sc0 ls7 ws0">5.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Budowa Ob<span class="_ _1"></span>wodnicy miejscowości Gosty<span class="_ _1"></span>ń w ciągu drogi krajowej nr 1<span class="_ _1"></span>2.<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y5af ff1 fs3 fc0 sc0 ls7 ws0">6.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Projekt i budowa drogi ekspresowej S10 Bydgoszcz<span class="_ _1"></span>-Toruń, od<span class="_ _0"></span>cinek 3 od węzła Solec do<span class="_ _0"></span> węzła </span></span></div><div class="t m0 x49 h6 y5b0 ff1 fs3 fc0 sc0 ls0 ws0">Toruń Zachód.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y7f ff1 fs3 fc0 sc0 ls7 ws0">7.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Rozbud<span class="_ _1"></span>owa drogi wojewódzk<span class="_ _1"></span>iej nr 203 na odcinku Darłowo <span class="_ _1"></span>– granica wo<span class="_ _1"></span>jewództwa</span> </span></div><div class="t m0 x8 h6 y5b1 ff1 fs3 fc0 sc0 ls7 ws0">8.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Budowa<span class="_ _1"></span> <span class="_ _f"> </span>i <span class="_ _f"> </span>przebu<span class="_ _1"></span>dowa <span class="_ _f"> </span>istniejących  odcinków <span class="_ _f"> </span>dróg  w <span class="_ _f"> </span>ciągu  po<span class="_ _0"></span>łudnioweg<span class="_ _1"></span>o <span class="_ _f"> </span>obejścia  miasta </span></span></div><div class="t m0 x49 h6 y5b2 ff1 fs3 fc0 sc0 ls0 ws0">Słupska.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf2c" class="pf w5 hc" ><div class="pc pc2c w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">44<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x8 h6 y51 ff1 fs3 fc0 sc0 ls7 ws0">9.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Budowa <span class="_ _28"> </span>dr<span class="_ _1"></span>ogi  S10  Szc<span class="_ _1"></span>zecin  – <span class="_ _1d"> </span>Piła  na  odc<span class="_ _1"></span>inku  koniec  o<span class="_ _1"></span>bwodnicy  Stargardu<span class="_ _1"></span> <span class="_ _1d"> </span>–  początek </span></span></div><div class="t m0 x49 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">obwodnicy <span class="_ _1"></span>Piły <span class="_ _1"></span>(z <span class="_ _1"></span>węzłem <span class="_ _1"></span>„Koszyce”) <span class="_ _1"></span>z <span class="_ _1"></span>wyłączeniem <span class="_ _1"></span>obwodnicy <span class="_ _1"></span>miejscowośc<span class="_ _1"></span>i <span class="_ _1"></span>Wałcz, <span class="_ _1"></span>odcinek </div><div class="t m0 x49 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">4: węzeł „Recz” (bez węzł<span class="_ _1"></span>a) – węzeł „<span class="_ _1"></span>Cybowo” (bez węzła).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y54 ff1 fs3 fc0 sc0 ls7 ws0">10.<span class="ff2 ls0"> <span class="_ _e"> </span><span class="ff1">Budowa <span class="_ _16"> </span>obwodn<span class="_ _1"></span>icy <span class="_ _e"></span>miasta <span class="_ _16"> </span>Kartuzy <span class="_ _e"> </span>w <span class="_ _16"> </span>ciągach <span class="_ _16"> </span>dróg <span class="_ _16"> </span>wojewódz<span class="_ _1"></span>kich <span class="_ _e"> </span>nr <span class="_ _16"> </span>211 <span class="_ _16"> </span>Nowa <span class="_ _e"> </span>Dąbro<span class="_ _1"></span>wa <span class="_ _11"> </span>– </span></span></div><div class="t m0 x49 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">Żukowo, nr 224 Sopi<span class="_ _1"></span>eszyno – Tczew i nr 2<span class="_ _1"></span>28 Bytów –<span class="_ _1"></span> Kartuzy.<span class="ff2"> </span></div><div class="t m0 x4 h11 y1b8 ff6 fsa fc0 sc0 ls0 ws0">E5 Wykorzystanie<span class="_ _0"></span> zasobów o<span class="_ _0"></span>raz gospodarka <span class="_ _0"></span>o obiegu zamkn<span class="_ _0"></span>iętym<span class="ff3"> </span></div><div class="t m0 x4 h12 y4cd ff6 fsb fc0 sc0 lsb ws0">E5<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z wykorzystaniem zasob<span class="_ _1"></span>ów oraz gospodarką o </span></div><div class="t m0 x4 h12 y4ce ff6 fsb fc0 sc0 ls19 ws0">obiegu zamkniętym<span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y5b3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5b4 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1a"> </span>Kapita<span class="_ _1"></span>łowa <span class="_ _1a"> </span>MIRBUD <span class="_ _1a"> </span>n<span class="_ _1"></span>ie <span class="_ _1a"> </span>posiada <span class="_ _1a"> </span>de<span class="_ _1"></span>dykowanej <span class="_ _1a"> </span>polityki <span class="_ _1f"> </span>mającej <span class="_ _1a"> </span>n<span class="_ _1"></span>a <span class="_ _1a"> </span>celu <span class="_ _1a"> </span>zarządzan<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y312 ff1 fs3 fc0 sc0 ls0 ws0">zagadnieniami <span class="_ _1"></span>związanymi <span class="_ _1"></span>z <span class="_ _1"></span>wykorzys<span class="_ _1"></span>taniem<span class="_ _0"></span> z<span class="_ _1"></span>asobów <span class="_ _1"></span>oraz gosp<span class="_ _1"></span>odarką o <span class="_ _1"></span>obiegu <span class="_ _1"></span>zamknięty<span class="_ _1"></span>m. Grupa </div><div class="t m0 x4 h6 y5b5 ff1 fs3 fc0 sc0 ls0 ws0">przyjęła <span class="_ _1"></span>Str<span class="_ _1"></span>ategię <span class="_ _1"></span>Zrównoważ<span class="_ _1"></span>onego <span class="_ _1"></span>Rozwoju. <span class="_ _c"></span>Przyjęcie <span class="_ _1"></span>d<span class="_ _1"></span>edykowanej <span class="_ _1"></span>polityk<span class="_ _1"></span>i <span class="_ _1"></span>środ<span class="_ _1"></span>owiskowej<span class="_ _1"></span>, <span class="_ _1"></span>w <span class="_ _1"></span>której<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5b6 ff1 fs3 fc0 sc0 ls0 ws0">ujęty <span class="_ _10"></span>byłby <span class="_ _10"></span>również <span class="_ _10"></span>te<span class="_ _1"></span>mat <span class="_ _10"></span>wykorz<span class="_ _1"></span>ystania <span class="_ _5"></span>zas<span class="_ _1"></span>obów <span class="_ _10"></span>i <span class="_ _10"></span>gospodarki <span class="_ _10"></span>o <span class="_ _10"></span>ob<span class="_ _1"></span>iegu <span class="_ _5"></span>z<span class="_ _1"></span>amkniętym, <span class="_ _10"></span>będzie <span class="_ _10"></span>rozważ<span class="_ _1"></span>ane </div><div class="t m0 x4 h6 y5b7 ff1 fs3 fc0 sc0 ls0 ws0">po <span class="_ _0"></span>realizacji celów krótkoterminowych ze Strategii, <span class="_ _0"></span>gdyż ich <span class="_ _0"></span>realizacja pozwoli na bardziej <span class="_ _10"></span>r<span class="_ _1"></span>ealną ocenę </div><div class="t m0 x4 h6 y5b8 ff1 fs3 fc0 sc0 ls0 ws0">wpływu Grupy na środ<span class="_ _1"></span>owisko. <span class="ff2"> </span></div><div class="t m0 x4 h12 ye9 ff6 fsb fc0 sc0 lsb ws0">E5<span class="ls0">-2 Działania i za<span class="_ _1"></span>soby związane z wy<span class="_ _1"></span>korzystaniem zasobów oraz </span></div><div class="t m0 x4 h12 y5b9 ff6 fsb fc0 sc0 ls0 ws0">gospodarką o obie<span class="_ _1"></span>gu zamkniętym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y5ba ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5bb ff1 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _1"></span>związane <span class="_ _1"></span>z <span class="_ _1"></span>wykorzys<span class="_ _1"></span>taniem zasobów <span class="_ _1"></span>oraz <span class="_ _1"></span>gospodarką <span class="_ _1"></span>o <span class="_ _1"></span>obiegu <span class="_ _1"></span>zamkniętym <span class="_ _1"></span>związane <span class="_ _1"></span>są <span class="_ _1"></span>z </div><div class="t m0 x4 h6 y5bc ff1 fs3 fc0 sc0 ls0 ws0">produkcją <span class="_ _1"></span>masy b<span class="_ _1"></span>itumicznej. <span class="_ _1"></span>Wykorzystanie d<span class="_ _1"></span>estruktu <span class="_ _1"></span>asfaltowego, k<span class="_ _1"></span>tóry p<span class="_ _1"></span>owstaje prz<span class="_ _1"></span>y remo<span class="_ _1"></span>ntach lub<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5bd ff1 fs3 fc0 sc0 ls0 ws0">budowach <span class="_ _1d"> </span>dróg, <span class="_ _1d"> </span>do  pro<span class="_ _1"></span>dukcji <span class="_ _28"> </span>mas<span class="_ _1"></span>y  bitumicz<span class="_ _1"></span>nej  powoduje<span class="_ _1"></span>  zmniejs<span class="_ _1"></span>ze<span class="_ _1"></span><span class="ff2">nie  wykorz<span class="_ _1"></span>ystania  kruszy<span class="_ _1"></span>w  i<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y2d4 ff1 fs3 fc0 sc0 ls0 ws0">asfaltów. <span class="ff2"> </span></div><div class="t m0 x4 h6 y5be ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5bf ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _d"></span>202<span class="_ _1"></span>4 <span class="_ _c"></span>r<span class="_ _1"></span>oku <span class="_ _d"></span>prze<span class="_ _1"></span>prowadzono <span class="_ _d"></span>an<span class="_ _1"></span>alizę <span class="_ _d"></span>i <span class="_ _e"></span>dokonano <span class="_ _e"></span>zakupu <span class="_ _e"></span>nowoczesnych <span class="_ _e"></span>otaczarni<span class="_ _1"></span>,<span class="_ _1"></span> <span class="_ _d"></span>które <span class="_ _e"></span>umożliwią </div><div class="t m0 x4 h6 y5c0 ff1 fs3 fc0 sc0 ls0 ws0">zwiększenie <span class="_ _11"> </span>wykorzystania <span class="_ _11"> </span>materiału <span class="_ _11"> </span>z <span class="_ _11"> </span>recyk<span class="_ _1"></span>ling<span class="_ _0"></span>u <span class="_ _16"> </span>w <span class="_ _f"> </span>produkcji <span class="_ _16"> </span>mas <span class="_ _11"> </span>bitumicz<span class="_ _1"></span>nych. <span class="_ _16"> </span>Jedna <span class="_ _11"> </span>kompl<span class="_ _1"></span>etna </div><div class="t m0 x4 h6 y5c1 ff1 fs3 fc0 sc0 ls0 ws0">instalacja została <span class="_ _10"></span>już uruchomiona w sied<span class="_ _0"></span>zibie Kobylarni, <span class="_ _0"></span>a <span class="_ _0"></span>kolejne zostaną oddane <span class="_ _0"></span>do <span class="_ _0"></span>użytku do <span class="_ _10"></span>k<span class="_ _1"></span>ońca </div><div class="t m0 x4 h6 y5c2 ff1 fs3 fc0 sc0 ls0 ws0">2025 <span class="_ _c"></span>roku. <span class="_ _c"></span>Zgo<span class="_ _1"></span>dnie <span class="_ _1"></span>z<span class="_ _1"></span>e <span class="_ _1"></span>s<span class="_ _1"></span>pecyfikacją <span class="_ _c"></span>techni<span class="_ _1"></span>czną <span class="_ _c"></span>n<span class="_ _1"></span>owe <span class="_ _c"></span>otaczarnie <span class="_ _c"></span>p<span class="_ _1"></span>ozwalają <span class="_ _c"></span>na <span class="_ _c"></span>z<span class="_ _1"></span>astosowanie <span class="_ _c"></span>do <span class="_ _c"></span>6<span class="_ _1"></span>0% </div><div class="t m0 x4 h6 y5c3 ff1 fs3 fc0 sc0 ls0 ws0">destruktu <span class="_ _f"> </span>asfalt<span class="_ _1"></span>owego. <span class="_ _f"> </span>W  2025 <span class="_ _f"> </span>roku, <span class="_ _f"> </span>po <span class="_ _f"> </span>p<span class="_ _1"></span>ełnym <span class="_ _f"> </span>wdrożeniu  instalacji, <span class="_ _f"> </span>możliwa  będzie <span class="_ _f"> </span>weryfikacja<span class="_ _1"></span> </div><div class="t m0 x4 h6 y4b9 ff1 fs3 fc0 sc0 ls0 ws0">rzeczywisty<span class="_ _1"></span>ch wartości.<span class="ff2"> </span></div><div class="t m0 x4 h6 y5c4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5c5 ff1 fs3 fc0 sc0 ls0 ws0">W prz<span class="_ _1"></span>ypadkach inwesty<span class="_ _1"></span>cji, w <span class="_ _1"></span>których <span class="_ _1"></span>jest <span class="_ _1"></span>to możliwe, <span class="_ _1"></span>Grupa <span class="_ _1"></span>wykorzystuje <span class="_ _1"></span>także <span class="_ _1"></span>materiały pochodząc<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y5c6 ff1 fs3 fc0 sc0 ls0 ws0">z rozbiórki lub wyburz<span class="_ _1"></span>enia istniejącej inwestycji, w m<span class="_ _1"></span>iejscu której Grupa rea<span class="_ _1"></span>li<span class="_ _0"></span>zuje budowę no<span class="_ _1"></span>wych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5c7 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2d" class="pf w88 h64" ><div class="pc pc2d w88 h64"><img class="bi x4 y0 w96 h65" alt="" 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"/><div class="c x0 y0 w8a h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls1b ws0">45<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y491 ff6 fsb fc0 sc0 lsb ws0">E5<span class="ls0">-3 Cele związan<span class="_ _1"></span>e z wykorzystaniem <span class="_ _1"></span>zasobów oraz gospo<span class="_ _1"></span>darką o obiegu zamkniętym <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y492 ff1 fs3 fc0 sc0 ls0 ws0">Cele związane z wykorz<span class="_ _1"></span>ystaniem zasobów i g<span class="_ _1"></span>ospodarką o obiegu zamknięty<span class="_ _1"></span>m zostały uwzględnione w Str<span class="_ _1"></span>ategii Zrównoważoneg<span class="_ _1"></span>o Rozwo<span class="_ _1"></span><span class="ff2">ju.<span class="_ _1"></span> </span></div><div class="t m0 x4 h14 y5c8 ff9 fs0 fc4 sc0 ls0 ws0">Tabela 15: E5-3 Cele związane z wykorzystaniem zasobów oraz gospodarką o obiegu zam<span class="_ _0"></span>kniętym<span class="_ _1"></span><span class="ffa"> </span></div></div><div class="c x4 y5c9 w97 h93"><div class="t m0 x10 h87 y49f ff2 fsf fc5 sc0 ls19 ws0">CEL </div><div class="t m0 x10 h87 y5ca ff2 fsf fc5 sc0 ls1e ws0">STRATEGICZNY<span class="ls0"> </span></div></div><div class="c x94 y5c9 w98 h93"><div class="t m0 x10 h87 y49f ff2 fsf fc5 sc0 ls1d ws0">ZAKRES CELU<span class="ls0"> </span></div></div><div class="c x95 y5c9 w99 h93"><div class="t m0 x10 h87 y49f ff2 fsf fc5 sc0 ls19 ws0">ROK BAZOWY<span class="ls0"> </span></div><div class="t m0 x10 h87 y308 ff2 fsf fc5 sc0 ls8 ws0">2023<span class="ls0"> </span></div></div><div class="c x96 y5c9 w9a h93"><div class="t m0 x10 h87 y49f ff1 fsf fc5 sc0 ls19 ws0">CEL KRÓTKOTERMINOWY<span class="ff2 ls0"> </span></div><div class="t m0 x10 h87 y308 ff2 fsf fc5 sc0 ls8 ws0">2025<span class="ls0"> </span></div></div><div class="c x97 y5c9 w9b h93"><div class="t m0 x10 h87 y49f ff2 fsf fc5 sc0 ls19 ws0">CEL <span class="ff1 ls1e">ŚREDNIOTERMINOWY<span class="_ _1"></span></span><span class="ls0"> </span></div><div class="t m0 x10 h87 y308 ff2 fsf fc5 sc0 ls8 ws0">2030<span class="ls0"> </span></div></div><div class="c x8b y5c9 w9c h93"><div class="t m0 x10 h87 y49f ff2 fsf fc5 sc0 ls5 ws0">WYNIK W 2024<span class="ls0"> </span></div></div><div class="c x98 y5c9 w9d h93"><div class="t m0 x10 h94 y4da ff3 fsf fc5 sc0 ls0 ws0"> </div><div class="t m0 x10 h87 y5cb ff2 fsf fc5 sc0 ls1f ws0">OSOBA </div><div class="t m0 x10 h87 y5cc ff2 fsf fc5 sc0 ls1f ws0">ODPOWIEDZIALNA<span class="_ _1"></span><span class="ls0"> </span></div></div><div class="c x4 y5cd w9e h95"><div class="t m0 x10 h5a y29c ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h5a y5ce ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h5a y5cf ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h84 y5d0 ff6 fsc fc0 sc0 ls0 ws0">ZWIĘKS<span class="_ _0"></span>ZYMY </div><div class="t m0 x10 h84 y5d1 ff3 fsc fc0 sc0 ls0 ws0">ODSETE<span class="_ _0"></span>K </div><div class="t m0 x10 h84 y5d2 ff3 fsc fc0 sc0 ls0 ws0">WYKORZYS<span class="_ _10"></span>T<span class="_ _1"></span>Y<span class="_ _0"></span>W</div><div class="t m0 x10 h84 y5d3 ff3 fsc fc0 sc0 ls0 ws0">ANIA </div><div class="t m0 x10 h84 y255 ff6 fsc fc0 sc0 ls0 ws0">MATERIA<span class="_ _0"></span>ŁÓW I </div><div class="t m0 x10 h84 y5d4 ff6 fsc fc0 sc0 ls0 ws0">PRODUKTÓ<span class="_ _0"></span>W Z </div><div class="t m0 x10 h84 y5d5 ff3 fsc fc0 sc0 ls0 ws0">RECYKL<span class="_ _0"></span>INGU<span class="ff2"> </span></div></div><div class="c x94 y5d6 w9f h96"><div class="t m0 x10 h5a y5d7 ff1 fsc fc0 sc0 ls0 ws0">Cały łańcu<span class="_ _0"></span>ch </div><div class="t m0 x10 h5a y5d8 ff1 fsc fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x95 y5d6 wa0 h96"><div class="t m0 x10 h5a y5d7 ff2 fsc fc0 sc0 ls0 ws0">W przypad<span class="_ _0"></span>ku tego </div><div class="t m0 x10 h5a y5d8 ff2 fsc fc0 sc0 ls0 ws0">celu, za rok<span class="_ _0"></span> bazowy<span class="_ _0"></span> </div><div class="t m0 x10 h5a y5d9 ff1 fsc fc0 sc0 ls0 ws0">przyjęto 202<span class="_ _0"></span>4.<span class="ff2"> </span></div></div><div class="c x96 y5d6 wa1 h96"><div class="t m0 x10 h5a y5d7 ff2 fsc fc0 sc0 ls0 ws0">Przeprowad<span class="_ _0"></span>zenie ana<span class="_ _0"></span>lizy </div><div class="t m0 x10 h5a y5d8 ff1 fsc fc0 sc0 ls0 ws0">możliwoś<span class="_ _0"></span>ci zwiększeni<span class="_ _0"></span>e ilości </div><div class="t m0 x10 h5a y5d9 ff1 fsc fc0 sc0 ls0 ws0">produktó<span class="_ _0"></span>w z recyklingu<span class="_ _0"></span> i </div><div class="t m0 x10 h5a y2cb ff1 fsc fc0 sc0 ls0 ws0">surowców<span class="_ _0"></span> ze źródeł<span class="_ _0"></span> </div><div class="t m0 x10 h84 y5da ff2 fsc fc0 sc0 ls0 ws0">odnawialny<span class="_ _0"></span>ch.<span class="ff3"> </span></div></div><div class="c x97 y5d6 wa2 h96"><div class="t m0 x10 h5a y5d7 ff2 fsc fc0 sc0 ls0 ws0">Wykorzystani<span class="_ _0"></span>e co naj<span class="_ _0"></span>mniej 40% </div><div class="t m0 x10 h5a y5d8 ff2 fsc fc0 sc0 ls0 ws0">granulatu bi<span class="_ _0"></span>tumiczneg<span class="_ _0"></span>o do </div><div class="t m0 x10 h5a y5d9 ff2 fsc fc0 sc0 ls0 ws0">produkcji m<span class="_ _0"></span>as bitumic<span class="_ _0"></span>znych, a <span class="_ _0"></span>w </div><div class="t m0 x10 h5a y2cb ff2 fsc fc0 sc0 ls0 ws0">perspekty<span class="_ _0"></span>wie do 2035<span class="_ _0"></span> <span class="ff1">–</span> </div><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">zwiększenie<span class="_ _0"></span> produ<span class="_ _0"></span>któw o długiej<span class="_ _0"></span> </div><div class="t m0 x10 h84 y5db ff1 fsc fc0 sc0 ls0 ws0">trwałości<span class="ff3">.<span class="_ _0"></span> </span></div></div><div class="c x8b y5d6 wa3 h96"><div class="t m0 x10 h5a y5d7 ff2 fsc fc0 sc0 ls0 ws0">W trakcie r<span class="_ _0"></span>ealizacji. <span class="_ _0"></span> W 2024 rok<span class="_ _0"></span>u </div><div class="t m0 x10 h5a y5d8 ff1 fsc fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono anali<span class="_ _0"></span>zę ofert na<span class="_ _0"></span> </div><div class="t m0 x10 h5a y5d9 ff1 fsc fc0 sc0 ls0 ws0">budowę o<span class="_ _0"></span>taczarni, uw<span class="_ _0"></span>zględniają<span class="_ _0"></span>c </div><div class="t m0 x10 h5a y2cb ff1 fsc fc0 sc0 ls0 ws0">aspekty śro<span class="_ _0"></span>dowiskow<span class="_ _0"></span>e. Szczegół<span class="_ _0"></span>y w </div><div class="t m0 x10 h5a y5da ff2 fsc fc0 sc0 ls0 ws0">ujawnieniu <span class="_ _0"></span>E5-<span class="ls20">2.</span> </div><div class="t m0 x10 h5a y5db ff2 fsc fc0 sc0 ls0 ws0">Wykorzystani<span class="_ _0"></span>e granu<span class="_ _0"></span>latu </div><div class="t m0 x10 h5a y529 ff1 fsc fc0 sc0 ls0 ws0">bitumiczneg<span class="_ _0"></span>o wyniosł<span class="_ _0"></span>o 0,2% prod<span class="_ _0"></span>ukcji </div><div class="t m0 x10 h5a y4f8 ff1 fsc fc0 sc0 ls0 ws0">łącznej.<span class="ff2"> </span></div></div><div class="c x98 y5d6 wa4 h96"><div class="t m0 x10 h5a y5d7 ff1 fsc fc0 sc0 ls0 ws0">Dyrektor ds<span class="_ _0"></span>. Zakupów<span class="_ _0"></span>, </div><div class="t m0 x10 h5a y5d8 ff1 fsc fc0 sc0 ls0 ws0">Dyrektor D<span class="_ _0"></span>ziału </div><div class="t m0 x10 h5a y5d9 ff2 fsc fc0 sc0 ls0 ws0">Produkcji </div></div><div class="c x94 y5cd w9f h97"><div class="t m0 x10 h5a y5d4 ff2 fsc fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h5a y5d5 ff1 fsc fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x95 y5cd wa0 h97"><div class="t m0 x10 h5a y5d4 ff2 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 237 </div><div class="t m0 x10 h5a y5d5 ff1 fsc fc0 sc0 ls0 ws0">kierownikó<span class="_ _0"></span>w budów </div><div class="t m0 x10 h5a y5dc ff1 fsc fc0 sc0 ls0 ws0">oraz dyrek<span class="_ _0"></span>torów i </div><div class="t m0 x10 h5a y5dd ff1 fsc fc0 sc0 ls0 ws0">kierownikó<span class="_ _0"></span>w </div><div class="t m0 x10 h5a y5de ff1 fsc fc0 sc0 ls0 ws0">kontaktó<span class="_ _0"></span>w.<span class="ff2"> </span></div></div><div class="c x96 y5cd wa1 h97"><div class="t m0 x10 h5a y5d4 ff1 fsc fc0 sc0 ls0 ws0">Zwiększenie<span class="_ _0"></span> kompe<span class="_ _0"></span>tencji </div><div class="t m0 x10 h5a y5d5 ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w w obszar<span class="_ _0"></span>ze </div><div class="t m0 x10 h5a y5dc ff1 fsc fc0 sc0 ls0 ws0">wykorzys<span class="_ _0"></span>tywania ma<span class="_ _0"></span>teriałów z<span class="_ _0"></span> </div><div class="t m0 x10 h5a y5dd ff1 fsc fc0 sc0 ls0 ws0">recyklingu i<span class="_ _0"></span> surowców<span class="_ _0"></span> ze źródeł<span class="_ _0"></span> </div><div class="t m0 x10 h84 y5de ff2 fsc fc0 sc0 ls0 ws0">odnawialny<span class="_ _0"></span>ch.<span class="ff3"> </span></div></div><div class="c x97 y5cd wa2 h97"><div class="t m0 x10 h84 y5d4 ff2 fsc fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div><div class="c x8b y5cd wa3 h97"><div class="t m0 x10 h5a y5d4 ff1 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 305 kiero<span class="_ _0"></span>wników </div><div class="t m0 x10 h5a y5d5 ff1 fsc fc0 sc0 ls0 ws0">budów, kier<span class="_ _0"></span>owników r<span class="_ _0"></span>obót oraz<span class="_ _0"></span> </div><div class="t m0 x10 h5a y5dc ff1 fsc fc0 sc0 ls0 ws0">dyrektorów<span class="_ _0"></span> i kierowni<span class="_ _0"></span>ków kontra<span class="_ _0"></span>któw.<span class="ff2"> </span></div></div><div class="c x98 y5cd wa4 h97"><div class="t m0 x10 h5a y5d4 ff1 fsc fc0 sc0 ls0 ws0">Dyrektor ds<span class="_ _0"></span>. Zakupów<span class="_ _0"></span>, </div><div class="t m0 x10 h5a y5d5 ff1 fsc fc0 sc0 ls0 ws0">Dyrektor D<span class="_ _0"></span>ziału </div><div class="t m0 x10 h5a y5dc ff2 fsc fc0 sc0 ls0 ws0">Produkcji, <span class="_ _0"></span>Dyrektor </div><div class="t m0 x10 h5a y5dd ff1 fsc fc0 sc0 ls0 ws0">Działu Kadr<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x4 y5df w9e h98"><div class="t m0 x10 h5a y5e0 ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h5a y5e1 ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h5a y5e2 ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h5a y5e3 ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h5a y5e4 ff2 fsc fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h84 y5e5 ff3 fsc fc0 sc0 ls0 ws0">ZMNIEJS<span class="_ _0"></span>ZYMY </div><div class="t m0 x10 h84 y5e6 ff6 fsc fc0 sc0 ls0 ws0">ILOŚĆ </div><div class="t m0 x10 h84 y5e7 ff6 fsc fc0 sc0 ls0 ws0">ODPADÓ<span class="_ _0"></span>W </div><div class="t m0 x10 h84 y5e8 ff6 fsc fc0 sc0 ls0 ws0">TRAFIAJ<span class="_ _0"></span>ĄCYCH </div><div class="t m0 x10 h84 y5e9 ff3 fsc fc0 sc0 ls0 ws0">NA WYSYPI<span class="_ _0"></span>SKA<span class="ff2"> </span></div></div><div class="c x94 y5ea w9f h99"><div class="t m0 x10 h5a y5d9 ff2 fsc fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h5a y2cb ff1 fsc fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c x95 y5ea wa0 h99"><div class="t m0 x10 h5a y5d9 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y5ea wa1 h99"><div class="t m0 x10 h5a y5d9 ff1 fsc fc0 sc0 ls0 ws0">Zwiększenie<span class="_ _0"></span> kompe<span class="_ _0"></span>tencji </div><div class="t m0 x10 h5a y2cb ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w w obszar<span class="_ _0"></span>ze </div><div class="t m0 x10 h5a y5eb ff2 fsc fc0 sc0 ls0 ws0">ponownego <span class="_ _0"></span>wykorz<span class="_ _0"></span>ystania </div><div class="t m0 x10 h5a y5db ff1 fsc fc0 sc0 ls0 ws0">materiałó<span class="_ _0"></span>w lub takich<span class="_ _0"></span> procesów </div><div class="t m0 x10 h5a y529 ff1 fsc fc0 sc0 ls0 ws0">budowlany<span class="_ _0"></span>ch które po<span class="_ _0"></span>zwalają n<span class="_ _0"></span>a </div><div class="t m0 x10 h5a y5de ff1 fsc fc0 sc0 ls0 ws0">ponowne u<span class="_ _0"></span>życie mate<span class="_ _0"></span>riałów.<span class="ff2"> </span></div></div><div class="c x97 y5ea wa2 h99"><div class="t m0 x10 h5a y5d9 ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x8b y5ea wa3 h99"><div class="t m0 x10 h5a y5d9 ff1 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 305 kiero<span class="_ _0"></span>wników </div><div class="t m0 x10 h5a y2cb ff1 fsc fc0 sc0 ls0 ws0">budów, kier<span class="_ _0"></span>owników r<span class="_ _0"></span>obót oraz<span class="_ _0"></span> </div><div class="t m0 x10 h5a y5eb ff1 fsc fc0 sc0 ls0 ws0">dyrektorów<span class="_ _0"></span> i kierowni<span class="_ _0"></span>ków kontra<span class="_ _0"></span>któw.<span class="ff2"> </span></div></div><div class="c x98 y5ea wa4 h99"><div class="t m0 x10 h5a y5d9 ff1 fsc fc0 sc0 ls0 ws0">Dyrektor ds<span class="_ _0"></span>. Zakupów<span class="_ _0"></span>, </div><div class="t m0 x10 h5a y2cb ff1 fsc fc0 sc0 ls0 ws0">Dyrektor D<span class="_ _0"></span>ziału </div><div class="t m0 x10 h5a y5eb ff2 fsc fc0 sc0 ls0 ws0">Produkcji </div></div><div class="c x94 y5ec w9f h82"><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">Cały łańcu<span class="_ _0"></span>ch </div><div class="t m0 x10 h5a y5db ff1 fsc fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x95 y5ec wa0 h82"><div class="t m0 x10 h5a y5da ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x96 y5ec wa1 h82"><div class="t m0 x10 h5a y5da ff2 fsc fc0 sc0 ls0 ws0">Przeprowad<span class="_ _0"></span>zenie ana<span class="_ _0"></span>lizy </div><div class="t m0 x10 h5a y5db ff1 fsc fc0 sc0 ls0 ws0">możliwoś<span class="_ _0"></span>ci wprowadze<span class="_ _0"></span>nia </div><div class="t m0 x10 h5a y529 ff1 fsc fc0 sc0 ls0 ws0">segregacji<span class="_ _0"></span> odpadów na<span class="_ _0"></span> </div><div class="t m0 x10 h5a y4f8 ff2 fsc fc0 sc0 ls0 ws0">budowach<span class="_ _0"></span>. </div></div><div class="c x97 y5ec wa2 h82"><div class="t m0 x10 h5a y5da ff2 fsc fc0 sc0 ls0 ws0">- </div></div><div class="c x8b y5ec wa3 h82"><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">Analiza zos<span class="_ _0"></span>tała wykona<span class="_ _0"></span>na w lut<span class="_ _0"></span>ym </div><div class="t m0 x10 h5a y5db ff2 fsc fc0 sc0 ls0 ws0">2025 roku<span class="_ _0"></span>. </div></div><div class="c x98 y5ec wa4 h82"><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">Kierownik<span class="_ _0"></span> Działu </div><div class="t m0 x10 h5a y5db ff1 fsc fc0 sc0 ls0 ws0">Ochrony Środ<span class="_ _0"></span>owiska<span class="ff2"> </span></div><div class="t m0 x10 h5a y529 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x94 y5df w9f h9a"><div class="t m0 x10 h5a y5ed ff1 fsc fc0 sc0 ls0 ws0">Cały łańcu<span class="_ _0"></span>ch </div><div class="t m0 x10 h5a y5ee ff1 fsc fc0 sc0 ls0 ws0">wartości<span class="ff2"> </span></div></div><div class="c x95 y5df wa0 h9a"><div class="t m0 x10 h5a y5ed ff2 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 236 </div><div class="t m0 x10 h5a y5ee ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w i </div><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">podwykona<span class="_ _0"></span>wców<span class="ff2"> </span></div></div><div class="c x96 y5df wa1 h9a"><div class="t m0 x10 h5a y5ed ff2 fsc fc0 sc0 ls0 ws0">Przeszkole<span class="_ _0"></span>nie (eduka<span class="_ _0"></span>cja) </div><div class="t m0 x10 h5a y5ee ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w i pod<span class="_ _0"></span>wykonawcó<span class="_ _0"></span>w w </div><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">temacie <span class="_ _0"></span>zarządzania <span class="_ _0"></span>odpada<span class="_ _0"></span>mi </div><div class="t m0 x10 h5a y5db ff2 fsc fc0 sc0 ls0 ws0">na placu budo<span class="_ _0"></span>wy. </div></div><div class="c x97 y5df wa2 h9a"><div class="t m0 x10 h5a y5ed ff2 fsc fc0 sc0 ls0 ws0">Przeszkole<span class="_ _0"></span>nie (eduka<span class="_ _0"></span>cja) </div><div class="t m0 x10 h5a y5ee ff1 fsc fc0 sc0 ls0 ws0">pracownikó<span class="_ _0"></span>w i pod<span class="_ _0"></span>wykonawcó<span class="_ _0"></span>w w </div><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">temacie <span class="_ _0"></span>zarządzania <span class="_ _0"></span>odpada<span class="_ _0"></span>mi </div><div class="t m0 x10 h5a y5db ff2 fsc fc0 sc0 ls0 ws0">na placu budo<span class="_ _0"></span>wy. </div></div><div class="c x8b y5df wa3 h9a"><div class="t m0 x10 h5a y5ed ff1 fsc fc0 sc0 ls0 ws0">Przeszkolo<span class="_ _0"></span>no 237 pra<span class="_ _0"></span>cowników i<span class="_ _0"></span> </div><div class="t m0 x10 h5a y5ee ff1 fsc fc0 sc0 ls0 ws0">podwykona<span class="_ _0"></span>wców.<span class="ff2"> </span></div></div><div class="c x98 y5df wa4 h9a"><div class="t m0 x10 h5a y5ed ff1 fsc fc0 sc0 ls0 ws0">Kierownik<span class="_ _0"></span> Działu </div><div class="t m0 x10 h5a y5ee ff1 fsc fc0 sc0 ls0 ws0">Ochrony Środ<span class="_ _0"></span>owiska <span class="_ _0"></span>/ </div><div class="t m0 x10 h5a y5da ff1 fsc fc0 sc0 ls0 ws0">ze współpra<span class="_ _0"></span>cą </div><div class="t m0 x10 h5a y5db ff1 fsc fc0 sc0 ls0 ws0">kierownikó<span class="_ _0"></span>w kontraktó<span class="_ _0"></span>w </div><div class="t m0 x10 h5a y4f7 ff2 fsc fc0 sc0 ls0 ws0">budowlany<span class="_ _0"></span>ch </div><div class="t m0 x10 h5a y4f8 ff2 fsc fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf2e" class="pf w5 hc" ><div class="pc pc2e w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">46<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y574 ff6 fsb fc0 sc0 lsb ws0">E5<span class="ls0">-4 Zasoby wprow<span class="_ _1"></span>adzane do organizacji<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y575 ff1 fs3 fc0 sc0 ls0 ws0">Produkty i mater<span class="_ _1"></span>iały wprowadzane do org<span class="_ _1"></span>anizacji i wykorzy<span class="_ _1"></span>stywane przez Grupę MIRB<span class="_ _1"></span>UD są istotne w </div><div class="t m0 x4 h6 y576 ff1 fs3 fc0 sc0 ls0 ws0">jej <span class="_ _1"></span>modelu <span class="_ _1"></span>bizn<span class="_ _1"></span>esowym. <span class="_ _1"></span>Materiały <span class="_ _1"></span>i <span class="_ _1"></span>surowce <span class="_ _c"></span>służą <span class="_ _1"></span>do <span class="_ _c"></span>realizacji <span class="_ _1"></span>inwestyc<span class="_ _1"></span>ji <span class="_ _1"></span>budowlanych <span class="_ _c"></span>i <span class="_ _1"></span>pozyskiwane<span class="_ _1"></span> </div><div class="t m0 x4 h6 y577 ff1 fs3 fc0 sc0 ls0 ws0">są z<span class="_ _1"></span>arówno od <span class="_ _1"></span>dostawców <span class="_ _1"></span>zewnętrznych, <span class="_ _1"></span>jak <span class="_ _1"></span>i produkowan<span class="_ _1"></span>e prz<span class="_ _1"></span>ez <span class="_ _1"></span>własne spółk<span class="_ _1"></span>i. Do <span class="_ _1"></span>najistotniejszy<span class="_ _1"></span>ch </div><div class="t m0 x4 h6 y578 ff1 fs3 fc0 sc0 ls0 ws0">grup ma<span class="_ _1"></span>teriałów wy<span class="_ _1"></span>korzystywanych <span class="_ _1"></span>w 2024 <span class="_ _1"></span>r. na<span class="_ _1"></span>leżą: asfalt, <span class="_ _1"></span>cement, <span class="_ _1"></span>beton, sp<span class="_ _1"></span>oiwa hydrauliczne, <span class="_ _1"></span>stal,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y579 ff1 fs3 fc0 sc0 ls0 ws0">piasek <span class="_ _1d"> </span>i  gry<span class="_ _1"></span>s.  Is<span class="_ _1"></span>totne  s<span class="_ _1"></span>ą  takż<span class="_ _1"></span>e  prefabryk<span class="_ _1"></span>owane  e<span class="_ _1"></span>lementy <span class="_ _1d"> </span>konstrukcyjne <span class="_ _1d"> </span>stalowe <span class="_ _1d"> </span>i <span class="_ _1d"> </span>betonowe <span class="_ _1d"> </span>lub </div><div class="t m0 x4 h6 y57a ff1 fs3 fc0 sc0 ls0 ws0">żelbetonowe. <span class="ff2"> </span></div><div class="t m0 x4 h6 y57b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y57c ff1 fs3 fc0 sc0 ls0 ws0">Najistotniejsze <span class="_ _0"></span>grupy <span class="_ _10"></span>produ<span class="_ _1"></span>któw <span class="_ _10"></span>wykorzy<span class="_ _1"></span>stywanych <span class="_ _10"></span>przez <span class="_ _0"></span>Grupę <span class="_ _0"></span>MIRBUD <span class="_ _10"></span>to <span class="_ _0"></span>odzież <span class="_ _0"></span>ochronna, <span class="_ _10"></span>pro<span class="_ _1"></span>dukty </div><div class="t m0 x4 h6 y5a ff2 fs3 fc0 sc0 ls0 ws0">zbrojeniowe (szalu<span class="_ _1"></span>nki i rusztowania) oraz konte<span class="_ _1"></span>nery wykorzystywane jak<span class="_ _1"></span>o biura budowy. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y5b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5c ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"></span>poniżs<span class="_ _1"></span>zej <span class="_ _10"></span>tabeli prezentowane <span class="_ _10"></span>jes<span class="_ _1"></span>t <span class="_ _10"></span>sumarycz<span class="_ _1"></span>ne <span class="_ _10"></span>zestawienie zasobów <span class="_ _10"></span>wprowad<span class="_ _1"></span>zonych <span class="_ _10"></span>do organizacji </div><div class="t m0 x4 h6 y5d ff2 fs3 fc0 sc0 ls0 ws0">w 2024 r.  </div><div class="t m0 x4 h6 y530 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y197 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 16: E5-4 Za<span class="_ _0"></span>soby wprow<span class="_ _0"></span>adzane do organ<span class="_ _0"></span>izacji<span class="ffa"> </span></div></div><div class="c x5c y5ef wa5 h9b"><div class="t m0 x10 h16 y5f0 ff1 fs1 fc5 sc0 ls0 ws0">Zasoby wprowa<span class="_ _0"></span>dzane do GK MIR<span class="_ _10"></span>B<span class="_ _1"></span>UD<span class="ff2"> </span></div><div class="t m0 x10 h46 y5f1 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h46 y0 ff5 fs8 fc5 sc0 ls0 ws0"> </div></div><div class="c x99 y5ef wa6 h9b"><div class="t m0 x10 h16 y5f0 ff1 fs1 fc5 sc0 ls0 ws0">Jednostka<span class="ff2"> </span></div><div class="t m0 x10 h46 y5f1 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h46 y0 ff5 fs8 fc5 sc0 ls0 ws0"> </div></div><div class="c x9a y5ef w7b h9b"><div class="t m0 x10 h16 y5f0 ff1 fs1 fc5 sc0 ls9 ws0">2024<span class="ff2 ls0"> </span></div><div class="t m0 x10 h46 y5f1 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h46 y0 ff5 fs8 fc5 sc0 ls0 ws0"> </div></div><div class="c x5c y4d8 wa5 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa prod<span class="_ _0"></span>uktów wprow<span class="_ _0"></span>adzonych d<span class="_ _0"></span>o organizacji<span class="ff3"> </span></div></div><div class="c x99 y4d8 wa6 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9a y4d8 w7b h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">3 659,68<span class="ff3"> </span></div></div><div class="c x5c y5f2 wa5 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa mate<span class="_ _0"></span>riałów tec<span class="_ _0"></span>hnicznych wprowadzo<span class="_ _0"></span>nych do org<span class="_ _0"></span>anizacji<span class="ff3"> </span></div></div><div class="c x99 y5f2 wa6 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9a y5f2 w7b h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">4 150 350,42<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5c y5f3 wa5 h9c"><div class="t m0 x10 h29 y5f4 ff6 fs1 fc0 sc0 ls0 ws0">w tym całkow<span class="_ _0"></span>ita masa wtórn<span class="_ _0"></span>ie wykorzystanyc<span class="_ _0"></span>h lub użyty<span class="_ _0"></span>ch </div><div class="t m0 x10 h29 y5f5 ff6 fs1 fc0 sc0 ls0 ws0">komponentów<span class="_ _0"></span>, ponownie użyty<span class="_ _10"></span>ch półproduktów i surowców<span class="_ _0"></span> wtórnych </div><div class="t m0 x10 h29 y5f6 ff6 fs1 fc0 sc0 ls0 ws0">użytych do wytwar<span class="_ _10"></span>z<span class="_ _1"></span>an<span class="_ _0"></span>ia produktów i<span class="_ _0"></span> usług przedsięb<span class="_ _0"></span>iorstwa (w<span class="_ _0"></span> tym </div><div class="t m0 x10 h29 y5f7 ff6 fs1 fc0 sc0 ls0 ws0">opakowań)<span class="ff3"> </span></div></div><div class="c x99 y5f3 wa6 h9c"><div class="t m0 x10 h29 y5f8 ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9a y5f3 w7b h9c"><div class="t m0 x10 h29 y5f8 ff6 fs1 fc0 sc0 ls0 ws0">13782,00<span class="ff3"> </span></div></div><div class="c x5c y5f9 wa5 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa mate<span class="_ _0"></span>riałów biolo<span class="_ _0"></span>gicznych wprowa<span class="_ _10"></span>dz<span class="_ _1"></span>onyc<span class="_ _0"></span>h do orga<span class="_ _0"></span>nizacji <span class="ff3"> </span></div></div><div class="c x99 y5f9 wa6 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9a y5f9 w7b h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff3"> </span></div></div><div class="c x5c y5fa wa5 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">w tym pochodzącyc<span class="_ _0"></span>h ze zrówn<span class="_ _0"></span>oważonych<span class="_ _0"></span> źródeł <span class="ff3"> </span></div></div><div class="c x99 y5fa wa6 h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9a y5fa w7b h17"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff3"> </span></div></div><div class="c x5c y5fb wa5 h9d"><div class="t m0 x10 h29 y554 ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa mate<span class="_ _0"></span>riałów tec<span class="_ _0"></span>hnicznych i mate<span class="_ _0"></span>riałów biolo<span class="_ _0"></span>gicznych </div><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">wprowadzonych<span class="_ _0"></span> do organizac<span class="_ _0"></span>ji <span class="ff3"> </span></div></div><div class="c x99 y5fb wa6 h9d"><div class="t m0 x10 h29 y49a ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9a y5fb w7b h9d"><div class="t m0 x10 h29 y49a ff6 fs1 fc0 sc0 ls0 ws0">4 150 350,42<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5c y543 wa5 h9e"><div class="t m0 x10 h29 y584 ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa prod<span class="_ _0"></span>uktów, mater<span class="_ _0"></span>iałów techn<span class="_ _0"></span>icznych i mat<span class="_ _0"></span>eriałów </div><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">biologicznych <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x99 y543 wa6 h9e"><div class="t m0 x10 h29 y586 ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9a y543 w7b h9e"><div class="t m0 x10 h29 y586 ff6 fs1 fc0 sc0 ls0 ws0">4 154 010,10<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x5c y5fc wa5 h9d"><div class="t m0 x10 h29 y554 ff6 fs1 fc0 sc0 ls0 ws0">Wartość procentowa<span class="_ _10"></span> <span class="_ _1"></span>mater<span class="_ _0"></span>iałów biologic<span class="_ _0"></span>znych pochodząc<span class="_ _0"></span>ych z<span class="_ _0"></span>e </div><div class="t m0 x10 h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">zrównoważonych<span class="_ _0"></span> źródeł <span class="ff3"> </span></div></div><div class="c x99 y5fc wa6 h9d"><div class="t m0 x10 h29 y49a ff6 fs1 fc0 sc0 ls0 ws0">%<span class="ff3"> </span></div></div><div class="c x9a y5fc w7b h9d"><div class="t m0 x10 h29 y49a ff6 fs1 fc0 sc0 ls0 ws0">0,00%<span class="ff3"> </span></div></div><div class="c x5c y32e wa5 h9f"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Wartość procentowa<span class="_ _10"></span> <span class="_ _1"></span>mater<span class="_ _0"></span>iałów wtórnie<span class="_ _0"></span> wykorzystanyc<span class="_ _0"></span>h<span class="ff3"> </span></div></div><div class="c x99 y32e wa6 h9f"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">%<span class="ff3"> </span></div></div><div class="c x9a y32e w7b h9f"><div class="t m0 x10 h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0,33%<span class="ff3"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y5fe ff6 fsb fc0 sc0 lsb ws0">E5<span class="ls0">-<span class="ls6">5 </span>Zasoby odpro<span class="_ _1"></span>wadzane z organizacji<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y5ff ff1 fs3 fc0 sc0 ls0 ws0">Działalność <span class="_ _11"> </span>Grupy <span class="_ _16"> </span>n<span class="_ _1"></span>ie <span class="_ _16"> </span>powoduje <span class="_ _16"> </span>z<span class="_ _1"></span>naczących <span class="_ _11"> </span>rzeczywistych <span class="_ _11"> </span>i <span class="_ _16"> </span>potencj<span class="_ _1"></span>alnych <span class="_ _16"> </span>wpływów <span class="_ _11"> </span>związanych <span class="_ _11"> </span>z </div><div class="t m0 x4 h6 y600 ff1 fs3 fc0 sc0 ls0 ws0">odpadami. <span class="_ _17"> </span>Wytwarzane<span class="_ _1"></span> <span class="_ _1d"> </span>odpady <span class="_ _17"> </span>magazynow<span class="_ _1"></span>ane <span class="_ _1d"> </span>są<span class="_ _1"></span> <span class="_ _1d"> </span>zgodnie <span class="_ _17"> </span>z <span class="_ _17"> </span>ustawą <span class="_ _17"> </span>o <span class="_ _17"> </span>odpadach<span class="_ _1"></span> <span class="_ _1d"> </span>oraz <span class="_ _17"> </span>aktami </div><div class="t m0 x4 h6 y601 ff1 fs3 fc0 sc0 ls0 ws0">wykonawczymi, <span class="_ _18"> </span>a <span class="_ _19"> </span>następ<span class="_ _1"></span>nie <span class="_ _17"> </span>przekaz<span class="_ _1"></span>ywane <span class="_ _18"> </span>są <span class="_ _18"> </span>upr<span class="_ _1"></span>awnionym <span class="_ _18"> </span>odbiorc<span class="_ _1"></span>om <span class="_ _19"> </span><span class="ff2">- <span class="_ _18"> </span>firmom <span class="_ _19"> </span>posiad<span class="_ _1"></span></span>ającym </div><div class="t m0 x4 h6 y602 ff2 fs3 fc0 sc0 ls0 ws0">stosowne <span class="_ _17"> </span>zezwo<span class="_ _1"></span>lenia <span class="_ _17"> </span>w <span class="_ _18"> </span>zakresie <span class="_ _17"> </span>gospo<span class="_ _1"></span>darowania <span class="_ _17"> </span>odpadam<span class="_ _1"></span>i. <span class="_ _17"> </span>Kontrola <span class="_ _18"> </span>procesu <span class="_ _18"> </span>gospodarow<span class="_ _1"></span>ania </div><div class="t m0 x4 h6 y603 ff1 fs3 fc0 sc0 ls0 ws0">odpadami <span class="_ _1d"> </span>realizowana <span class="_ _1d"> </span>jest <span class="_ _1d"> </span>w <span class="_ _1d"> </span>szczególności <span class="_ _1d"> </span>wykorzys<span class="_ _1"></span>tując <span class="_ _28"> </span>do <span class="_ _1d"> </span>tego <span class="_ _1d"> </span>celu <span class="_ _1d"> </span>system <span class="_ _1d"> </span>BDO <span class="_ _1d"> </span>Manager. </div><div class="t m0 x4 h6 y604 ff1 fs3 fc0 sc0 ls0 ws0">Weryfikowany jest równi<span class="_ _1"></span>eż zakres czynności faktycznie wy<span class="_ _1"></span>konanych przez p<span class="_ _1"></span>odwykonawców w ra<span class="_ _1"></span>mach </div><div class="t m0 x4 h6 y38c ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _c"></span>zadań <span class="_ _c"></span>i<span class="_ _1"></span> <span class="_ _1"></span>ob<span class="_ _1"></span>owiązków <span class="_ _c"></span>wynikający<span class="_ _1"></span>ch <span class="_ _1"></span>z<span class="_ _1"></span> <span class="_ _1"></span>poszc<span class="_ _1"></span>zególnych <span class="_ _1"></span>umów.<span class="_ _1"></span> <span class="_ _1"></span>S<span class="_ _1"></span>półka <span class="_ _1"></span>k<span class="_ _1"></span>ontroluje <span class="_ _c"></span>również, <span class="_ _d"></span>aby </div></div></div><div class="pi" ></div></div><div id="pf2f" class="pf w5 hc" ><div class="pc pc2f w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">47<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">współpraca w ty<span class="_ _1"></span>m zakresie realizowana by<span class="_ _1"></span>ła z uznanymi i renom<span class="_ _1"></span>owanymi profesjona<span class="_ _1"></span>listami o możliwie </div><div class="t m0 x4 h6 y52 ff2 fs3 fc0 sc0 ls0 ws0">jak najlepszej reputacj<span class="_ _1"></span>i. </div><div class="t m0 x4 h6 y53 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y605 ffa fs1 fc0 sc0 ls0 ws0">Tabela 17: E5-5 Za<span class="_ _0"></span>soby odprowad<span class="_ _10"></span>z<span class="_ _1"></span>ane <span class="_ _0"></span>z organizacji </div></div><div class="c x20 y606 wa7 h9b"><div class="t m0 x2b h16 y5f0 ff1 fs1 fc5 sc0 ls0 ws0">Zasoby odprow<span class="_ _0"></span>adzane z organ<span class="_ _0"></span>izacji [E5-<span class="ls9">5]</span><span class="ff2"> </span></div><div class="t m0 x2b h46 y5f1 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x9b y606 wa8 h9b"><div class="t m0 x2b h16 y5f0 ff1 fs1 fc5 sc0 ls0 ws0">Jednostka<span class="ff2"> </span></div></div><div class="c x9c y606 wa9 h9b"><div class="t m0 x2b h16 y5f0 ff1 fs1 fc5 sc0 ls9 ws0">2024<span class="ff2 ls0"> </span></div></div><div class="c x20 y607 wa7 h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa prod<span class="_ _0"></span>uktów<span class="ff3"> </span></div></div><div class="c x9b y607 wa8 h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9c y607 wa9 h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">823 579<span class="ff3"> </span></div></div><div class="c x20 y608 wa7 ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa prod<span class="_ _0"></span>uktów, które<span class="_ _0"></span> nadają się d<span class="_ _0"></span>o recyklingu<span class="ff3"> </span></div></div><div class="c x9b y608 wa8 ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9c y608 wa9 ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">823 579<span class="ff3"> </span></div></div><div class="c x20 y609 wa7 h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa opak<span class="_ _0"></span>owań<span class="ff3"> </span></div></div><div class="c x9b y609 wa8 h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9c y609 wa9 h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff3"> </span></div></div><div class="c x20 y60a wa7 h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Łączna masa opak<span class="_ _0"></span>owań nada<span class="_ _0"></span>jących się<span class="ff3"> </span><span class="ls22">do </span>recyk<span class="_ _10"></span>li<span class="_ _1"></span>ngu<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9b y60a wa8 h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls21 ws0">Mg<span class="ff3 ls0"> </span></div></div><div class="c x9c y60a wa9 h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0,00<span class="ff3"> </span></div></div><div class="c x20 y60b wa7 h9d"><div class="t m0 x2b h29 y554 ff6 fs1 fc0 sc0 ls0 ws0">Wskaźnik zawartośc<span class="_ _10"></span>i materiałów nadających<span class="_ _0"></span> się do recy<span class="_ _0"></span>klingu w </div><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">produktach <span class="ff3"> </span></div></div><div class="c x9b y60b wa8 h9d"><div class="t m0 x2b h29 y554 ff6 fs1 fc0 sc0 ls0 ws0">%<span class="ff3"> </span></div></div><div class="c x9c y60b wa9 h9d"><div class="t m0 x2b h29 y554 ff6 fs1 fc0 sc0 ls9 ws0">100%<span class="ff3 ls0"> </span></div></div><div class="c x20 y60c wa7 ha1"><div class="t m0 x2b h29 y27e ff6 fs1 fc0 sc0 ls0 ws0">Wskaźnik zawartośc<span class="_ _10"></span>i materiałów nadających<span class="_ _0"></span> się do recy<span class="_ _0"></span>klingu w </div><div class="t m0 x2b h29 y308 ff6 fs1 fc0 sc0 ls0 ws0">opakowaniach <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x9b y60c wa8 ha1"><div class="t m0 x2b h29 y27e ff6 fs1 fc0 sc0 ls0 ws0">%<span class="ff3"> </span></div></div><div class="c x9c y60c wa9 ha1"><div class="t m0 x2b h29 y27e ff6 fs1 fc0 sc0 ls0 ws0">-<span class="ff3"> </span></div></div></div><div class="pi" ></div></div><div id="pf30" class="pf w5 hc" ><div class="pc pc30 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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vRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3t3Hm/ZVdb5/3metfY+59yhqjIPEEKAIKDQ0iiDqAiCP2loHFAER4LYKNDQjYo4YVScwJZGsEFauhVBaXBAkUEEQQICDbRCQBCZAiShMtV47z1n77We5/fHPjdVuVXJvXVzE0Ll837VK69KVZ1z91lnn33Wdz9rmFdM3FKSUBNxs3zUHZRY736Yu6uamSZVU1V3lSTD6zArpeY8rnUYdRHus5SSS6/Sm3iImmdVEVnb9D6gHu+7cnt1CyLfSXATR0PURdy91hqm1981seGOsG/hm2xbt+E2/H+9iWv9VrPLdvpF2zrhjxzYcJB6nJFO2+mPbewDbaXCoMf/uXoiX5l6vHQaRz92WzNkdLNygW9nSVLftGG3kNa2MGg5Nu3Q+I29qUcurB6bnxg30ou9qT7Rhut1bP5u3MSTnED3awt/ctT9grjRJ9n4V3qib8+RvW1v/AdtpRu74eGbluO29Pk95iG3zpi/bX93H/0aYwvHu6Wbb7r5D920mLb1exBbH048POREh0Zv+FQOB3/C18NbqXelm5ZYPTb9hMWtddpudgm9tap8OFYtfcopIiLMI+WUzKRWEdWkIqHtaDRd7UfjZjihUmpDIuadhzTkPXc3d5WUsg4F5pxaF6lea3ijKhJdnTZpJNXcq5mZxsjigjud8Zyfeeq3PfybP/bRf7v73e96/wfcp5/1Er3mJKXXlCJSzCuGoiLJGgmZrq2MJyP3mvOor6HJRKTrI4mG1qMv9SFiKWotIb2L91Wy+jCZMELMVC2VPswkJbGU1tdSEXEVV1EtVXKSIdRJWEid78ngUkPURN1dolZJWUKlqpmERUgMKVeTqdcw1XCRlIeN2/u+V0vVJUQlpFYPCTtqyU8dIq5b6Fav8LfPTwSR7zjfzL5+jTSz0JgP7Bw6XbG1Ys4tcC7pDftfulPDAnf6cIfBA8ebuHJznm2rkU9vZBSW6pHXGpt+u+uNV/nW7xbrzrzAY0ooduLPspUhcJvfhNDtnNW65SdZfxu3UvDZ+CO3Fhg2DGPbkQLdNioMN/aQLXbUbmwwXmz1XNAT6rtvOrBzGy9ke/NdjzmS49xUOTZ33NjLP/rTejOZiITvzKVxk3aLDS/zeC296VntRzW7nug5fBMDOzf87Vf0QqbHuwrdVuZm3/QHZCtDD3DLsWQeZTb1rhezpqz0auoeqq5mKnVxqW1G4uF9tauuPfiFy6/sS58snbJnz+mn7Tltz2JjolI0hUS4Jw+ddrL36usOHV45cOCgapx66qnnnHv20kJbqmVN1uQoM8mplqIpNxYP+LqvftDXf01XPGfJksyi1i4lm3WyNi19zIuOqmYaXvtT9iz0ZZZSs+/g2qc+c/kVV17bzdbOPGPPgx/0tZ2XG14kw70Ond+Yf2U3q5184Qtf/OLnr1g5tDYej8856/Rzzj7n1D2TptFY3yk9JKvowcNTsXY2q02jFkMeG/YW1OVxcvdsFqbhcnh1GppdQ7VqhEVY1E6lsVD3pcWRiOt8gKh6SO/N3r3X7L3q2nBvcj7jtD2nn7HkqmrZpTlqDQffxgfqdnVnhMh3nN5+Eiki5i5RVEy1ylFj/bc0g25Hvj9ik6fVnXvJN/Ok3/j1Hzv6dXjUbjObrqATcewCLkcOaUhqqifcgbv+Buv6kYSdeGfy2C/remxLxYm323HKp8cuL+E7ccbGFrqfusmjtxBmNnZrtrVL2DbS2q2wJM/NmMu3+bodG/ruxxu5uuk4utjwPh57VFuoF3vcaGJZP9Y4ztFvPJDNP2L1OGfOCabk2Oyd2pH7wcf21I8ti63fnNKdPf22c+/jxj7VN72OyE4sBLqtT+WmK/DEkev/jRyqry8Qf3MOdQsxOG5my+zgaqtEx+21mkt6y9ve+Yr//RqVVmQkZl03G7Xq0Z1+2p7f//0X5CT7D6y99GWvfv0b3nbVNYfXZr2pLC3kc8469Sk/9v2P+55H5jQsKSRhdtll+373917x7ks+eO11+9dmJaW0sLBwz3ve41GP/nc/8PjHjbK0KpL1uusOvOuSf/oPj354ylpDapGUrbgks7996zu/4YFfu3vPnle+6s/e/LfvnZVeskeE1CarLCzq83/zuWeedcrlV171jGf+4qUf/VzXqXv9hgfd+0EP/trUjEX9qGkdKqI5p+olbCwme7+09gu/+vz3ve/9+6470Ka26/rFhcme3UtPf+qPPuEJjxw1Vr2aaqgcWusu/pXf/uznr5qudTk3pi4y3H6ykPRzz37yA+9/75DwqNfuW/mxH3+2+8g1wnrzsEgWtqa6NI57fdWdf+E5zxi1KuFdb9bopz5zzYv/xx++973v33v1NV3XLS8sLS+Pv+Eb//1TnvKke3zVeVUWqjSuGtpLiq1cDI7qyN3uPg5EvmPPiBoq5rq8tNBkqxtOIHXZfGmvL9tE9i0Ngdv4Vbex57GNJ7nVxvDYZrfbQzQ2v23jt0Tjf7me81a7VN1qZ/Xm5/nJtrfF5i3gm00nO3aSpFg6zr+6NbrgO9I53s6TbOOk3caRbGXG/6ajHLcy3XTTl7O9Ftj0Ufbl6/1s6yKz+Zlz69zLv932I29H3UMRkXTNtfs+9KGPm42rtLW6JVHt3fvzzzs3VNY6ec7P/dZb/+6SaWktL/Q1NdkOrnSrn7vq4l/+b//6r5/+6Wf/+OKkUdG3vv39P/fzv37FlfvFFiQa18ZdDxwu7/vARz/0z+/cu3ftZ5990WpXJ61Wt5e+9NV/8fr3fOvDv/H+D7x3zlarfeozn3/3u97zxr/6s39879+5yJeuOvje913qJp46EZEYNSILi9rLuIT8xvNf8v4PfixiOaSxCNVJdamRjkzHCBOV6tG0rVfvO5OQ5/3af3/zW99bSk22vNJ7myer07oyPXDx815w2Rcve+YznrRrsRUTEa8hH/mXT176sc+NR0vT6cxE1ELFItRSu7I69fno1lxCP/jBj1UZuVqoW0RyE7HeUpLD47YN0Vp7y61n/dzn9/+npz37M5/9Ut95EVNbXJ2lrpTX/9U73vXuDz3ue59wyil36EqMJrmWmWrddBfB23mVnMh3vA+1SzLdvbSwa3FiZuvn0PV3rreyMeVODCg6ZnaPit5aF7Wb32ndgeeN45SVNh+gGJvXQn0nXuEt0/hbmt+48UzZgXd1S2uh+hYahS7Ol+dTqbfUz40TP1ViJ44ubiufyZuzwu8mr0Y3Xrq2cSwqO/92xG3olNxCB81ONNXflvIqvrKuw+YiNXKRkcmCS+tZaxTx1DYLLsv/9M9XvOiFf/iuSz5QY7EPTZElaR8hnkWbAyuz17z2He34tKc99Qmv/bO//d0XvWzfwd5td0SOYSC6DrPjoivLf/TKv7rTHe/8Pd/7kJnXyJO16eTv//6jf//OD+05LS0stNMu9u1b69fKeJSnveUq1iyXWAzx+WJFMZqWGOvIpfk/f/EPb3zre3ufqE4kmtBSpQ2RiCa0rn+WVUST5ZWV6dLiuOvyC17wV29+8z96LKrqrKsp5a5Kk63r1sL6P/jD165M137pF/9rSpItrGk1TWosHJ5asl0lisYwQNQsRnJk3IZFmEvrMvZoXMJDXFRDS7SqrmlcPNpRXpmVP/ij173mtX/z6U9f0/V51CyazUrvmsaztTIan/KlvSsv+b1X3un8u1szdokwrzJLMuEsJfKdUMd+ft02uX4ebL3hZ77eaoey4Xsrbu5zHP/rcNNF1Xdiktq2Qu8xd9PDt7SL1iZfw9vZQeOYru9OzKGPLWS+4w2g2qRLdJy1UTdPuWk779CGomtsvh6d6yZdOnanP+57etvpS9rmeUE3zY2bbzMYt9ZVRrZ1NdjsQLayBcjGScVbGtQdO9EGX85lSE68tQljuA0xEVVTaUNylRwhtda2nZRSVtfiqT/xK5+77OpmtDTrZ804df2aaqSUq0hI0rR8YEVe8b/++ktXrb3xb9681oXa4rD/uGuIuGg1cZEaMV6dpl953m+fe4fdD3nIvd29eFtjQUKvOXA49s36XnKepLxY6qHUmiUpISFNhM8nIEub21Q9XbF3+tKXvWo2S5Ym1Ru7wfp6Np8Nc2Q/T2lyu7o6e/Wfvvbyyy5bGLe1VtHcNKOUmlnfH1rrlhYWu/5wyvmVr/qr886/+5Oe+KikrpZKldwsdkVLqIWJhYiFakhz1FeYh0iIRWTXNkJE3FVUxMVCkohpamrIez/wgd/47d/ry0hs12QyLrMuxBaXllcPde1oYTo7PJ4sppQ/9enPqaWUGjWtURMnKJHvRO/iXL9/ybF9lVDZSo3oy/UFs52RQlvo0GxrCc8dmOlxvH0d0qavR2WzDOFb3dX6hk2rN92L3VZ7b74GzKZDubZyK2ALpemtVBg2ezlbWDBDN3va22HXbHtDFr8c9522ehvpmJR4W9kT7ObsLH/Uy7ETbZNjZ+7JFgaIbnq0t9DAzpMsIN3YtMnbwtmFr7Br9TA4cdiZfL5Rc6RspfSjnK/ee81kNGkmudYyHjV9Px01yb166ZOqWdRSTPPqbPYXf/k3fam5aWddn1KS+ToFPqzuqaIiWovOirzg+b/7kG/6XyHVUoSWKl1UVxmnlIYdC5pG+1pccko+7Hke4hJqrrOyurCw65cv/vUvfuFqr01KKaSKuEWfok8uyWN945D57Vp3F42UZO9VVy0sLnbTtZyrS2/aTmcrKbXtyKb9rEltX/qI8Utf+se1jJ/xlG/2Llob9bMi0qRkIUWkqliIqvbJ1WJovrAh4Ypr+FA0HYZ8ZhXT4l7FI0L/4A9e13UTS0ulWNGpyaxWm62uJksisyb14bO1WRmPdpWi4aGSko05RYl8J9zXCJHw+RqP1Sp6lwAAIABJREFUG77cVSS2UA/ZsbU0bzIM3GINsBNfdbITdYqd2MrveLspfHnS9fHz6W2jK7zt/j9upXs38RXz5uzQKbqV9Vvslji2Y65moSe8U+lxf+4JL0OypQL+cTZK2fCQY582nej1/Mt1GuzUvY9b57JJwLsdRD43SSbVpIR4lT7lPJ2uTdpmuraya7K7W53pknvpV9fK4mSpTPumaUSl91LrzKW6DYksjxdGhw8fmkwWPNxLzHfFk6SSVMRTic6qyOc/e+X+fQdyXlLrJa2VuqJSkyxX95Q1iVqqbVNNtNY1lariEVXELGJ5eeG66649cGD/ZDQ2Ca+uEqqdSZdkZiJJqohK2Ly/G5LbNJ1Ox5PRoQP7FxcWJgvj5V1y4ODKwYPXLCzt7msnVcbteDrtxL1Jo/3XTV/w/Jf80Pd8tabTw2PUtH1RDRctJkU1VFU1bBiyqq4iJmFSQ6pLL+KiRaWqSERv2o0aU9GP/8uV733PpZPRGaudJ/PZ2oHdi1LqJKL2/TQnu9/979X1K5/+9GcPHVwxXeqnXTsZuatI4Swl8p0AdzETteEE3XZvZSe+qLaxeONXdidv86fdRrNuIzbGVv4wtveKdv7WwFd6VuPW+JZqNXGC5xZ28moWt8RbrLdK8VP1K+u+EiEKt+GLQ4gMpasQCdew2s0Wxm1EHeWmn81SamZ15Wvufa+lxT0f+X+XatN4CdFoUuqjTxZintRms6l0ZTxpzjzztP37D67WNQnTYcUTEQ3T1FlKIxsf2H+F1xAr7r1H3zTqqt6HpeRl2otkK+5FxRobZnC4ikuYihw4uH9pcbH2dXV1tW3GXosmuX77BBtmfNxwUNNsNh2N2+lsunv37nPOPvMl//3X73Pv017+P//6Bb/zotBaSh1Plqdrs6Zpaq85t2srq4uLi5/4+Mfvd/+HWkhW66UO9U9RFw11FakW6zfx1FVCw01cdSjxFRUfxmdpVDPxWt99yXv7LjotIlkk2mxep17b8XhsGk94/Hf/zHMuGi/Im9/8/p99zq/PVlOejGbdrGlyJfIR+U5Isk26yVv5CtqZdVb4stuJJtlOXfDWend4h+nVbbUF9Hb4WdeT5ki2do7bThytCYBbLPN5SNUUeaFzCxMTq52qjFSj5tkpZyz+9I8+4Tu+63siyZv+7l0//wv/c1aSm5doVBqJw+LZ61ITq4u5XPwLT3roQ77+6qsPPO83X/5Pl3720GqqlixViTWt45pnvctotHu25kttlCyRVGpufLGYu3Saw23mMWr7xZFIiE9TJE1NOVXEurRmo2alj1GeaK2aVrV2i81SSmrmnqYzlakuaCTV1dBGYiTiKUk/1ZGlb37gBb/0i//5wgv2ZJEf++Fvve7aT/3RH7+1plP7bpZyFddsufpaXpBZrH3o0v33+vouLGazvhl5H1P3RmUkoRKNel+zRxp2522q9K65RnbJIiaRJExD1GLW5VltDxZ//ZsuKTHWdDCJSWRpcxfLnk451F/9jQ849+KffcLyOFy67/oP9/u///iwP/6TvxPN1nh1PWqueYhGyHxq41FzTuKo5WqO3JQ76r+yzaUNiHwAAADAycfM+r40OUe4JXvgAx/4Az/4hGa0IEke/vBv/ZVffWXfu4sfvb+Xe21Sut/97vODP/jdGvXcc897/OO/78Mf+62UkouWUsajXLudyKe1JM0pXFJEWX30tz/iYQ99xFlnndL1h5qR5yTi/YaH1FKbPNYoD3vYw+52twvUXYpMxuOLLvqRt77tw5/6zKGwOkx+OvpRn/j4v6o8RtVENI76y+MNTvFjgtZ88zMVMwtV3bv36ssvv0JFI4Z1vnS4k+VRR21+5CO/fXlxLC4pJw+75z3vqfb26qEqasM697aeJFXFbD0FDjvH38gtvNvLLVUiHwAAAHBi3IcNx8XMaq27d+8ecoe7h9dduxcPHLzuBh3tsJTUo/uWh36Te7TZQr3W4j7fXMHM+r63nSg0ZVGpVepam7onXvSEn/6pH18am4qISameQ0bHbHGbm9x3/aS1WmutkVQkiVg944xTdu1aznm1v0FKnK/7cuWX9taQ4iFqw54LR8aLxnHjVIj6esFtmEMV7pE01xp791514MAB0QWZ5zcVEQnNGqWf3u0u50eIStRSJOfpbE1VU06l9jrssR46BEiRrHGDjb10PsZebzTuxUkeABkEAgAAAJwYVc05u/vw+4io3ptJShLqqtK2eUNNrJQupG+aJKoiVVVEYzweudemaY67uu82j614kmizZKs/+P2PaZNHDROJ0rc5ooqX2YaH1FJzzhHh7iLqEV6qiI9aO//8O3VdZ0mP7NC7nusOHFzpuypqamk9ug4vS1Rcj/Ny4oa/CdFQNTNz9/37Dviwduk8oQwBUk1FVe5w7tmWRMJTTiamSVOT+1LMUqkeEteHTQs7Jr6Vm9rbOY5+TUQ+AAAAACIRsWEydtvmGJZR0ei62Wy2MVa1o9ZMp7PVlGRtuhrutfZd1+Wca62yhe1btiilJjxms7XFhdF5dzxrYZJzo5ok5VCJlMSO2WU15zwcRtM0OYmZWZOGLUR379nVNHbcY1O1KpIsi9iQFfWGtbUthmfVZJans6nq+gbLRyWwWvs2pcl4UrqqSUUkJNx9aLTeq+Us64NOhwPQo3/8kbrijR3ByX+6EvkAAACAE+Puw9jOiAgPEam1xLBrn0TO+aiMNA8bpfQhtW2Tex2PR2raNE2ER3jf9ymloWZ48/UualmT3fVudx1PctevihSPXk1DhmrcxpRTa+37PudcSnGXCJfwIX7VWkW16zqRjbP0qteIGP5rllVsiMEhoR5Ht1XI0TXMoxdNiVrn4W02m93YEse11pxTbpKEhruIpJRKKSml9VprFV3/NdT0QqL24UXEQ8LFa60hIeoeJaRG1JivYrpTSy8S+QAAAICTpg99VNVrvdw31P0iYqgByobIJ/OJf+X6dVDc3ZKKSEq2oWyouv01rUOTq4mkdjx2jdxkUTFLIhJiYRLaHBur1kd1ig3jInU+my7nXPq+aZrhqY9+VNM0KSWvHhEiPgRCVZUQ1+Fp07xhJIlESsPP1Rv+aEkpRUQpRY631VnTNKUUUyt9FRE1K7WYWq11eFTbtvM6ns6zn7tHFM1aq3dd8TCPVMM8tK+uZtVrDClRQsRvxZ2ziHwAAADAV26/OuSolSH1RvrbN7b7y46ljhAL1VBbXwRlWPpSQ9TF5nu/b8x8EhFDpdFDVCSqqFqE9F1JqfXqx053W1wYJ4mUbSh2RkToUM4LVQtVVfMqqtaXopr6vj/qSfT6bNv3M/eSUlId1lmJ9XJiiERfqqR0eHU15SQq4Z5TrrWMR6Naa1bz0h/VyC7iaiGqXsVSY3nclfRvn/nihz/6L1dedW1YLlVDUojFkU0c4oZrip5sWLETAAAA2InIdyTsHTfU6Xwj9I058Pq1THxHcl+oH3n+EJlnvw1HeMOHRKiqex2qlyFhIsWlVPnkJz8VIXH0RrLqwzPc6U53bEdNlN7ELWlVCZ8P6AzVEA1Xd0mNJs219usHMBxMHZ7ETEOlaZrJZFRrSaZ1vpini4pIhFszGn/x8ivvcec7SKha8nCvISHioVlqXyynI4u+iLhK8TBJfdG/f+f7/vhP/vTqa64z0ZDymMc86vGPe+zu3SMXTTc9x4/IBwAAAGBjqDsSqzZNhrccn0cmkWFJlaOT6HEjjqqKakT0fW8qKiYiSfN02h8+fNir53GuXm74I+yU3bvFq6qYWY1htZfhJaqKukTXdTmLiJVS9+69IiJEN1T5pNaak5lJ27a11pSuf/7578JSKX71tde5z1Nd0ianppTSNI17aZqmRhl25Js/f2hOOUI++KGPPvfi33jcE77/+x73naedNvrwP3/ut//bb77nPe/5Hy/5neXlcVwfztmkAQAAAMAmYkOJ79hot6H6d0slDJMY9khQ8Xlf/0g1KzTkOLlv/Q8uvfTSa687IBGiUkp5wxveuHfv1ZZyrXFs9fKe97pbSFUT91pKr+sLgapqiLj761735x/5yCdns/6qq/a+/OV/mI+dyxemKu5eSjn33HOXl5c9fH03iPksu1o8Qt70xrfMuhoe4dGX/t3vfrep5pRUNdwl0vx1rx/krK+HD3d/+qd//sIXvvTyy6/9L8+6+GlP//U/+4u/ee5zf/Uh3/KIV//J64YBpHH7ODeJfAAAAMAmcW5ev6veRCtlwWNSNYcVsd7CmjLRaFVc57PoepXealYpYiuiVbRTK1Gl0ZQjtMxSuHlJosMOBxaaQz31VpabMklRq3Wu3pac+yXxSbFeRKw2uYxG3VLj7tYVESvjSTdqSva0UvOK1V2ubdUquff5AphJpIj2Im5hpmJyqInDk5Qsek1T16LW1NpHyNve/v/e8tZLp26zLJ+87KoXvuhVBw92IlUjq7eWpMZhi5jYOBV78IPPsxoiU7FDYha+4NK65HCV6C3y6//hnx/35Oc++b++7Ht/+Hfe8JZ/nZUmpLR6uNHV5L3V0AhJfcj+VuOuZ9/5tKWU89R9rGlP9bZObRI2isMTG7/tbR9+yf/+y31V9640L37Zm951yaW1rxHVa7GmmE5Frs6ja8XFfI9EGTXpjX99yd3vcZez7zz7l3/94Pnn3/E/P+3p//yhT7zjktc+6Unf9cmPX3Xw0IrqdFizM7Q7uc9fBnYCAAAAN534hoJQiBRRV6uhMqwUMoyfdPVQF7l+pU4TMddh8p6FmoqF2JGakpqIhF5ffVERdRVXV50/7VCCco35T1GX8FBxMQt39VAJEVcX8dCIoTg2TOQL21jaiWERThERF4tIfYnQFK4qVkpZWFjou7W16eznf/Hi8eR5e05tXv7yV11+5VUpL7nX1OSu99bELIf6rFu9733ve85Z5/cltc1IxJI1Hio61OjmIzy7ru4/eOhv3/JW71VCFiaT2WxafRh3amEqobXGKGezvLQ8vt/X3ffzb/qHkLbrpm1uRu3ibPWQNXltOm3H+QXPf+HfvuVtqyvdZZ+7ouusGU36fta0TdetpdREDKncJEw1ucjfvf3tj3nsI1NqUmoWlxYvuGDXGWecvmt5T4js2rXr0KFDp+zePUwbPNn3aCDyAQAAADcd+SSqiGtUc5d+WPdStLq4qYdGiLtEqLuIq7gOocd8HiVSRBrm0bmaq2kkEatiVSzWH6JiITW0uLqrhwyjM0u14lFVq0gNFRd3F7daNaqIm1erYeHDnuPaS5iur9cyjOKcT6G7flBnJNc2RCOi1hhPxrPZrOtmpXSjpu1K/6yf+hU1nXV9Oz7l8Mp0Ml4oHimP3GtETane/V53eu4vP1M85SRnnn6HZFf0nVuTVELDReqw6mbWhW7qOVtYzSlXcWuaUixCVIcFMzWsqVKmXZcaefKTL3r7u99/cFUjoi99btuw1EVpF0Zd3zXplI985AsSWWIilkqN3Iy6Mk25CW9CiksWVVepYocO932JxcWlWpvq+e1vf+cnLv1Ekyf/8VGP9ioisXr4cMieYWRnCPvyAQAAALdradj0LUJifTXKealKLNTcJDRcI2So9XnoUBu0kOzSuORQC3MZwpBmHza+02EO4Poe5Do8NkItJLsm12F7BZ3/4yEfWoRoSBMiLsnnDxlGlUYK1Tgy7y5URHX+az5rz9wasVFEa9qU3pOG+1rTqDVt6Ojwal5bXU7p9FKb0cLSWj/zcBPNqdGQxUl68e/92n3uc1ZOUjr5+q+7r9fZqFGvvR5ZCEVFtPQ52aTvSztSTd3jv//7mlGj1qiOQpsIqxouVtwjqSW5778/71sf+uC+PzhupGl0Op2GZbe81nvIuCvjkCWxsaRWk47Gua+lbSalt6GFXbKrurmILSw159zxjtftP3D4cBm1S9/0jd989tlnrq4cXFzclZNElN17dqvYfLWXYF8+AAAA4HYs5tsFmISYmw45L9RC1ZN5Ms+ynt5EwqKqFJViUVV6i2riGkWjFy2uEpLWy0vFpFPpTYqIm9swAFTdNJLVkYbJ/Fce8pSGSGhEkjAR0UhDvtIwDVMRDVepGlWlzA9/46ZzFtr33VrSyBa1O/yjT3zsL/zs0844fVT7lVpq2yyI5q6v7iHuOUmbPaW+9odO2ZV++iefcs+7nWnS19qNx/Jt33b/C+92VshKSkXDNUwjSTTibZuaqKVJNfzQky567H3ufRfxqXhVCVUX68x6lZqTNkkkop/5M5/+I191l7OjHIi6MhqpaDVtNRrVHBGqvcfBsP0X/eh3WpqOW+vWyijtVnGValJUisg01LtOnv7UH37XOy6ZjBYk6tLC+Kd+8icOH77uNa9+7Qf/76Uq5dRTT1EZ9qSQozI3kQ8AAAC4/ZnPEotI4qZdjtJ433jNHjlqkpqkaCQTSyImblKyzFLMTFeSriZZNV1Nupp1ZtKriAxlOC1J+iTTRlaTzJLOkpT5rxANs7AUNUmXo+TwHCVHGX5ckjrUGi0kSUlRUngKT9EnnZrMTHvRXlVEPeaTA6/nKodTWku6qvXgniV/xMP+3U885dG/8Ws/vbhQF8Zu0llaUV0r/YrU2Sh59Aej33fW6fm3fvM5T/yh75Dq49RYmhY/fOcLTnvZy5//9V93YdK1JL1KtZDkZmFZZqNUWlu76Ie+8788/fu1HjA/bLGStNNY0VhJsppilqTzftUkJmO78IKzX/Oql/7H/++bJmlWZvuSdSm8MVHv2lxUDozaA4965P1+7MmP8XJ1lP0LberXVpNMk0xNZklWkq1alEkrd7jD8nl3PP2Vr3jFL/38zzzuex5z3h0mL3nxC66+6uqfetazv/ux3z7KeSiceriq+cm8Eztz+QAAAICbNOwn11js2dWINhEppabv+5SyqdTat7k3bVSklE69LozslN0L1bNYcR12A8hJTWLUZokqOZmHmJRdS61qUU0ikpJVCS2WJCcTKV3SsntXs7ygOY9Eq3txFdVkYTm13pWsOVk5+6zF1ek0t5NwiZpCNFuqtSwutKXIKMf68jMual6kSbJnOXuRHNrkscn0q+9xZ6n12x/xoD951cv+7HVvecMb3rn/8LVNyuPGStdJX5cX8jlnn/6Tz3rqdzz6GyTExMIlxJuUa/iFdz3z93//RT/3s7/2D5d84OCBQ6N2aagrJunOOefMJ170pB/4oe9oW002WxjHpB2FppA2zESLylhKaXI1reJVxc+/w57f/Z2LL37ei//y9W86tDLNau4e4lnlbhfe8RnPuOhbHvrgWmenndJ2U9WQhVGbWy/aepUk6ZTdbZKqLuHypB/5vmc9++d/8llPu+iJT7zss2e/4+/f/rGP/dMzn/nM+3zN3XV9MZ2h0Le+H+BJes/ipB+6CgAAANysyCcuEvv2Hdq3b0U0lSop5Vo9mdRSU5Jdu/actjzW5Ja9un3m019KqXGxUBf1UJEwC69ldu45Z04mbc7mLiuHuyu+dFXOoxJhKhFijXgvKbSW2QV3OVvMv3jFvlKTqHmtEW7Zaq3ZzKLe6bwzc5OuvvrQ/kNTl0hJ3MOGYqTWiH5h3J5zzmkqvQ5Lx6iFJ1O75tr91xxcMbUkZqJrqwfvec/z1YqHhoxnU/ncZV/66Cc/vPfKa70P07xnz567f9V55593zqmnLraNepWkTbhI6mqtlkddFTO7bv/apz/9hcsvv2rfvusifHlx6cIL7nrW2XvOOnNXO9LqZWVldu3VByOyS5L5EqOhkcO7xYXm7DN35RQS6jVZyofXyucv3/svH/+3a667LqecU3v+eXe48MLzzj5rj5qUUr7whctDkkRWG4mXsOIeKiaxdsH552bJw7I6qyv1U5+77KOXfmLfdfsuvPAuX/u19z7tlFMti6UiYiqmUkVEIp3ES7gQ+QAAAICbjnydSu1rUck5NbWKqpXiOadhdcpS+9YWIkJzKX3JeVKLpHT9/L4QUXFRldJXy2om7qJqKtJ10TQaIrVKNKsWbXTStNnrIcsakl3G88PwmYek1Ei4eIkoOTcR4WKiWUQkiooVzyKSVMyk1D4nda/JUoSqmrtGhCWdZ1mvKalIce9EVK3tu0jWrJaVyXix9JpEchJ3CSminamYthJ5Pj0wSXW3ZLWGi9YqmsTmm1DULElUutlsNDIPN00i+fpFMmVY17RKLd6OrNYuJfVSLbUiVvpwUcui5n2pbWpUpHTStFKKqLqa9LXLSWtU87GkmqzpO2nbIqFSpetXmlHjPinuOauIuoeKmolahPQiWcVUehETTyfxjDciHwAAAHDTka9Wn2VLpdaUkldRNdNca5+yltqrhsViqItOVVPUbJoiRMxFikiIZHFVlQgJm/fAdX3/BI8QTaIhOhVXk5HUqslD+1At0UjkZBp1zVIqVZpkEq6iEhHzVKkiKhEiLt6Iilny+Q54LqKqKiERYaoREVJDRDTMUl/6nJKqiUeEzxcQzU24DI8SqWopwofd/SJUhj8vqllcqqpHDKNfk6pG1JBi6i6jWktOWSJUNcJVbag3ioiEhop6VdPqw1aHqiFmJjXELKKK6nC8qhIuqsmLqg4HK5ZqibVsInXsMlOdRKhaJzVrJM29e199Ilkk+sZyRJVowiW0t1QkRqoWQ+SLpCdvlY+5fAAAAMBNRr5IyRZChjJaTjbf60C1FZGcckjpq2QbdkevNswMc1Gpoj5fyVNFTFTMQ8RUIkxFxMNdNMxMxFxaVVMxUZMQtRQRSRtRkRBLI5FoUlYR76vmNBycafiwVqeKREgqQxHNhu0dNEVIVLEkKlprSTmrDwW6XkRTHoeIuERIMhEpIr33ZklEi2gVkXBXa8PFQ9RE1EOrpUbCQzqzYQOILK4SosNG8GYiJeVhU/jhz5NqFa0iHmKiSUM0+Xw1G2tk3q4SJqbhXlJK4o2KlH6WW5HwZBbaDENVvaaUJ8O+FSmZu6iqqYml0klukliozTdaL3VmFqZN10szqus/atg4/iRf0pIVOwEAAICbMozNDJec8nStDIPk+pmYDRVAVWnMpHh1EZcqIqW4zkPY+p54Kl6ruw8lvhpRvIqImiazUjoXL1VUTOL6TnqOoVoYw04RKUJFpO/CcpIQqfMoOUSgeR2u9hIxrDkTEbVKhHiVcBGVNF+oRGspZrkMgytdQsVMwkXcJarNlzMZNngoalpK0eHfzJNSSIhETUlr7WrtRCIiJFTUxFoJ7X0mIh4xFNDURCQNTaGq850C3UUkWarhPv8/iQhRSckialQRkdw0Ih7RSxY1CZdhgVSv5pJ8+EdDhovwiNyIlyFbi4eoSE5mKiIyGs2rjCf7BuxHncAM7AQAAACAkxVVPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAODGZZrgtuzP3/F+GgEAsMFjH/oAviBoMeDmfCJohNsVqnwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAOCGMk0AAMBXnMc+9AE0Ai0GAEQ+AABOTn/+jvfTCCeU92gx4OhPBI1wu8LATgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAcEMaEbQCAAAAAJyUqPIBAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAAAmfxGoAAAgAElEQVSAyAcAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAAAQ+QAAAAAAX9kyTXBbdujQIRoBALDB8vIyXxC0GHBzPhE0wu0KVT4AAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAEDkAwAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAIh8AAAAAAAiHwAAAACAyAcAAAAAIPIBAAAAAJEPAAAAAEDkAwAAAAAQ+QAAAAAARD4AAAAAAJEPAAAAAHBDGhG0AgAAAACclKjyAQAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAEPkAAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAEPkAAAAAAEQ+AAAAAMBtUqYJbssOHTpEIwAANlheXuYLghYDbs4ngka4XaHKBwAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8v3/7N1bd9o4o4BhSTYkbb90zdzO//9tc9u9mmkgYEv7wgkFGwinUA7PczGrk3AwSpnwjmQZAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAACwKpZSjAIAAMBNMssHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAArlttCC7Z8/OzQQCg5+npyS8IIwbHvCMMwl0xywcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAGBVLKUYBQAAgJtklg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABct9oQXLLn52eDAEDP09OTXxBGDI55RxiEu2KWDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAAC4E7GUYhQAAABuUm0ILtm/P34aBAB6/vn7u18QRgyOeUcYhLtiYScAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAIBVsZRiFAAAAG6SWT4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAABw3WpDcMmen58NAgA9T09PfkEYMTjmHWEQ7opZPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAKtiKcUoAAAA3CSzfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAOC61Ybgkj0/PxsEAHqenp78gjBicMw7wiDcFbN8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAVsVSilEAAAC4SWb5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAADgItWG4JI9Pz8bBAB6np6e/IIwYnDMO8Ig3BWzfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAFbFUopRAAAAuElm+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAMB1qw3BJXt+fjYIAPQ8PT35BWHE4Jh3hEG4K2b5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAArIqlFKMAAABwk2pDcMn+/fHTIADQ88/f3/2CMGJwzDvCINwVCzsBAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACsiqUUowAAAHCTakNwyf798dMgANDzz9/f/YIwYnDMO8Ig3BULOwEAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAKyKpRSjAAAAcJNqQ3DJ/v3x0yAA0PPP39/9gjBicMw7wiDcFQs7AQAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAIA7EUspRgEAAOAm1Ybgkv3746dBAKDnn7+/+wVhxOCYd4RBuCsWdgIAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAFgVSylGAQAA4CaZ5QMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAAC5QbQgAgEtTSjnho8UYuweMMRpb4N6Y5QMAALhZZvkAgHPbNOd22sk9ACQfACA+V1j8CUg+AICjskoEAkg+AEDgAXAs27cAAADcLLN8AMDhDpvTK6V0F044zw4uR16koXdI1nkC18UsHwAAgOQDAADg2ljYCQDswe4stvQEJB8AwHVUon4Dbp6FnQAAADfLLB8AsMZnT82t3UIz5xyWNtg8Xu/xl59001OY9wNujFk+AACAm2WWDwA4pYs6c29xMMdfl2/LfU0MApIPAODT2/KA0No9BddeOB5A8gEA99Vdhz3I4vy6TSfy7fJEB0egnAMkHwDAFRfpadMUQPIBADceUQffYNFO3YTeckR1f44xdlt3fobFk8YY27ZdnmAMGzYLXT7CtQc8vMviKxIRkHwAwC2U3qme5S26YjjFrFyINzEsAMdwkQYAYKPzT1J1EXX+kto93kopSg+4Imb5AIAThNAJn6uUcpJnjot/fPS8i7LdK/z+VBUDSD4A4IKSb9+OijGWEkK8miFSfYDkAwCu3qatSi6nMwd31GIAkg8A7saHKdUrpN5V8t7Psvtox86lnQLebxzXHUxIMaW48rwlxO7GpZQY4vaDH/bc4GlKft8FpvtDDCWFOGzX5Zc2fNjD1nCa/QMkHwBw9ZV42B235NDupXTwhdc/Y5TUHSD5AACVOLxl3JRMB9Tm4C4lhHLyl7a27lQfIPkAgAtNr897tE33Wr7u+UoplRJC/IzTBbcfyXa7zzqqPkDyAQA3H5afssvLLss4+7eJJZ59NFQfIPkAgPOk17ER9eH5eIcdyWKvlDK4FEMZ7Blz1EsuoYQPlowO12p++JXtu7ns+PKVIXA2yRAAAGcrz7Xbfg5T8zTXAwzl4NAaHsA5r0oPIPkAgItLux177/h6PFkTrl5/4uR9C3AJLOwEgLvutCMf5ODZsH2Xbg5Xe+57dl8Xit1tFo+2cSOZdVORveMJTt4DJB8AcFcBOTw9b+29lk7YWz1lbvPdDzi7r4SyyLFFm5VQUtz2FMdfMBBA8gEAV9x14dDJvY9Xfg7Kannt5WKC7iQvYe2D7/WwJvoAyQcAnLXEDrjxlu0x3+biQlpzgzi8IsKa59r4yCGGt2/11lK+Lb8sIcawfouXfV57/P34JZUSchvqOi523AwhlcUgLB3D6jOWxZFsqrtNe3huWSy6fdtPgBOyfQsA3Hs9bt8N5ao3KTnhiYW73NKGLsAFMssHADdedEff/ePpteGV7j46hg+uvFfCya6ivnz24Nrv9tZnLm/oEkIY3mn7kk7rPAHJBwAcFTDHXFxuy0MdMH91cE+Wsqbojp9s3D4y29ev9gZk9YvrH2rtPp+qD5B8AMDhvXfaG/cuVLD2BiXstFPLjmfx7dq0JQyf97Tjs6n6Np2AFw/a5xPgj3MuHwBwjqz6pMf5vNe11xUIncUHXKzov1AAAAC3ysJOALgavZ1Fht/a/UHCug1LqqpafD3n3LZtCKGEFI5bzDmcDeuuwVBV1Xg8Su8rInPO09d5zjnGmEOIh/5f6eH5eN++Pv56mcYYR6NRXae3py9hNpu3OYfVZZmLPw8v0tBbvTlczDm8QWeXH5OlocAnsbATAG4kBT/pvpt2Vdml93r33eOSCeU0o7HctwfuOHqjl68A7odZPgC4o9jrXQp8+wUMwupFGnYKpH2CcFMiHj/ftekI319v2P4Mb9eg7yY/t16VweacgOQDAP586Q0zb23k7PuMBy/sDOvCaeVmoYTTLezccXB6KzDfMk/1AVfOwk4A4JCMPKD3LueFlHVFaaEmcJPM8gHAhdbXcDbpyOuw5+4MuTi4TQwhhJjiIIriQZt7p9UDiMN/LaWUkrvdYhZWJvpKHC4o7b+cj0aie6Z1A5K7qbsQcu8AwppZu1hCjDGW99vkt0HL3c26qwgOx3zfqT/X9wMkHwDcS+zt/vVTPddez7vveXrrFnae4PhTOc0gbDmPcbhG1EwgcHUs7ASAS++9fatv++6UvRvs+7D7ruc8oJHKkVt2Hjrspxp/gItilg8ALrr0hjdeOyu105X6Yv/rvX079zq8ze23raC6g88hx7eLMfzePXNl+9ASTlF9Zcdlkr0LHg7n9Dbt3QIg+QCAvfPvs7qipO45lp/v9/PGtGPvHXwBhl58Hlm/pxrwTQm9fgNP1QdIPgBg38bbsUN2fIRTnRB4QO+VUkLYdjz9c/nimpuVUnIJMYbY7cASSighxriY9+u+E98fdbjPzfCwc86Lm8W184o793Yv/3qrUHsPPnw027Rc19vTTwrJBwCcsvdOuEdI70p3e91x97sv32zT7Tc9VIyxt5/n8sfrNufuKymlVKWcc4ypqqqUUkopxjhKwwfsHirkHEII8/k857Z7zJTS8DWufeFbxgRA8gEAh/feaR/2DIskD3+K0r9vjPHtNL+cY4wxprquuzmWzpcvX2IMacPS1OV/LupsPB6lNOq+mFJqmmZ5dm64UHPL/JvZnrt9h/rRI/kAgD/Ze7ucVrf0xf4U4mJp4vZNPnd/lrULO9ffeN3mn4voqus6pdhN6ZUSSsmz2ay7Qc65+0PTNMODWczpxRhjKFWMdV3/79uX0ah+fByXEntPt3Zade1pez763+27z48eyQcAXGjv7RmE65+ifHT73ecVl285/ARdVdV4PE4pVVUqMeQSXl/ns9mkaZqmaVJKOedFksUY26V/7f6QUuquk942TQihiiGHMJvN/vfty48f/5dS+uuvv7p7d73X3X6Rmt2l4V2MwdvtsIeVhUg+AOCzPoAe0HLh0Cvm7dWTGx8n9Gf5Fn+ez+fTafvatG3bLr7YnYm3WI25/MW1x/A+TZfz8pYwOc/n85TG8f02dV2nKrZt2zRNb9Jvrw1duIe32C77+ohAJB8A+PS5a00NPywub4KyvP/k+7d/z1C93yxuOoYtV8xbqjFIMwAAACAASURBVLKwvEZzaYJuZbfN3qrR4bN0k2lt23YbsXQH34b8MB7XdR1DybmkmEoIOZefP59zjG3ecD29GPf6LF9iKCl2l6Yose4qM8aQS5tCFWOcTprRYxqP63qUZrNZzm2M6e1ifqv1uOallW628IDjWlOne6UF58m8TX8BDntTi0D+oGQIAOCqP9Tuu1/LqS7hsPuztG1b13VVVaWUrv2+fv06Go2qqgqrE3fnHc9QSnn+9et19ppSGo/H3RGerSUAzsMsHwBcX/X1NpncMQg/vH7dcMOSdX/Yr9C6yb22bUMIKaUvXx7qup6Xtpk3IeaH8ejtvL4zhl+MMYaYc8k5z2ZN27zM5u3j+GFUP4RQ5vMm5xzD+zX3TMvc/ZvO1BySDwDY1lpnfoq1J8itLvgMe81l9e57QF/lnOu6fnwcpxTatkwmr5Nmmpv2cTQej+rlq/OdKfmWlrymVDdtO/81mc+ab1+/jEaj0WjUtm3TzkrOKSXJd+fv39P23tq9YUHyAQCnTMq95gMP2+Jl+eNyjPHh4WE0qlIK83l5eXlpmmZe5m+nv3XrOv/Q2skYY9vkmFJKoW3zZPI6m82+fftWVVUuqclNyDmlqPou5y/5AY1kaS5IPgC4oB77MKXWXkdu7fMecO2E3lcPezmLXS6rqqqqqrtC3uvrbDp97TbhjMs7b5aSS0nhrFlVQom/4yGGEkspOZQyn8cmhvDy7dvX0WjU2wWHa3zXnOrATMch+QCAE39sHV4eYOPWkeG9XPbcx6V3y8Xjv1Xl1iWd267WkGJKaTQajUaplPD6Ov/169fycXaTeqsvMMb4+yul5BjTZ8z9xRhzyYuBLKXEmN6+E3IJoYQynU6bZv79+9Pj4+NsNiv5LbYXV+074ad/IXHw+2vtSaefkY7dT3zTaa5H/jQ3Haq/GEg+ALipj7DLV184frnm5228uXzAy8e8uLJ5N7M3HlcxplLKZDKbz+ez2eySP7/2J/JKKCk1Ob+8TL59+1pX46Y0peTl1+gv7cW+jxwVSD4A+PRPeJ93+132XNnyle1tWVYvjL712ePaXWGqqhqNRnWd2hDm8+bl5aWLvbquP1yP+ifFpfJ7e3WhhDCZvMZYPT4+1nXVNCHn7JSwC3/f9f6Gn+q9vHuzbZoPV31IPgDQe3t8qN343di/8eLj74ZrLexxJFvWdnafaFNK4/GoqtJ83v43eck5d7t0dtt1XvZH3hxCKDH8vpp6CSHEEsJ0+hpj+vr1oapCKSXnvPbCfZztLfPhgxx5acrPe5mqD8kHAHfde4edg7fpInu7X6nv4Ne1PAFSVVWXdiGUyeR1Mpm0oQxPRFzc/tKSaeVsyS4Bc04plRDmbQ7T16pKo1GVUvpwIpQ/GFqfmlXHP7jq489KhgAALvmz7KZnOdWExsEFmFKq63o8rus65Zyfn//777//Ft+qqqr7jJtS2pRYlyUuH2EqJY5G41zCy2RaSqnrOqVkeeflvw39gGDILB8AnLX09roMeq+Ufs/g9ZZxbri03fY1b8PvxlgW+7OEkLs1mW0o5f35Soyh5O4MvdGoLqVM581sNmuaJuec6iqH0K2K3PaiYgwlxZhLiqW7MHoModsjNMaV13bkDyjGEkt6P5AUQgwhlhxDLDGXkEpcTbiyGI02xtC28xDCvA0vs/nXL1VV1zmHxfGVkMPvK02s/IwWGzwOL3W4mCq84TmfE0bXpo0xt09xn+oAtuzZs/z1HX+UN/9zR/IBAH/y4/UuvbfxjnHlo3aKcTwepxSaJk8mk9lsthylV2e4sHM4mzqbzeqqehiPfF6/llY8w/EsXVpyj41eeo/pbxTnYWEnAJzvE+QZrqAwfK4tm3PuuOxzeYZqPB5VVWjb0u3J2X03pXSlH153WS7bNM1sNuuWd/prrELVGlfHf7kA4A9/djzy0d7+vK7idlnYufjnpiPslnfWdV3XVYwx5/LyMmmapm3b4aN125xc64+mrP9k3+b29fX1cTx+fBjlNn7GNeK9Ka7uWXZZoS0LkXwAwJk+zh68sLP72DoajbrL6zVtnk4miymv7tIF5/8Qf3LbtxLtOnb6+vowHqUq5dXW5SZL8sM9Ng+4cB9IPgDwGfRTnuiwDWMWt6zqejyuQwm/JtPJdBpCSFVVSmnaNsYYuw05Y+yqqc25t0XnVfTe2yvYMFapSqGUtmnbtiQf79n//xqA5AOAm624HS+ON/zXqqr2etK9uq63t2TvXqWExfUVHh4eSgrzeTOZTJumWd44dDntFg+yV+8tnVIYYuyiK25bZPmHPsrnnKuUmqaZTqffvj52XymhxBB7Q7p2nNf+YTEC/8/e2yS3rjTrevlTVQC19v6OPSv33LU7bnoEnsDtO8LzcsMRvm1PwBEO+3x7LYkEqirTjQRAEPwRSZEUJeVzz91HiwRBoFDgqReZ+eY3qIG8+SmcnucHC0fvIbfs6lifxsXEtmzn+VcfM/Y8NiXO3MBxXPI5juM4zneQjo9f5B1bpA79GZAAgIjbNgDAn/XbZtPbwvdnhjKGQkeEUorql6xX/EJPSZ7qSM55bnJvAew4Lvkcx3Ec54uta/fdMq9YCh+qxEO4qmbveBxS+r5uNpssFQAtyjEPbvwoaq2MlHMutcQQEHE0zVFf4n+uJtQRGLMr342knbnbuVHt/m6nKtaDXzcXhBfNEJ9Rjks+x3Ecx/n+q9vrsjfPl5onXpwnfNYqr6+vIqKEiPSTG0lvW6uL9H1uUlQlFfTpenP99sGd3LYV+2n1NdeEp1M65xuccx9503bHJZ/jOI7jfNoy9x6LsMV68UTt3w2X3Seqj2avq9VNVRhsOXH0aPlh0wCQEMaBKqX4UvxpdeYjj+HYbXvbXwkP+jku+RzHcRznM5eb121z4BVzATEZNv5tjibzBaYCKkyxguGTAHi+krSPK+jWmlIFEaXWECMTmnEL4vj9iLLNG8XbrsIPRx1Bj53RXS+1DZWOpjG4PCgEQFUAxFxrKYKEIDR8AH/i5D8tSy5KIb70acUizVIBVMGuzuGeidcldgLaTNBxRhw4zd0/EfDd08G9++iYovN6Uccln+M4juM8dMl7qwftB/c8KrH5NjjZZk4bjv9jG+GBNeqRA94mf1o3ArU/ERFrrYQSY2jbRkTGr9jKTQUwNxfdrn1vsBKdauFObPJA085Bt6mduC6OA0FhtBJFVc1F2jZMya42mIuRf3fCHNvga4V0Rr8ffFcE3hN7GgIzu9fjN8aFpzYKNTo0gXXu2Hpa8l0kmL/iTHBc8jmO4ziOc64U/Pij/VOpaKpDAG/ckohSSiFQ32dRbZvk1+JdSikivoK6je/ldTs8JdJuGoieBeWuD2O+K948e9Nxyec4juM4T7qQffyB7a5Bzzr4ucCzjM3pLWu7x4zrdbfZbEIILvnOlHzwjVpv30RoXbfzG/qs3G8P28xm3LsfF9LujCxrt2ZxXPI5juM4zk8Ue7eqcTr24vYtrQBkK04iijEQYc71ddMBIBP7HDiHWqvXWV3nEHuPm2LeLePjNYQLnXbDHZ7WyR7oc1zyOY7jOM5PX0bfRBYCAIIAUgiBmQHh33/eSilWxedmERdJvlkLOB+5a0TOJ8rFS4t176HxPjhEjuOSz3Ecx3FuvKxcGO7NV4qL/Zwv22Ypl6e2ND/Ji5aktrG1TV8cISKmpmWmruvf1ptcKxGNem/Xh0PvO/jznmaIIAJEw2Ezs6o8bCZMZ22mMjh2qDjxkZxzczIJ1uokv/fNcixHUUT21cvpPNiLRNrebH/neK5239256/HAOQLhfAod+5U4/4dl38nTdaDjks9xHMdxnl03Tm0Udv39dv+pF3zdOW74k+QQkVqrpXGqKlJomqQKf97Wuc9F5BHy7sc/L3A+5enMQ2/zQz1RDt6qi6I+x3HJ5ziO4zjfc/26tzq8wAzw/JCF/XeKNRFRbNsiul6vu65bhKEQAF34XcYQQSX6SiP3hErj4xYv8wl/J9POgw0YF74sCO+X53nUznHJ5ziO4zhfXs6do9ZO6LeLkt/e9ZaY6s2seE9UN5tN3/dzKehcqwS+mGnnbQ/1JvYt5ydFf8qJn3bHPaj6YK8l5rFEU7dvcVzyOY7jOM430XtTzuQ5q9vz88fO9O207ZmZmRHh9c30HhKT9XwYlrYAoEoPLJ/76hf6e2fl3SmR8q4mKDfsbHnpPmf30YGKvmPHvF/456rPccnnOI7jON9nlbxcxd56qTpfQTZNw0ybTbfZbLqqVtQnoohIhLVWAEAXe1fxhRbod9WoT6JVnq3l3cKj6MlHz/nmP1ZePOo4juM4juM4jvNd8Sif4ziO8yO44hHnwc4H87xKEXn3Uwo4f8C67zCx6Pg8/REYQwjT4/8qmnOxoNzhLxUkIgUVtQgepRQEoM9lvV7XoRmDHdIWERnMPAGapvlvfq0AQEERsevzv//8UVXr3j5+Ey4a+Om1l8O+8V+/VjQ2aQCE/+f//f9EQW8U+lBURSUhVAQAAv3X379SIkQERFX655/f61x2P7SXN7u1VlUaDr7+61//appUagZVQlpMEphVURLRorjrdDDq5gGfG/ZMX3RKmM6RmeevW99CPeM8VPDSQxKREDgGnu5EUej7fKuelgc/G2NMMUxXRkQ2XT5xpfbfGl9Ru30mSxg81PfF/uvVto5LPsdxHMf5BG61HF8IvJs0nqbAImK9+GKMIZAV7202G1uU21t+ET8OEc1Ezk8Z0gfkhV3kZrSvoj9rQK6w5Txt+uI4Lvkcx3Ec50utgGfbvevg8pFQ5KT3VqsGAHIub+tNkQq78UnnJpLPAlyqSkhfrhbrTnG/qxTdzRTmXIA9WAEeTAdYSDsv2HNc8jmO4zjOJ+mxO3+Rzhqu33CdffAjIsLMKUVEfOv6zWZTa2VmRLQEVEvg9LlxE8lHRJbT+rl9Gva/+jG64qxTVoL3FZ7e/P69ojkEPMEDEdeEjks+x3Ecx/l6wvLRoQZCigEYN33puk5EYoxWVTW6dHpi5834Wh35PkHvfbUDvkIEXuHDqXCqwtFVn+OSz3Ecx3E+bY24vxQ7seK/Ipq3cMWYvmSxmYhMR2L6bYrgxRibFEV0s+k3m429OzRgGA/14GrSdqIiuOsy8umC6pnUHRDSIJhVEfHXr19zG54pfDr3bvmss1vM1SuKRc+f2Ce2VFUFvegWu+hIFjfgvivS3q307pjLO3clHnjrdFP1+eBPx2beSMNmgAe7t4OnYTsu+RzHcRznq2jFO31k/llLMowx9FVzzuv1WlXJ14u3vKZg6kVVQXXsa48it+/9DZeEeu7RyPFS3XWne+Sdbc44zns0ZL/HRXQcl3yO4ziO84j12X0/O75xTpDk/AOY/PFTSkSUc37ddPOaPRVxk/dbKzEAAGYmQhEVEYv83Hx9/27G4GNumYsU4E2+4lx/zlnEDRHnBYEfuKf02I126Wm+a9+y86LfWo5LPsdxHMd5mGb7WgcvIiGEpkmq0HXdZrOpOmZpmpMkM7hZy+1AREAA1RDCdLGISOUu8ZzDlWAPuaBXZCyf0KhX5z+/u83BbpZf5dfAw4COSz7HcRzH+c5qbb8S6YrlKTOb9ui6ru97EREi9itxV9UHAABEaNdqjC8p4l2sUM8sCr2hcrhCOF2UhjqvcLvpDXXgI5+u91zUOS75HMdxHOcLCLaFf8O+xQIAKOC+t8POThbbH0o8OxjPmX9kaqxnfxNRCAxIr2+bPveqikioIKgEuOPvstzv0sZi+CLb8NGLZD30lQi7w/n46bA8IDTLDQDQqam9qg6DB3DQp+TekuOuMTed/e93i+p08SwDQEFl9s7+5L9qcPDI39tXFu3xjl5Re1O3WyGgWWkeusdxnJbDn3ZiAlt/GjqZ071j34KA21xO3B1qHP5Q8FZ+jks+x3Ecx3m0Djy59kI9rRgG2YCnYzLnmP6biosxElER2Ww2OWdVQCQFoN29HdwhjktLPbSafvjqUo+N1qFjfCiIB0SUisYQA5OVYOnUlw9g7pcz9+2835L9zD2fM68ObICzF498j6gSIIxKeHFd5UBXvlOyc95IfX52RwxscW8o3muocFgkbittA9JgMzo+bbFSWDPp0b0bRq+boDqfW3NRqtNTF/ziCeqOSz7HcRzHeWppd/rF8z9+QC0cim9cGvRgZvPnzDlvuj6PPRiGVg0eELjnJLErFEJAIq31aWfvQSk4f9xwjjeMnj8sU4j4RnfW8fxMvUjrLh8h6IGnJ3PVVaVOe558j3ae1OA79/h5T4gOG7o4jks+x3Ecx3mo3rvVDm/rbYiITRNLkfV6nXMWhbkhp8WanDsxhZ5ijJ8bfvyU2+GYeNu3oLzuRnt8EuwiljhXd1OUzzqgmAvu0GUQTym9M99yHJd8juM4jvOkC9yb7PBYiO8cWwtEEBnMWgAAkWS2/Tn5e85HFB8CECB/QR/UD5bSXZMXevYGd5q07+52MradXqlTeuqYjmvJusQEAMCkh+J8J0J25whCV4aOSz7HcRzHeRYReMVnzwxrzA0eTlOrrNebnLP9U1QACbzs5yGzYtICIZBI/TmT/yw5d1ULwc9tqzDpPTNDYuZAQ440zSowRRXNTujapvOu6ByXfI7jOI7zOLV2RajhWFREd7jgg/sv2oqwlGJ1emYFObf9mK9NSylDzz0i0OtLm+bsWIz46vTIBCFiqTW1CdGcQJZXcD/Z8916uSsu3Jlz+PSeP9ggZLHx5CI7f6WUgkS3TnJe7m1+l1n6pUFE+5Hz+VlbT0siijEyD4q1KIhordKXXGudl+CqakqJ2wiD6yYycdtS32fbG+z+EEzmSSJCRAcDegejgsPxjz0/9sfWcVzyOY7jOM7jOJFIeUXZUghBREopOCIiwAw37brmXH21TWkPa/fnk8ZnCqoL9INOAWTc38s4KvKcj35M/s2fnkyPZ+zBSgghpYgIFsHbbHLOuSvZthk7cGwVl72+auLUlUFBcy5tkwCgVKl9rqOjzyT2mDnGWGv1+8dxyec4juM4z7IgvrneuzSWMgXcaq3MzMw7y3RP4Pw0eQ+1VgRgoicU4OfrPTjbXuhg98j9V3QmC6/L4TxWxXpFK/Z5b4yhKeVUsIdITIGZA1uzjb7knEvuc5W6MCmdbsNJMVozRiKc7sFa69vb23qNzNw0TdMkVRXRUooJTos05pznHkuO45LPcRzHcb6G3tvbOX78u6YVqu2EmVNKzAheqvccos8uCgd+tqtxzvR4V1Ad2gne6g46ndt8p+k9OW2GEEIIHAgIatVcas657/uu60YhR9MNuFDFi1xQE7iT1eeUZb1erxOH1WrVNE2MnHPt+96yr5nZ71/HJZ/jOI7jfFtteVGIz9aR0yI1xlBKVVFmtpCFxwo+U/AhqGoIgZlqVVB9WGbnpYLhWOrmMZegj9ir6DbufFmG87ut2C89a8TlHgCgbRtmAsBa63rTdTmXUqY0y5iSiIiq1Do0OBl9aJYDaKHCIwdsG+eca63r9TrG2Lbty8sq51JK8XvHccnnOI7jOE+3Yr5klYnnf9E51jJDHImZmVVhs9kgyF9//eXdF54EZibEIgJf01Hj43rvMbfk1V89eW9aTnSt0HV913XFHp9Yx4Xx0YnVzZq3yrGG8lNAz7YEhKlNw1TjN84ElZGu60z1hRBqrZPFruO45HMcx3Gcy5aMeGh9dqlD4Ed02ol353VEcDzwYpvNtw8hUORS5O1tLaKrlKwNg61TURGAFEBQAWlykph2Pf2h+7p0yqM75M2Jgxn9TqxjudGJpfb+4Jx7MWn2CQQQAAKQ6QDwmn3eAalt4DYGFQEQJNDRuWRxZS+SgjfsCDI/ADMOWWwpigcuFF6gAw+Y1gJZyqtdnPm5SwUExMMT6Fj0Gw+PoZhzDhAhgNRaEZE5DlsqgCgAUCREjCkioir8e9PVPuecLfUakex7t66YRLBrhzu3YRUEACDb2DxyRUnV7mkFAAoAqIDD/ojtBIqCiNRNJ0gvLy1HFoFa62jGC8ykKosR2O8I7095HJd8juM4zk/Xe8/2Rfu29bCXZrYQe9t187hZShGRcq6bTWfrWr/cTzPrgJgmNx3A521mcTpwdzo0fb7Ye/DdioijOt3pXyIyPDNgxohBVTebfrPpRKSooOjOKeODxt9U93q9rrWGEF6aFALlXGH0dDlxRRzHJZ/jOI7jPKPOPL1QPmhIOL1orxNRSgkAuq7b5FJKCSH4Y/6nIsbIzIv4zFPNxnvEDD/Svu9WXyq1IpO1qhMRQcAqIQQAIAvdKZRS//nzp5RSRS21U0VpNNs025WHXaDJdLfvezPw/I+/VkSh64qIWGcIx3HJ5ziO4zjvrBHv93T842vcMzPlpj5vzGxN+bquyzkLoLv8PRtEGGNEhFoVrZUbfvItcNEUnWLJZ7ZeOPe+uGkr+aMKisniZqqqhIG5iZEQFUCqEgICqKr5sjBRtXZ8hKDTU5UHiqwxndsCemYYU3L+tXqJkUtBVVn0lPdAn+OSz3Ecx3GuXyx+7kGeWMlNi8IY4zwNbFop+kLwqUCkGCMAWJmcSH3mGXhs5jw+sfNWZzQ4G6XIjIiYcw44+bCY4hv7pyOZg0vRwWUHEceaRX3YdFmM0nqzqSL/+vVXjKFWeOb543xj3PTZcRzHce13+yOclte6h73LbB6QaAlgtrGtXOf2G84TSD7zDnlHyX/6vXCPW+P+bS0PCLw5zBxjbNuUIhFh3/f//PPPerMBACJEGnpjWv89e4AyyL/dHT5ScpsTkt3jAJBSqrW+dZsKntXpfBoe5XMcx3G+ksw7vea+otLpRG7bFBg5GDyZ0sZOl+pNL07hu1Hvcd9n03uTr8NUCPR4aeFxxcUEsIsiIqldiQxXR0ROZHUu5slBd9m57L9OcZ3Z3FxnfcNVt63G99t+XJfwaaehqvPzEBHAofPBsbja1iRz9lgEdl00LVgXAjGziHZ97nKuNddaVVXMCxcAVJEJazWlh8REqJ+XebszyABVBFStr6Y1f//714qBLaTvwXzHJZ/jOI7j3EUxPmwnC71HRFPqZowBkYbiPRG/QE87bWxRTsR7Uk2fahpfPcNvc2t84OGCqTtTSlOIO4QQIwNArfr796uI9LWIdciwz34doYSz9u5d1zHi33+9xMjrdTclpzqOSz7HcRzHFdqHPvUpiaCLSIsZOcBo/AigXdf1fW96z5/0P/NUJKIQGGatNR48z88P9MHxcPTB/97sTrmkbcMU3JsU9exRSGRGIlaVvu+7Lvd9r6rWJc+q8vQryb1RD6va5BGRzWYTmNq2iTFaxNJvf8cln+M4juN8/qL/g2uySdellKwjs8X3tmU/7s/5ZMwviqXgftY1uiKx88Q0Pv+xyFlOnpdP3f2WlaoaYzRdTQS1ynq9yTl3XQcAIQQlxFEyKaolTD4tgoB7WaVDAioiEYnU19dXEfn162Vec+g4Lvkcx3Ec55Yr5nvLv/2qKitMsoBGztn03rSNP+l/TtVnEBERat3WYQLqs03mz03s/MiTEWZOKTKDCKzX/WazsXj4VNfX52y1r0QkACJDbqcg0FPKJd2bIFPNoqoioIj0fd80zaIzu+O45HMcx3FcpB3Y7Dorl+0Gg3s72tY7r+/sB1QPWO3ZIewLvIWW4xCYmQhLlW7T1VrNTB7U+kjbrodVorlS7GWv2ZsfkoXv7uLAcOmHvmv+ddvrNfsDAXC+DTxLnZYqECGoMEIKBCo7WZ06HiSeirbhnln/uwLpXVGnB8fHPIR25+V0pAogR1I6Twb98JzLrEeOyN4VEARrnDcc1bwHCZuMiyGX+rYpfd+XkidFN+xUJXCw27TWqtu8TsULZucD+7Dr8H148AgskVVAS33bdL9+vaCK2O8LjFNiaHmID2hD6rjkcxzHcZzn1XtnLoNOrLl3V2iHV4VTE+d9g8FxSYoH920FYDCrBBOgLpeheA8RLDkNt7JItweAenTFeO6yD/fPaNRaZ3z4BotL3RNEtta3xf8QPgNV1V3RtBjeTwmA4PYMFGLgNoZpFb6vZN+dgReFcfbdPg8dHu5/bHdjffcTZxz2GdFsEDx05BMcuNZqfpWMqKo59zGEpkmWK6uq//nP71LMmgWICIiWETKbNWaCMsrH4RpMcwR1d9rsXSB86Ow5MbKKqIgC0JfSiJrBKFSZZgt+bAo5jks+x3Ec55vovQd89fDK7I3zD2/qx0BEIQRAKrl0XVdrncwJf8IFxUMr17ly3lM4+GwnMBTyPfeNcNGDknM+cqtrMfmyMAx3RNM0zBxiAIW+7zebTZ/LvBXKD/iVG24By/HmJoIrOscln+M4juNct/Y9y5HibnGkqbEYAHRd1+disQ6Yubl84wuxX2Rlq/+5Ho7MKSVrnz1ktelzzSUEGLt7672n67lbnvzMKKqPnM7JVNIzn0TsbPPeFEbZGhQxc4yBiHIuv19fSymlFKlCHObdAr99EuNUEWrunSkyTmF/x3HJ5ziO4/wQqfYNjkdVQwghBABdrzddn4HIvDrhp7ZkmDtYAAAR/fr1EmNU69j9ZAv9saYQB8lXCyB97iQca/nwihmrZ9TyXdGc/f0lZgj2pKNpGgDtStm8veWcJ4MWClyqzFvG/4R7YXJtyTnnXNq2UflyvSccl3yO4ziO83xq7Uy3w3Oc7s9Z6YbAtdbNZlNrRUL9GUlrpy/MVHKWUmrbJkUupYpIjIGecq1vdZjWFQCfYA7fcOMzbgd8f1f4/o1gUq7v+3XX5ZJFREGB0Ea1SEXkWz1q+UKYS42I5JxXqwYQPbvTccnnOI7j/DiFdt2urtjb4iOL9DZRZaJaKxHWWkMIC6dQEUEiVbUWWyGEGCMidF1fSrFWy6oAtBPE2D/OWYXb+IfKu0d+UVRk3K2+v8G0W7zNxUUAW+Ayc9M0q1UTCWuVWmutNcUwDvt0CAqfnOWJVRr2nQAAIABJREFUAJqaBIClWLHZO1fh2Nw7lk554vJdk2M5l3Ow3DkOJkT67jGfWew3HaSoAEAMbBpmaD2n0LYtEKJCznW9flv33RTdhdGwSMd+Bj8q7o247TNBRF3X1foSmaSMV0pHH5fxGrldp+OSz3Ecx3G9d/0XvR/Te285bkrGyvbGP7Dr8mRCeGbn6Nl6/SZq65OxLFZVpbGUy4ob27Z9aRpQfXvrmyY8cSvqyWnmodJzmnB68IBmb3x83G4y8ibhpiaGk6oBgFrqn7e1iJRSTAoC4rzXhbqQGR8bAZHrOscln+M4juNcv1Q91hhtLqwuqlxaxE8QwOJXKSVE6PvBnHPacr919/7y7pultNVaESx9b4hUxBjbtlmlpKp9b3oYrabrKecYAAydNs6U31cs2Q/5CV0856+bOecnM588Z7D4tjXc2GoYxdfX1868OMeo+PAIgLYlke5YYpRSIrGPg+OSz3Ecx3Hldktp9K5Txf5Sfn+JPA8BMnMIgQj7Pq/X6yGmsaMfzhcMeMHHnvjq4tiZEBFTSr9+/QqEItB1fa11tVrZYpeZYbLueKIzVrumqjC0UvykG2TRknuuC48+y8BTc36eKPjxVuxgFY/MO9NYteu6KipMoxMOouwLRgcAoO/7NiYiqrV6rM9xyec4juP8aLEHN7K1uE18Y/ZxIooxiOh63eWcJ7E3qy28IKb3PRI7p0bbRBRjXK1aJsz90IFtMi8dGhU+6ykwoXUSxzPsOg/WZ97wecRpvXeOY+e72196OyBiihERiXBReDboZIv+2YEjKIAHs/bJOYtIIPKhcFzyOY7jOC4U9QFfsVymH1q1zzuJI2JqYtflzWazCKRsD/jnPbg3RcfMLy8vMQZE6Ne91Tra4MTIU7kj4LkukQ8EmRkJJYuIcOBvf2tcsZO2bZgw59JtuqZJ1pJhui90LIgE+38W6lOl3cZ+nt053QWO45LPcRzHcb132ZYKuFhGHdIVp+w6AUAAUFVUCcnyDgc5B6AAHJiA+wpdqUWBiBGxmofnjpI5Khphlr83vXn0ZFEQFdD62OkYero4MnNz/Tw/hUE21xJjfFm1MbCK1FqZzYRQVcU61G9KBQ4VVBWsSQOqqJK1ZbeTnEtuvOJsr5B6oADApE1gKQIAITZSKx4MRqolrwLAgb59okqAk5WlbieV6rHcS6EjkxaO1Z2ejuANl0MJYJFYSXsf2fle2eYXK40ekjyeZIyRmQrC69umr0Vrbn+9KAAB2gQWhILKsrzRFuftem/7s6M7jr7z50o+RI5LPsdxHMf13j13slfTNPpPgrXS6kvp+jy5rv/MJdpePwBYrVYxxhijiIy5kdu2FsyMCOZw86RnBGi69PzOHzdJEj7xyg0tOs/vZjJK1aHrg4DGEGJgEc05/7PZlJKVkAc96wrOcVzyOY7jOM5z671DZX7HOqeBAtRa+66vIlafZu6FP1D1Wc0eEZkd/8vLy0uTAKDWmnO2d+fJrlbuaHadzzlWxEPXjWEmXHuQV8vFc/Te/Tq2A0BAUlWpMmk/Zo4xEOF63a3X61prAVAVojAGeD050XFc8jmO4zjOp+q9mzjdD1siqoBVo807ksFPTcQyC34z52xSRIRaxfSejc8U6Bv/qc/cY5qJEW9dPnqedDwzuHe13jtz2O35hcn1EAIzx4il6O+39Xq9BgBkoiH3FqeqPY/zOY5LPsdxHMdl26P13r2+WtVqlhR0Xn33M/WeBfEAYLVarVaNqnZdPwX0Fm0GLCJqLoX8rC6FIQTTsXbwH7ys59tpnrCTvUD74TnPPvBdDW/jEGMARAH55zV3XZdLISJQrbUisarOonuu+RzHJZ/jOI7jPKXgvLRN31jKN+qZmdiz2Aj9ML91EUkptW2bEotAzpUArBPD1KphsDAZ/563qn9CmIemglN653VzD99TVvqs3RdDCEQUAiPC66Z7e3ubAtq1VmYOMdZZ2qf/1DiOSz7HcRzHFdfNPnUipLbsjjAz4byuqkpBTbYwM9Os37SqTt4eux6Yc723bwF6DlM/68PvAg6elp8nFkgFRlGHiKlJbdsyc8211koz15NJCc+vgqp2XQcAtdYQIhzKNpxbXD5gls7NEkMIzKGUCpOB/uwq7jmsTgd8dM/DlNh+BYjoeCnNm/T6xxD7vdprnQUndbuNpddOIdnprBc9363PJAcW0XXXrTeboUX49HSDqIJWqQQ4fsol3/mTbTlVQgieGe645HMcx3Gci+XivhI7f+m/+IgVMhGRSDEXx7tq46/Sin1yZFmtVqtVCwClVLNvOTjmtr0VhpmNJ+AzxkIR0ZbgO2dx6OHCgbX8uRcbwbo0DNp+Pv3eEXu3igqOxrM6V4BE1DQNM4jA26YrpXRdZ7fS3HPV+djIw0JvW0DVR8a5+4+2D4HjOI7zPILt/MKnj2xzQGsdESohDOaNfd8/c1+BB+siK8ZrmqZpGlWtVWqtxyJgMAslfSRV8jFS1npIvDsCC66YkPPZflEs+uPTXmY2s9OlidFqGOH19e317W292SgAMcNorzo9jCAF8qq9a++e/YdKRKReBuncGY/yOY7jOM+i9z6+wXbxvZeMd6nwIyIkEtGcS85ZarmriJqtqIdDedorJSJt26aUUkqqmnOZ0hePRfmmpEEiGBIFn2zuTaWGMUZVuIkuPWH9ssirPD3Vz3wOMoq3cw/PLkQIgXmIvv7+vbZHG5UACEWHBM7YJBDXJLefdUwU4+BwO/wO+DA7Lvkcx3EcF4Q3/OCJtyzaU1VzHtLbmMhz24ymaf766y8iqPWCVoRTNCzn/LRLWyKKkWrZto+/RzOJYzJvXzDfKbHT6jCZ2fKWEaHv8+vr62RSWkTMvgUUaq0gyl6wdztmWZ0xBMYxsRauLQB2HJd8juM4zpOKtIu74c3+3nfPVwU1P4yhdd6B9fSx7128ZY3FVaXkIlXH5mNwvwq7s2v5dLaJ7r11g8MTVZpHn1RAlZAU1OqOAodfL62I1Krza7GTpmilajsHiACIzKJQRBQJVPZO9L6DfGL4Ac2KBAITKmiV+eS4euoigCmrYYIerwk8O7HzdFUhAoCCKszMQnWc/wCIKHbJAJg5pUBEXZ/X602pRUSHTyMGYlCVUocrB7g/vQY3FwUc2zTo/PWHXkDcPTCdzhuPD53A+JugoPAwTauIpCqESKCRCUWGsX3iTpWOSz7HcRzHeR7MAhFhsEN8T96ILBrHWZ4bEdYqXdfnIkyMSGOzaTykwU4e0HvP7Pf2eTKx85SN5XJNjucc3+EhHD6GAISARFIFVFOMLy8vMQYRVZXFeU1tGLYyaZa7iEgAQExFoCpMBXD2+r0V9XunbCpIkSCFYAcxOWoomiQ8fdWOiTGFQ4rWBvgc3bjvQLtfDLZ/IIupILUSIiCWnIEppRQpxEibTf7z558Kg9pU3J4F6fuXQ3G42Yb/2ljhVgp+2sMmnD132Jd+03QVne4yJnpYKrWFuG3ep8Bjn0QEBVVFQhd+jks+x3Ecx7nDGnGMUJneU4Wcc631B7rPL5pM2H9FKjO3bRtjQARruHfpMtf2dsVnHzYHzJpV9f1kztuewjnlfAdfPzfYiCZwlIhCSm2TQKDr6nq96WuZX53v9wRofByiU78Ke6XWOj3uUdVaKz/QNtO+l4kWJsD7yQuO45LPcRzH+eYy7AHyxpqVWSGNkXMppeScYYxB/czBt9RWVS2lNE27Wq1CYBERuaB+b3eHQyEfPF8LclP8zMxM+00F4byg8UXPF3R3/3Cklu/Q7XBx95GhIx9z07YC2ufcrXPXdVWHpNNvVjyGuo1AwhDrg8WAExGO8c8mJiLa9N1DZhoMkWNV5jA1yXCZ57jkcxzHcVzs3WdpiGjqhZktftV1uZQydawW1Z8W51ssQM3ho21eQuCcy0dCEJN3yzOKBEQEDByIsOvyzjzEWZBo91xuOM9P1PLtv7j44IG+8Hvbt23LgbtSXl9f+5KlaIwRBc20cxIe30TywU4uruXtop3jWKpaa00c2qaNMaaUaq2PkXzjJQNASCmZj47/5jsu+RzHcRxXgPfKdLI9W3CvlGrN93ZLp37uaFugz5oxgFKtMk//s0jV+ddl+mgpZWoC/mznTkwwti7YToN7zr0TzzjeDfedL9JSiqXK79fXTd/V8RmHNZkcHm2IfLO5vqv3ZjPWmkMi/bV6iSGEEAJDKfLn9e1RDxeGmsGxHYh6lM9xyec4juM8tTZYrOmv++C77x7MdjugNxDnJivHltFzSaOKKQVmzFn6vogIAM33qpPbIR4+QUSEkwv3qwcWjwunm68NTfdagut0mojIHFrmWqvuBiIWQ7GTADlerMENZEREmOO/f79ONZMHgxuj7ctDI0611hgjiIYQ+r4stKhePodnmwnsBU73x3AatPMTO9+54xSQrA4TRKBW+f37dzYTHh0MWG2sL2vk96zINIwiMuVtItrpMqCAAAAhxhjbmJqmISKVWkofQio1l9rDQ7K4LZ+zltw0TYyhljy/4959OuA4Lvkcx3Ec59SKfD88MjZBhlrldCXV9x4rU1+2St7te6Git8k6WyicpxoBu+6BGQFF5UuvsBGR9p4J5FJKrdbERAmJCOQbTmNVJWKL4+WcYwhIhAKqCgocuGmaVWqYGREtnk+IqlBKfeAVx/F5Ch97kOQ4Lvkcx3Ec55TMm3eH299gaiRgca0QIGfp+/zDy2kOuJUMf4sZG95gtRGC+SLa/p9qwJlZRFK7mmo7bzaqR9SjtXo8UaR3qS3nFL4etQRaU3Wb7bVWUVFCHRU+Am31xzcApycUo/Uus6pqFSYMzE3TxJSY2U4/5+GWj6u2iK67TvCKfibXaXKotRJiTNE7rjsu+RzHcRznmkX2u976JvaYmRlz1pyLLY7h2/kWnomNxrQInqKdQ9u8G0UhiKjWakOtT5arZtIopaRw4HnB2FgcD2qzD8rs02+d/y1WGzm4EEGdeg9sE4+tTwOYJRHQrE876b56Av1iN/5wipMPTa3VlF7TpBQjEZYqfd9vzWaZiIiYuj7nWigw1AdNN1UJMYYQXPI5Lvkcx3Ec517az8JWtarpnJ0e4j+PqfmetSiYj94NE88Qh8I2GI1SnyqlzU5fTZF+xkzYr+U7u1xQYTRWZWZmyH21QN+4z/GOGHxJ0VqBTwguVd8XnMPDpLIwMiIG5peXl1VKgS11s5gTr7VqUBwmeVHd9J3981EhT0XEEMJwF/iPteOSz3Ecx3EuWjWfXiubxiAiZsq5dF0HY3qb/uDn7VObitVqFZj2XUZuNTjbgsknG3ARCSEQYS63lHwLAxvVrVvjvmZb/H3RMTBzShEASymvr53UzhQgjB5F25znb/3kwgRtSimG0LaJiEGk78ukA7cWqaKAQEw55/VmA0xFJAA/5lCZuWkamws/+WGT45LPcRzH+RprrHcXK2d6opyT5HbOGhtBzKICAAAIYPvVszIn6Pucc0bEd/eNCBVEEQKCqFo/ZxibfgmSAk2r+P1QieBWap5/LkOW6aGiMt22ijtvRPYOhoEAANFyGBW0kgKj/lq9pMQAYt3nx0NFC80h7XaN03eq+1hBRrNTVaXAyLDOGRB1Wp0P/bGn05RxYC0dkfSQcwweP8HDg6mIprxQAWx+IGAABFBFUNAaFBsKDNBX2W9SZ5dVr0p1FGu6bTNymAwwS6Bl2PXLzCqTe+Pwv2XX7VN0mAXmwgJAMaQUSpX1et11XV/LCzMSC1RCVFVCBiBURiVQQVZVPRHWe7D+wPdmrKhYsJmG7E0CVVJG3SankqiWmkL4+++/TevWWmvfZ6k2eoQos5GstYbUENKf379RCSoEDDc5ddbhsHV2Rjjqf0RElb/bZhXNIFdE3cHFccnnOI7j/GxOG7Gc89m5/b0t5XMuOWerffpRj9dJQQfpojpUNAEzRw6pCSkmEQEQ5tvHOgZ1PQthPdUyV0SYeZoMD0g6PdZ4HY8/Apj+QYiiCghExDEg6mbTv63X9hQjhADfZVqTggxGsltbJpz1eNyuZUP4j//4D2ZCpFKKXcRt2d7sEdVgTssUI+dS5/Wrt7myp5/jqDKR3WLejs9xyec4juM4F+vA5XoRUWEwYAwhMFOtUmud6vd+wlgtbAgRQFWICIYcV2hT07SRiFRURKyW7yYaD2eLWkQsVZ+5DUaMUUTvq0WvKhZbhIhFpAKEIXERN7mu1+uu71XVolt9ycD8bSYwAViTBZzPmiqzulCAWVvz6WnOQu9NpYx27zMzE/7ZdDe/4opwUMYPTQIBYowxxtO/Y1N57QHN7zgu+RzHcZwnkVv3+64LDgBRZXC2YCZVsOWgrQjHXf24tZS1qwaAECiEkFIc1sdyxyuLgGVszwDPVzlpM8Qqvk40+XiG+46IQghm/rHuy2az6ft+0EG1IiITf7/fHBw10HB5pAA0MJZH2ja11q0l7IHuFzsJtEwsChYPhDEAeMPfgunrzRpn5oc0GLd4/Z7jks9xHMdxDqz5LpUKKoJIzGySpu9zrUNhz2wZ/f0l34FAH2gIYdU0KQbrEgYKNIzwXUQmIgzB1bHF31MFLmIcvE/g/lmdqic9WvCU2DNpSoRV5N+/1+vNZrgvACxpeaz0/Kqz+uDsY0AEtFpKsnYasU1pCpShKoiMGZtEQ+PB3egozn5JiAgRN5u+1Dr1IxERJrr3z1eMMcUID0kedhyXfI7jOM6XFH6XKg0OgQhyrn3fT8E9sQQ+VWb+IQ3Yd5eWklJ8adoYWQSqVEs5m1bMdzkARPPHp6eMb0yJdnacC/uWJ4GZUwpV5J/Xt67rzGUUAEQVVKfHGV9OSOh5976qEiIzp8i/Vi80c5YdG0/gIplz9sQBpyA2EZnk67rOfgRKKbed9vMQ3/weFNVIHJgHSyRE136OSz7HcRzny8uzYx4Vp9fT+64GRzK1dF9XzP05OTCA5iyllKkOar4KnKJ88+86tttLa36u+9T5K0o86Pd/5DDGeAeoapPiql0xY62iIISoCvudCRemF8f2vBi0/X4DVmMmomYucnBRfnQa3CcKq6qIoKBksR3mpmmmhMAbrv5VzdgVdgd21DD7YhyGJMD5HoQwxhgCIeJb16/X60HdEdXZE4v5YZsT6zKX8Qv+guA0gRFjDG3bphCGWJyaDMbxFtuJ7M0m2DAJcRRXiJhS7HKeJqQp/Ftdd93/Y9w5I61Wq+HS7Fa67h2247jkcxzHcX6MaLxqNY+W/QZIOQ/9lyc7h4PS5TuPYxUeY1bMzMwvv9Kg1lBRDsmOm8kqnC5HX/JTTa0ppXecLWh1fCeeUzyGxWMLAGhXLTOKwOvr23q9lpuK0ue88QmRmM1yExFTCimlVdMwDQ5MqsqEzOH8+9eSKksp1oCx7/q7nwjuqHFVTTGGcLj1iOO45HMcx3G+mO76XCxxCwBqKWbnAO81Z/+ukAKStf9Si2WFEAhURREAAYHumGY5uSMSgTxZBu0QfrNGhczWK++6ktFzpO/520+PJ+yStW2qAJtN7rqu6zoAYCL9Mb88ZlTzr18vZiRb6zZiT3MrzrNGeAi5h8AiW+OWRz5miCEgWmvIH/H747jkcxzHcZzbK09bJTOzqpZSci46NAu4YA/fcuhijM1o1rLQNvdbdI56j1QfvsI+S5KOy6AQVIdhObEQX7x4zlSxxM7LPIdUrUiPmYio1vpnven73pI5v2V8b5G9O3c6Wa3aFAMqWHAPppRsqdOHzhxeRLQQHwBsNptSCwDd74zm7p9TjD2lpBXcqdNxyec4juM41zOZ9ZVSaq16RkHaN9Z71sdMVVNKq9UqEKiCVECSsUPY3buNj3apKvWJonxWPIUwSAsiqrsd+c6sHb3LmiwEIooxIMJm07+9vWUZxJ5F/6oqENr1/R4RIsXdnnsAKaWmadomIkKpCrUuHiUQLq4mvusCg4gKGgL3fd5sNvBAs147vpRSSlyz4ndOy3Vc8jmO4zhfax12+QL3WMjo/F3tbLl1J1l8fgzFzJZsU3SmVpFaaxVVQCQ4O5B18wX9R3a4b2CzPU0lAAWF0fxDp9Of24IQkQ3batXGGJlALZyCOrVJh90Q6KUH/K4Hz+CKwVRFi8iz6WkFnaZQzsWGfJwteNDF590dbq/FOCNVcWeizuKrCiBQCQnHKU5IITIgdrnr+9J1vUgFIksLtLZ7iPj8caKZhFsc6zTfhkmoCjzYzZhHS2rbJqWECFJFRGEcnUmHDxfi+OWY6kinu8J+REKIRPT79S2XquORLfqX3GBeiQLhdJIKogApxrZNqmImnf5/XxyXfI7jOM5347Qf5pHPwLaX1m5jOZ0b4e3uTURLMRcOhD0TvKvbH4/rbD2xwaNqBRGAxiUjjjlx88GR0a2+MtKvlxdrPzAejP1/OnhgN28PTYhVBAmlaj2g+PDdYdf7ixsrOKxVRplneu/g4b0n+XD6+CytTwkQQHEsHRza6Nn/EJOIgEDgwMwxhF6l23TWg0HNSnUmb56zjyTujs78D4TZWCjOppkJIgJQqAUBQggvLy8xxsHsRFRFhsHaa7pgfRkuE+QKIcRaay5VYHgeBLsZmDeZbtYwYhCrAKSKiG2bUgxaCzHV+s5DqMn3yCv9HJd8juM4zheWf5dWN53zuoJOZi0/cWDn6hQAEVOMTRM/dzymzmNPNVbLmXOjOk8TqDhbqut+fBqX+1RVJk4pMaOIrtfrnHMdUxm/+qJfD3WWnzqCTBHpGGPbtm3bAECtorOnOR95EjE+qxmuCxFsNvXeffC2gg0AFESVmWOMBFB0UISnHw99v4pixyWf4ziO8yO4PGkQ9huavf+pH+GMoPvniuPrCKBVmGi1ekkpWmM21XkHMHjYelJEOARRzTnf1SfmqnU56Di7zPT/Vmvu8xOJBQEVYowpRVTourxer7taptaF3yHIs6P5hlsaEVTExF5gfml/NU0iwmqZnLNM4w/qvfmlNF/Wru+3lxiHkkjFG9+fupuJ2qQUOIjKth3jnp73gJ7jks9xHMf5WXrvTJh5Z80ESEiI8t2fkQ8VSvvhE1RQkZRS27ZxMOdcLiiPjc3NV5xjW3PMpT6jXefsOEXktvmSexnHB7YgImJq2xYAci6vr2+1z4iIhJbZePM820/BatemthIIgARaBVWZedW2q9XKxF6tMneRnau+jx8GEXGgnCXXMlz0MeEU4cYPiqZg79iUMrRNQwBFBACnGKO3X3dc8jmO4zjfiqt7nZ3+CBHt++b/oJyoodJN56VTMaWmaWIMqjCF+D5RStl/751Kd4tHEni7XW2l9YGzFlVEJGIATtG6iby9rfu+BwDe68HwbNHRj2tAAGSiGGOMsW1iYCxVpxYU84TPm5z4tigO8a1bH+zSSQqCt5z520ceiJGZmUVFRJj4ye8FxyWf4ziO8825Wiwtqm72s+NO7PkiM8/5c3FC2hGTQ+HM7fXN3Nfxaa7R5Fk6roxrseK91UtLhAA6uDqq5dHh+RLi0sK2dystSykiApcvc1X1AXYlJ9xKLx2o+eHOx2e+oc3Voeee1Ne3typSct2Wt304ofGpfkZ2OkmoKmji0DSpbdLQUqXWWtV6aZocOnbu8yE9YGZ70l2JiKRK3/fH5v/N29ubhQ8RrdqWAEWqvboI8TmOSz7HcRznC+i9u7JY/OkQICFbF5ZcYoyL3M75Z/cfqJ8o1vpgHdfw8TsPIw79yAZpMYiEWpkopbRqG6JlQPXYCCxevLnGsCYNJvluGLS55WDC4O1x7MA+EmE73K0E1BoCqmjX95vcT3mG874GX7rEa5I0iKgKON6JKpJS+NX+CiGEwIRQa1URQprm3tRo/uBsnKd9nnMMU3zPmkN2XX/ivrj9r5YZdcbUpiSiqECA001x0e3pOC75HMdxnE/Te+d86upkzkV8Z+a5R0RUa805axVmZuYfdq2WQxpDWK3aGBhAdVa9d0hyAOy1vb7fgYYQLKvz665l5230Pi6Epn4Dfd+/vb1VVPiOS3wTe8MfUlUhIKWX9qVdxRhAQVXGph0o+v4g7Ediz5xOqoqEIXCt0nVdrRXu8HTj4OkjYmBerVq4Q7mg47jkcxzHcb6h+LQVnvm1iIjlCuJSz+hPGB8kBbG2ZaiqbUxtm2IgVVXZjgECLHrLHW41d8+FLzP3z+fV+UhEhIiIcHtVxtcFrfEgAAyFZKTfaqKKCCAEAmZ+eXlpm1YVVHTq2EHEQHrdU6EzPVFH11PMOeecp8dIdw07Wy0iEaWYQkCpupCpz9lc0XHJ5ziO4/w4ifVRWXKDtRQeVH0icrD53s9ozzAZ96uqIgIzp5QCkwhY7/X5sH1ubMHaoFn/A8QvLGc+co8QEfPWk8USj61E0Wr8kFDG6/T9hB8iNjE2TdOkRkVqrVa/d2n/ieuyH20zSwqw7OJjCcz3EGBEFFNE9SZ7jks+x3Ec52uuZe+0iNlN3AIY3PP38jmnJ/Tz7Uf/yp9wyWzxav3cApO9xgs/mydY7gPA5MRYav2Bsb4QQkoBYKrUUxsYHHMOv++zCWiapl21LSMi1lpMWIkI4lCLK2P2J1zctFPPV31E1HVd3/d6REbiHW5SRAwhNJFrNR8XRLhx9z/HccnnOI7jfJpQPL/GZv+Dc392AFIBUBqBrssig8O9LZ4Rd/zW0XQfzorZ8EEpVNOR4xlnfdSQcGgPbj6cSioAgCA4JIIRAKBWEA0Iq9XKrGtUh/PVWaIgzJazs/H5UNTvotJNVdXABaCojI3vzh5MmLmw3uLqKYDiNnpGCjQLlSqCnJFqJygAdhY07odmJw6oQKiIoICqqmx9CPhtve77/q+XllIaQrQAioTIAAhqAdAv8bTiwBAxCjBorUBcAHicewjw3/79AqqiVtc3t6kcepUvko6naXzgRcH92w0AdwKGuNPHTwlFNKSgAJsu5yJz35QdD9vTZ7g/CGqlinbhUFWISERECxHbu1dEAAAgAElEQVQpANfKzP96aRC0SCYis3V6V2TOHYk9Nui45HMcx3G+IeauubC2JyJmAoC+Lz+r595xTOmFEBbrwmeLoRFRrSIitjp/8gjHCQfX4Z8KinhCFCgqE5lBSIyRU0CE19d1N/SCW+GQaft1Yz0HDt56zSHRofcJQO6hXk73Y9DhlwIRkYk2m5xzfsDkmZoKAkBKCc6IRro/p+OSz3Ecx/lZzDMSB8sFi+4B1CqllAP1PPoTR6lpmnnH6qdq8zV322fCri+W2LkNP34hfbOrK3SIXZ2QQ1Br5RCaZsUM676s1+ucc62VCPCbGHYsL2MgNlNWZgZR4MVEPDA5P6gAj/eB3HlXVWOMgNh1nZno3FJ84gHZNv0RQlitVpaIfuzGPF2d6M+2HJd8juM4zhdfM563mkFEYgKAnMuivd5PdoCc3C8GR8QLtfSDmTwzhiX5175qyxDf2Dh9+5yCQ4wxEkFXZL1ed103tpE0x5ZvI/y2mN4josBM9y9NPBnfO3CzlFLMM8ZunLs+5pgOL8b4wzrHOC75HMdxHOdsvbetOkNEQlUtpY6WjwcyyuhH6r6hsfUUDj3bx+Kuqm/ev24oywSYYrMi8uUb0Ol+/dm2eIwDM1EIsRT5s34dgnvMU5vE7yT2cPe6v7SrlFIMYf8K6xl3/a1+PWDsjjDIbEJVXa/XFmqbh8RvNB12jmqoqlWIMbRtCx6pc1zyOY7jOM6x9ZypBSICpJxLzpmZLUVq/pz+xy6n5svWS53uH3+QFp4VsW7b30DzmJOOLiYtM6cUAoffb91msymlEBES2+lX++doGPOlxgHn6mb3uAcp+/ev1a9fvxCwSr1Op93psQgSiUjO2YKQt5b/h75REQlTTCmlKZ/5zKP133/HJZ/jOI5zF3F120+d6LV1ZmRviJaMzdZz7lWBmfcfz8/+1ucZ0o8vbRFRRfZFXa01hAC7DjfzkNonTSHcV+BTCi4idF0PVt7GbF3jzwn0IWKVioDMVKrc6uRsbKenBiGEKe6IYIai76kCNa/GYdKpaiUlppRSYO66zX9u/ill+DJRALBLozal79r7+xEaHqbUSQFVJmqbNsaYmiAioECEsDt1pxYMH/z9scm2eFFElGk333sIgJvASzH88/vPOP3uOPiEWEVAFRFCCH/99UvlgGnNfsnfab3nOtBxyec4juN8Q6xptYmEWquKAtLPHIdJQ4YQUkq2Zh2Cn08c4ZyKDE2pTh0UP//ArA5vFMmmwRAvW16PBYnbRxtN24QQVOX3nz+bzQYRddCN870hfH2XIeuBaS0tQDWF+PKyatqEgCoCOhvl3c899rmMTtG8GGOp0nUd3COlebyk1jnCrGtUBECbpsG9B0DeccF5ov/74kPgOI7jnF7N33u3lvwmIrVWEfmBSyQLkU2Kwpqtn/aBeJ5QwP4y167jUwUrJiFNY3xIQRUu6+ttqq9t2xSDiPz589r3/RlJtvgV7/p5urWdYOTQtm3TJASsQ1jzjr8Ml/zybN1iibDv+xOGmTd+0gGgqkQUYwQZxs1lnvOEeJTPcRzHeajY29ctiFhKMY9H+JF5TZYHaNYsIYSXZhUCHxz/py3hs57UzCyiVs4ERxLzPnPRE8KhSY7vnd2Qc5tSjDGq6u8/65xzzpmIEKGUQswwdn4HADS3F/2q1i2jMawiKhMRQYrtS7uKkaVWUYuq6f1+cy788VGr+A2Bcy7r9fp+XrW6O0rmndu2bWQquRDqk9+qjks+x3Ecx3mwyBnie7XWydMfh2qonwURSS3WZr1tmxRItyVhy4X4E15KW/haQWatZe7haWfxWQdtQRhQtZnGTNOIIqCeJ1qIkBiZYgih1vr29laGWjWstRJxk9pcswLqkM+Iior65W9PK0dsUkopvDSpikitY8PMyjQJ3Kc4Wuvo+fb2Zm6xeqd611m6rs38tm1Xq5XKcCN7iM950v8r40PgOI7jfNZCbTIpmVeswc9bM5lkCiE0TRMCqYLIlzF4XPjrLJJUP/3gDh7npYv8lFLbJhF5fR3aMFjqIDOraF8yjPJnQL/2+mpyTmLmtm3aJtU6hCztbg2BAABQnkDxDfYt1izB6kgX2ZX3k2FWIMq0NY95osnvODM8yuc4jvMjeHfRs99W+MwdTj2pJwMPmNUCzR+0Dx9BBgDr3ZyL9XMGRFaAagvIs5KyaGyQrcv1uSIAgsqT5NTpZHu4O84oYgePiCqlaZq2jURo/dwI4YbtDZaX4ND6/qDUAVFQnR4QH0yDtFXvGKSFUqooju3Hh3THQ6OyvKCqQsgKKiJEt4lnogICqgqANCEwQynF0junxgkV9Jh2JaIQQoxcRF//rLuuExGkML+yMAYOSXeu+fD1X8bEZW6AqQkLB27btm1bszwdTnIUMzZJ7RZUAFpOVHn3rIffh/nU0uEwpmlmUeLTP0pDFV8MHPj1reuqMEdBoFlTjRvdRzoEcBUYgESk6ksTX1KEWhEqqL2z842zCORlT08cxyWf4ziO8+wC8oTkQERmBIC+XxbvPSAnahKiR4THPZfSs2NARCKcrGp+/foVY7RyuMEG8EuFOk0gTbarzzZXiUikxjYSkVTZkYR6WBWISEqpaSIAbDb9erMZHk4M0+b7Lc2344CIL6sX84y1IPyTqxFiCjTkh9Pgz3PH24cIhrxr0pRSCEGkuGBzXPI5juM4X0nF3VZszBtzj53WUURFdFxAbyOB845zd9U84xd9kkACwFF5MHOMMaU0jfzNm0c/ZvLYVZtf1ic6NEQACCHUKrBjLjpMhrlBpV2CpklE2HW57/ucs4wn+F1s93eaKKjqGKbTwPzr5WWVAuz6dj65XFWVrutyznc9VIvWW941ALy8vLRtC0NcmkQqeb2U45LPcRzH+Wbi8ExxtXDwF9VS6kIYLLqQ32OVudu7+fBC9jGr+alTXAghxphSRByCYxaj+FqiQgf/RrAWbiLyPEGwMZqrIYQQQin9bgoiLoSNjf9q1YjA29t6s9lMfeTnGctfPZ4z5D2OSacIIFKaEP/662+bjSpiY2IB5zq6tjyt4uv73Pe9TJ3Q8U43ruUIiCqEEH79+mV+rTBER13wOS75HMdxnG8h5y5VI7YIm4wNVLXWZeXYiQX0DYMMdwpjXrVyVBjNWiwZcnK8/KLTZvKrMG8PeKYTISJQiTESoaoM5YV6wA3VIq7WZ2K93mw2m8GTYxkG/Fb5ewgACIlju2pSEwhARr03xT+ffGaqailFRAitEvheiZ3zxzEpJcThmcK8jNlxXPI5juM4X1jsHdzmnFcmSWDN1qvAiQS5e+uxS2v5hpWc3ubAEBS25pwpRh6W1LAdk2Nrx0cq1YPHsK+Zpz9MGiFi3/fPNrGJSEQtdbZWIdz6hegQomQRiTGmGBQg526z6a1riD2qUJF5oO+rr+xVFUVNxyIoMTcprNomBgaROvTV4OnKwhm9Bw64NJ2cvcf+eeZzmcW7UqXrulorIFscFuiO1wgRibRpUq1VVSbJR8T2T8dxyec4juN8c/YzOadkxVqriEyryYNrxMV6+uY6Z/d5/DuJnWiWi7MKw4M7PH2cUw0YSgUFHeN7MbDlQQIAjllzi+zWx1+76z5Va00pAaC1RHum2TgUqlnsbkonHsOSiogq2rZtjNz3xZTD0rBkqfS+pH3LJHFh8IMVQmyaNqXQhEg8JC0iDtP+zOn9DL8wCmMM1q7NnftAzmPasxd5ivgdu6dO3BoeIXRc8jmO4zhfD4tWmdgzSTAzPPxZEACqqKioElFKKaUY+PsEBOa+JkMC5DOtX0WkSZGISp/n/pz2d4yRU0CA9aZ/e3uzPOTv/UTGBiUSt22zWrVMBCDzgLe3Ej/z920+rq7cHJd8juM4zo9j688JYGU2P3gsQGUQwG3bxhgRzQFi6D5/ZghlHtz49MzPpawlIqJS8rMZz9jjhhgjDDEZPRSEwde3t81mY2fxLVUfWpHbKFRWTWjbtkkNIooKyDQs9I5WfI759vmaGcCaPY4jhmcOmuO45HMcx3G+z3pobm9obhDfyOD+MqxUj5mbpkkpgtWGwVfwvr9E3sPk3fJ8EOM4D3cOW1RrrX/Wm1rr56bUPm4qWtu9dmU990QEDmUsu1Y5ZzgBYKb6XO85Lvkcx3GcH4YFr6ayKPipMQEAQMAQOKUUo3lFwhRruqKj/XMaA5rom7T9M4kcQERCmuTobu9H6fu+lDp3Dfl+1otTFmKMof2rDcSRAEBqtQGhhYiB79hp/k5DuvsqAVYfHMcln+M4jvOMa5ePbDN5GA4raVAAVIRSi4io4PAIHK/56vlCfG8VboGype8fIigI4rz72r6rfr10fPDoYWzbSGzLoWqxjFZSQMSUQtOk+RAp4Dmi4oRbzOntL1WSx7dHM5eZjx9afuCkEVBFpE0vqtBXAQ4iQxeKfSGx1MI775jz4XQ8txEdqEIiTQjrdVdrbZs2hDiJGkICWYZbL9J7V4/5B54gLC4e6M4BE2FGVaYwjr2CZoLcpObvv/+y8loLeO6f9UWD/m6m8Znz7SM/QUMXjdkxwW0uhP2smWGpAqhCVlDcqdmj2YmbCdMpGyoPpTou+RzHcZwvLxq9LdVs0U3TsIQQOITFQH2z8x3jZs94akRExFZJ2rZtjOG25jKffsq6LwEPXaCmaVarlcXev/oMVNUpMnnX35y5Ayfih77Kfxsdl3yO4ziO85li9bZ7JNjGPax+jxnxOeTB/SSf6rZ/91Mhom3bEGlKkRm7rmfmGMK0Ar/umD/xTPXy99u2RcQYo12j8x2DnvM+VVUeT+ExUmp8WAMu3ByXfI7jOI7z9bTKbZfyk7QjImu2zkwwC+59y4f9JvlGX1Z8smODlBIR5izr9Vvf979+/Yrhmy1+3smDTSlN/TO+XDf5/VsyhMDMO/nFd5s8U+z66u/6imPuuORzHMdxnOVqDEdgehD+I41aUNVq2Jg5xhhCYEL9Ad0prKbLWi8S8XMdG7MS/vvPuuTcb9YpJZPmtpq/ehX+Wd6zupfJiWpq79TBWIuU6SZd1r99NWIMokr3vwrzxE4iwtvs0xPgHZd8juM4zpdd9MNhV4anXtzcar1IKjBY1wAApJTaJtra2iJ+09ddZ3fxJa7+c7ZeLDl3Xff6+hpjpBis595oEgOIdvB69VnffC5dPIcRUN+f59ZvUFWZ+csldi6GHRFLKRT4/reSdc5ERGDmj6R1usxzXPI5juM4T6p29reZCoFs6Wytq2EWRph7bMJJi8vTR7K/q70Njq6rJmNMhBssys3ekGemLAsjh0Hv6dBsPcaYUpiru+syux62Rjxpizpei9lm1skNtoMMRJT7nHO2dxGeKIKEROvNhphtig6d1AQIgeijOu3xwslmFe7a0W49Y0UQ8ddfvxYHNvjHzh49XDHfzj/Zi4Jvp29z2xsRlVKYuZSSUlSF3Pcpvtw7YmbTXESaJq1Wq+kQ92/nE00dcff3wrWf45LPcRzHeXbmK5sptmMKMJxdH7UICV7bruCznRJ1ucC1fM6UIn6GcvvEKYGAIrKV/aJPeNIWcdYvfjWQcJpv25ROBABF0Bjo5eXFOoLAhT0GnzbuZz8vzFxrZWYifnt7U6mnn1PcaG4Pgnm1WlnBqss1xyWf4ziO8zW4SWTDHr3bmnJqtn6pVPj0VeYV9i2LjyCiSDU7xBBCjIHwoymOX0IlDtFOQERU0KEJO5H986mUniJYv7RzciC/xMirKinYDYigVpv3r19/pZRCIJipIHs089WtYqfiwxijqqzX65TiY34hROrL6iXFoCoI4D3qHZd8juM4zk+Ri9M60mI7uw/a36/fmy9AT2RznVZiN5FFt1oKhxBSSsy0byKIcFlB4xeLCuLWu+WZdYXANtlU90XhFxrvIdCECqoiiAgKq9Ss2rZpGkCVKjaDppv0q+s9S1i1QB8Rvr52qkOw9t4+NJaq3TSpVAEpMURwHJd8juM4zlfRbB9ZfsHMrqPW+sFKlYO+L+cJIf3UYdz+3TRNCCEEAgCVnQpGBEW84EC/XBaoRflsRT6V/OETeraOR3TA8fILSqDplmHGNq5Wq1UMJCI2/aY25Vfs9gHPR657pKKqMcZapes6iy7DXpncPYZ6tWpDCKWUcCPHTsdxyec4juM8td6bSz4L8Y1eJnhR1dC02afbV96kL1+M0VaDeqDPtf6ITLDJyx5RZOma49zlFlYl5hBC2zYhkMjgHgSi8/vxzEcqT37KzKyqRFDKkFbwGC1qTR1VBQCISD2t03HJ962QDFhUtWQmCBxYUQCLolhKBaoP2p1GHoix1x4RWSMKVoKs2nVrFiVImUKE7ON0D6p2gA1pYFZqNImgsDCAFgLtFH8rRuh9oO6zohEFRgSAKqQILSn9JViB+kgJNNYOuH0SZTiFdCavDlg0GR8W/AhKoHAs2nN6lbZ49wpBqDoXHjoehh743Tl9PAoEBAqAZPrNNiSEWrVhWMWGCEz/wqyF1/h5fnc1+hi5e5GD4jxN10J3sDThFEQGAFUgDF1e26dED/c8wONKkbbbkl0OK7fDG8UJcbvD4bhId7T4eYYuuncqtpeZCkCb7jjtkIYxl2G7sQ/g7NR25zmIAh+4IAigIKpIyKAkBRFTk1arVQgBcej9OCg9UJrfj5898a65c3cPjBBLKTHGrqu//7wWuyWBhuG0O12RhrtcFG1e0fyC6VnXGEdLVGAAVW2aZhW5VkFRrUC8HLPTY3jiXfftdFzyfT5djqGJfQ//5b/8b//nf/2/NhtCRKUMIIIEEgldddyF//F/+O/+5//pv0/KwAAFSgBBgf/9//i//5f/9e///PP6/7d3LzuOZFsZx7+19o4IZ1ZXn0KIg3QGRzBiyAMwYMaAOQOmvArinXiHIyYIgdQTJMQAHQnR3VV5sSP2WgzCdkbarrTrdGVdsv6/UVWm0w5vb9v729fXr3xt0d9SUM/Br1t/097a6urv//bP/+Hv8vpXkvsmJFfr/vmn23/64fe6u6KgnsPU3dj0umu9a2y+WcX//Vms//Fv/uK3VT6q1NTnaxzMAW9bSdz3R3stx/e+4KK1o6CSF7Tp3/fzwxuUYmblic3ZLyzhr7izYtc6zx292Iasnf6hHd7mPVNat4PjZ8rzxB/nnGoys5iZzGXzwtE57+2PS3lJWeJgfHKcpmEYMvPm/m6KZrtOiNyVtj30Q+jk/G+79HF33Vi7zLwaVuLwdBD5XirrImTq7T/+87/+5d9+aPFdepE1KZTVsksndXy01uTyv3/9+58UKffJomYoPMrd1d39r373r9frdz9d+W/Ww401yu05jHnzx2He9+u/+kvZah6fmWpW3We2/538dz9+JyfyPVMDp2m6sulaiuxbaW//+/bdz1Vqt8WVVsI2RcPnbdPvZ2/Ou3R87RtCfGgx7Fri23b78niGb7faZs4dAcu9W/bjvZfUj6/9uISj/26ftKctYsbhAGme6kWwEz95mMC5HaeK5qX0fXe9Gvq+lzRN0xff7fIRlFq9lvv1erPZ7D+UcheS92Udi8Ccu19dPsS3bJnMKbrW2vclIvcvAUDke1F6b01h6kuN9JRbSFIza56hyLSklD5SM+pRSYZCZio5yaoVSa6qrr9rMVz3m6t2u1lHfUW5Pc936uv1zc83MWZU2ZVMU45j8ao0b9dZ3mT/Nu4pqOcJ3FHafYloHpswZRvvbmRSN0XElKtiq8/2Js2cD2PQ7vy95eI9fRP93/sZocuBlF27c7F/6QcnhhdRbvuOgKPnZReX7R/66y8l6R3kNdcy7+WjrVQOlnjmMhduj5HYrW7N5duwZWbn5dX19Wo1uGneNqmUosdTdl9ApTo+BKUbuohcr9exWCibpjD5biL5Qyaz/Vzt7aipffhDz3lvtVq52dSann+fGIDI9zm+3sfwYp2bhU3rjXdhJrNmmkxuSqVTSs/0TZoWFhpckporNaiuxtLl7TiEdX7VJkb5nsVby+rWdytNrjG1GktvY1jcm3feNE3jbel7Cuo5TPYqrKs2Vhtb+nWzP1q9KZKauw+lDcWP5id+wubXcneWeZLnC2tifsTm6Tf43M00dwV8rgKJcw9oFzT647Jdh071iTz80I9v8zBT0x7lPTsRaOcAc/yQmc1TpdSrq6thGNwt37Nt0kuqjcvOFJPGcZzaND/f5dOcz97IJ6Zl705izAsWbRZZxLYu1FpXXZ3rti36egAi3wv6GotOxXNSZ0NfVy2Lzx87Ic8wmYJCe64WRHiUKawVpSZTk1aq1YY3muJeVdY7ke9Z9FZcVlqrm1BkWFtrWum122spWrm/76YpGWJ9Jq/Cc5JcTSEfPdaKVJbvFOmj5PqF8zqXk+7O3mz5j3mjvJOTOZdtrw8d6zu+kkt+cnw3564/dcEE1Mt3/yulHKwLegGHXB9XkstfyvnG0zT+8kLYN/Ejcr+YShcsDjx7racX4X3oOQ0PGxHt6rxy95/dX0ceHf/wMDkzU6mnJho+TAadX4hdQnGz1TAMwzD0nZnmY/fm8b3lFkpfTkh730fE+99u9sQb2d1bi3EcW4RZeVi4aIs/t/m9nvuSdt9unWOXv8RSRsz34u59LbX6OLZFDcjd/jv69ia3g8j3Motkklmoy9K8amrRJMswy5BbWLCc7ONnve2Hd8mi4ulpk2pKNmlz13L9Tu3H6/juzt92heJ6DuO4uc7IWjdDUXFX18knVz+MUpTIVevuChsXPYuWP3vUPiZZbtxabeu4y5Tlrby2ri/+6d6J+6bMcvuE5Q4u+39fuG3JyVB0/CfHB6+fb8g+nmI6X96j4Y701AcfNXZwsnNmZIa7l1KGVbef4bm4vLhkEPYTt8uPi/248b0s6uOR2yc29zczM58359xv8JO7oLJMRE8XdXHf3dvDRig2bxSkXSfF2Yb1xb9f1tjDBZlxefN9F/zycA/Y+Q2zm5npUlhqPsptrpjzVp4puZnPq9Ei49GSs3QLmw/8SLmslHI9rIZVV73sBvTO166z76+PVameuOflaS5PdI5sdzB9/JbfH/vp7rWWd3d34zgqcz4Fcv5Vxlw7tkXsiz6LbK2V7YQszw+bHuzuEdMwDNdX2242N8tsZr6spXrPVM8L99FhjiiIfF+EsAxF1u52fbtpU5rMqxQyt3Spk9Pw/ch2X6GmMNVcSyuphEpJeVyXHOv659LedKtiRL5ncTXUqxvdjetWmqoUtfP6zjbFb0tWy5LWs4r12VrnN6ZXytrMo9it3U+DdUXSFLGJ2qRa1H3iwDDHp+PxveNs9geknX1uvDyJnWic2aIlKqWytXZ4z+lnA97B5S2Xpc1/NLftaleKl4zQo7D3Ij6BP3C8YjvJN20egZmm6SEqv/8Q8JPVYG6fR6Qy5lo3Ta21ts+TBwn8xFf2xRfvh7novTn/kuuPiIOho2yxzW0mqe2rk1lGhFIRbX5WuTu53ucHXq5Di1DuDnistS91ddW7uRYjS58rMJytJ8tuhffNLDh7TuBcMnNPUyllmtpms2mtLZfTllLc3UzFHsqvyMK2GwubWS5m69qFhzTEJEVm1lIyNY6Tme3f5ss9eV7S8D6IfN+uZp3MI1V81XnXwlvL+Wssslp24mi450rbUqaaaklFqFhq1LTxcbqe7PVU+429ofCfx6Z7d6W2UrfxJt0rV9po1ZUSrujuTDddStcU1LPootlVy0GWsiltbPJNSlN1S3O1vJN9ish3sChofxjDE82+ExMy9egk7vd37Z9vO55rVB3Ordrnt+0TSeXjVHb8sJnt4DqPz92qtZbq82HrywPrXkycW7Zf3/fSHEzMm0fmSinSdu+Wg1G+U9NuTzyy9qN8u6y4e+22Ezu3OeqJJ3j5HjC75nvENifuFyJmxPmCfDyx8yFH7EcLffd4tk0IqTBLc82dEu7bU0PcrMhinkn4+FvQU1KW7c6cq67vcjea9XCEwBdTtZ4e1DqY5PnUh8aids1JOCJqrV1Xbm7uxs1GKXOz3dzKaC1bzCej2zxjNne1peS8bC+X5/ItpuE+/UaIiGEYVn2/vf6M/au5W49pF75xONoBRL4v3uRhKtL3fenifvDKuXyf5stjVSPdLKZqkpncXKubUv79T968ublfv/n+f95OQ8emkc/i7fV9f9Pu63d/+v0r3f6o1a+VXpsrruTdq/zxN3c/rPLXFNRzGLsbm971rTONsV5ftc1v43a4la6uM2UZ9eT5zB/u7ACdLVx+8t7yFIeT93aieyc+wvjY8QDdYRvL8myLa38l++RwMOBTig+rzmSRkcqTke9Lbthdcm1Pz0DbFkg+mn0XrUm23MH14K78ksWZpeza2TLF/tTHWmtGSsqIs3MLzt4gdvt27OcQHjzfWmvZnI98soPN2/bTU7b3NuW03cBzlwRLcXc3z4gWMbn5NrZJ85F67XFe9ZQXd7dh1fd97+6ttbItpVSZpyvb8eFzn6YGHnTEPJH3jmcRn7zx7re27KnZ9zS5e4TGcdy+xJFhMdeKYRjqXCy5rQPzkOA84B/z/M95ADB3pyVeosjMhmGQbJqapG1Hj+yJ+atf6ZH3+AYxNn30ud5G82maJtPKvUomi7RJFilTmpGTP3ra230ze/VNbty8RpUsUmu1cX1f0zzKpvTGKN9zfZePUufRlS6tm3qZJo+qKe97+X3o1oolq1if60NHqrI0m9Ik9SXr68wpfNN7n9Hn+hceinj55/z7Vnw9cc/75truLId5Tp4yH5p0R4+isz85K1p7GNabG4RHG/odNI6PR4TO3kC7DRsiwx9mkcXjEvgSJ5xfOAnwxPDdqa6B/arI+X9uSllmulvEwwPtJ9P5uaKW1FKpbW+G7eJ0ShHbJWu2O7rgqes/m+q1HeGxxQOXYrl7ShHN/OwrmI+eyskHOnEKeJpSke7z2QFlvty5wNJkdjh0qMdDeZlp7qm2fAYm/1rq2CUfI/loUoLXZjAAAAITSURBVMA8Imr7jXsiti/W9q09n8GQUmQt2w02TabtSsmHM1Xm//qHtHDnBF7MtP8Y2W8jNH8OPI7bD3vJkOtA5PuqAwg+R/A4bGocbCbBp+onczwOc8lyF3yUop5bEtR54CtqKvBWBfAlY8AKX0cCpO37eeM3PmVRH+48CQAA8EsaGwxqAQAAAMBLxUwtAAAAACDyAZ/c2e3ggZda86ntAADgY2FiJwAAAAC8WIzyAQAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAEPkAAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAEPkAAAAAAEQ+AAAAAMAX6f8B4wULpM6c0aEAAAAASUVORK5CYII="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">48<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h26 y526 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 18: E5-<span class="ls9">5 </span>Odpad<span class="_ _10"></span>y<span class="_ _1"></span> niebe<span class="_ _0"></span>zpieczne<span class="_ _0"></span> i inne niż niebezp<span class="_ _0"></span>ieczne wg<span class="_ _0"></span> metody zagospoda<span class="_ _0"></span>rowania<span class="ffa"> </span></div></div><div class="c x5c y60d waa ha2"><div class="t m0 x2b h16 y11c ff1 fs1 fc5 sc0 ls0 ws0">Odpady skierowan<span class="_ _0"></span>e do odz<span class="_ _0"></span>ysku<span class="ff2"> </span></div></div><div class="c x9d y60e wab h17"><div class="t m0 x2b h16 y53b ff1 fs1 fc5 sc0 ls0 ws0">Jednostka<span class="ff2"> </span></div></div><div class="c x9e y60e wac h17"><div class="t m0 x2b h16 y53b ff1 fs1 fc5 sc0 ls9 ws0">2024<span class="ff2 ls0"> </span></div></div><div class="c x9d y60d wab ha0"><div class="t m0 x2b h16 y5fd ff1 fs1 fc5 sc0 ls0 ws0">Mg <span class="ff2"> </span></div></div><div class="c x9e y60d wac ha0"><div class="t m0 x2b h16 y5fd ff1 fs1 fc5 sc0 ls9 ws0">1836820,45<span class="ff2 ls0"> </span></div></div><div class="c x5c y60f waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Odpady niebe<span class="_ _0"></span>zpieczne<span class="ff3"> </span></div></div><div class="c x9d y60f wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y60f wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">10,44<span class="ff3"> </span></div></div><div class="c x5c y610 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Przygotowanie d<span class="_ _0"></span>o ponownego <span class="_ _0"></span>użycia<span class="ff3"> </span></div></div><div class="c x9d y610 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y610 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y1e1 waa ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">Recykling<span class="ff3"> </span></div></div><div class="c x9d y1e1 wab ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y1e1 wac ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y611 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Inne procesy odzysk<span class="_ _0"></span>u<span class="ff3"> </span></div></div><div class="c x9d y611 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y611 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">10,44<span class="ff3"> </span></div></div><div class="c x5c y612 waa h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Odpady inne niż<span class="_ _0"></span> niebezpiecz<span class="_ _0"></span>ne<span class="ff3"> </span></div></div><div class="c x9d y612 wab h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y612 wac h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls9 ws0">1836810,02<span class="ff3 ls0"> </span></div></div><div class="c x5c y613 waa ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">Przygotowanie d<span class="_ _0"></span>o ponownego <span class="_ _0"></span>użycia<span class="ff3"> </span></div></div><div class="c x9d y613 wab ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y613 wac ha0"><div class="t m0 x2b h29 y5fd ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y345 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Recykling<span class="ff3"> </span></div></div><div class="c x9d y345 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y345 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls9 ws0">1825658,67<span class="ff3 ls0"> </span></div></div><div class="c x5c y614 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Inne procesy odzysk<span class="_ _0"></span>u<span class="ff3"> </span></div></div><div class="c x9d y614 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y614 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">11151,34<span class="ff3"> </span></div></div><div class="c x5c y615 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Odpady skierowane<span class="_ _10"></span> <span class="_ _1"></span>do<span class="_ _0"></span> utylizacji<span class="ff3"> </span></div></div><div class="c x9d y615 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y615 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">12777,16<span class="ff3"> </span></div></div><div class="c x5c y616 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Odpady niebe<span class="_ _0"></span>zpieczne<span class="ff3"> </span></div></div><div class="c x9d y616 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y616 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y617 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Spalanie<span class="ff3"> </span></div></div><div class="c x9d y617 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y617 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y618 waa h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Składowanie<span class="ff3"> </span></div></div><div class="c x9d y618 wab h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y618 wac h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y619 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Inne procesy unies<span class="_ _10"></span>z<span class="_ _1"></span>kod<span class="_ _0"></span>liwienia<span class="ff3"> </span></div></div><div class="c x9d y619 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y619 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y61a waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Odpady inne niż<span class="_ _0"></span> niebezpiecz<span class="_ _0"></span>ne<span class="ff3"> </span></div></div><div class="c x9d y61a wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y61a wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">12777,16<span class="ff3"> </span></div></div><div class="c x5c y61b waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Spalanie<span class="ff3"> </span></div></div><div class="c x9d y61b wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y61b wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">13,10<span class="ff3"> </span></div></div><div class="c x5c y61c waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Składowanie<span class="ff3"> </span></div></div><div class="c x9d y61c wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y61c wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">12755,90<span class="ff3"> </span></div></div><div class="c x5c y61d waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Inne procesy unies<span class="_ _10"></span>z<span class="_ _1"></span>kod<span class="_ _0"></span>liwienia<span class="ff3"> </span></div></div><div class="c x9d y61d wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y61d wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">8,17<span class="ff3"> </span></div></div><div class="c x5c y61e waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów nie<span class="_ _0"></span>bezpiecznych<span class="ff3"> </span></div></div><div class="c x9d y61e wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y61e wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">10,44<span class="ff3"> </span></div></div><div class="c x5c y61f waa h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów innyc<span class="_ _10"></span>h niż niebezpiecznych<span class="ff3"> </span></div></div><div class="c x9d y61f wab h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y61f wac h9f"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls9 ws0">1849587,18<span class="ff3 ls0"> </span></div></div><div class="c x5c y620 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów pro<span class="_ _0"></span>mieniotwórc<span class="_ _0"></span>zych<span class="ff3"> </span></div></div><div class="c x9d y620 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y620 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">0<span class="ff3"> </span></div></div><div class="c x5c y621 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> wytworzonych<span class="_ _0"></span> odpadów<span class="ff3"> </span></div></div><div class="c x9d y621 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y621 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls9 ws0">1849597,62<span class="ff3 ls0"> </span></div></div><div class="c x5c y102 waa h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Całkowita ilość<span class="_ _0"></span> odpadów nie<span class="_ _0"></span>poddanych recyk<span class="_ _10"></span>li<span class="_ _1"></span>ngowi<span class="ff3"> </span></div></div><div class="c x9d y102 wab h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">Mg <span class="ff3"> </span></div></div><div class="c x9e y102 wac h17"><div class="t m0 x2b h29 y53b ff6 fs1 fc0 sc0 ls0 ws0">23938,94<span class="ff3"> </span></div></div><div class="c x5c y622 waa h17"><div class="t m0 x2b h29 y623 ff6 fs1 fc0 sc0 ls0 ws0">Wartość procentowa<span class="_ _10"></span> <span class="_ _1"></span>odpadów<span class="_ _10"></span> niepoddanych recycli<span class="_ _0"></span>ngowi<span class="ff3"> </span></div></div><div class="c x9d y622 wab h17"><div class="t m0 x2b h29 y623 ff6 fs1 fc0 sc0 ls0 ws0">%<span class="ff3"> </span></div></div><div class="c x9e y622 wac h17"><div class="t m0 x2b h29 y623 ff6 fs1 fc0 sc0 ls0 ws0">1,29%<span class="ff3"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y624 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf31" class="pf w5 hc" ><div class="pc pc31 w5 hc"><img class="bi x0 y625 w6 ha3" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls1b ws0">49<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h11 y626 ff6 fsa fc2 sc0 lsd ws0">Taksonomia UE<span class="ff3 ls0"> </span></div><div class="t m0 x4 ha4 y36 ffa fsa fc6 sc0 ls0 ws0"> </div><div class="t m0 x4 ha4 y627 ff9 fsa fc6 sc0 ls0 ws0">Wstęp <span class="ffa"> </span></div><div class="t m0 x4 h6 y628 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _10"></span>Kap<span class="_ _1"></span>itałowa <span class="_ _10"></span>MIRBUD <span class="_ _0"></span>ujawnia <span class="_ _10"></span>w ni<span class="_ _0"></span>niejszym <span class="_ _0"></span>raporcie <span class="_ _10"></span>i<span class="_ _1"></span>nformacje <span class="_ _10"></span>dotycząc<span class="_ _1"></span>e <span class="_ _10"></span>zgodności <span class="_ _10"></span>z <span class="_ _0"></span>tzw. <span class="_ _0"></span>unijną </div><div class="t m0 x4 h6 y138 ff1 fs3 fc0 sc0 ls0 ws0">Taksonomią <span class="_ _1e"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _1e"> </span>z<span class="_ _1"></span>równoważonej <span class="_ _1e"> </span>środow<span class="_ _1"></span>iskowo. <span class="_ _1e"> </span>Obowiąz<span class="_ _1"></span>ki <span class="_ _23"> </span>z<span class="_ _c"></span><span class="ff2"> tym <span class="_ _1e"> </span></span>z<span class="_ _1"></span>wiązane <span class="_ _1e"> </span>zostały<span class="_ _1"></span> </div><div class="t m0 x4 h6 y33a ff1 fs3 fc0 sc0 ls0 ws0">wprowadzone <span class="_ _e"></span>Rozporz<span class="_ _1"></span>ądzeniem <span class="_ _e"> </span>Parlamentu <span class="_ _16"> </span>i <span class="_ _e"></span>Rady <span class="_ _e"> </span>(<span class="_ _1"></span>UE) <span class="_ _d"></span>202<span class="_ _1"></span>0/852 <span class="_ _e"></span>z<span class="_ _1"></span><span class="ff2"> <span class="lsf">18<span class="_ _0"></span><span class="ls0"> czerwca <span class="_ _e"> </span>2020 <span class="_ _e"> </span>r<span class="_ _1"></span>. <span class="_ _d"></span>w<span class="_ _1"></span> sprawie<span class="_ _1"></span> </span></span></span></div><div class="t m0 x4 h6 y33b ff1 fs3 fc0 sc0 ls0 ws0">ustanowienia <span class="_ _c"></span>ram <span class="_ _c"></span>ułatwiają<span class="_ _1"></span>cych <span class="_ _1"></span>zr<span class="_ _1"></span>ównoważone <span class="_ _1"></span>inw<span class="_ _1"></span>estycje</div></div><div class="c x0 y0 wad hc"><div class="t m0 x9f h87 y629 ff2 fsf fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa0 h6 y33b ff1 fs3 fc0 sc0 ls0 ws0">. <span class="_ _c"></span>Wspomniane <span class="_ _c"></span>Rozporz<span class="_ _1"></span>ądzenie, <span class="_ _1"></span>w<span class="_ _1"></span><span class="ff2"> </span>skrócie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y33c ff1 fs3 fc0 sc0 ls0 ws0">nazywane <span class="_ _1f"> </span>Taksonom<span class="_ _1"></span>ią <span class="_ _1f"> </span>UE <span class="_ _1f"> </span>(systematyk<span class="_ _1"></span>ą), <span class="_ _1a"> </span>transponuje <span class="_ _1f"> </span>c<span class="_ _1"></span>ele <span class="_ _1a"> </span>k<span class="_ _1"></span>limatyczne <span class="_ _1f"> </span>i<span class="_ _1"></span><span class="ff2"> </span>środowiskowe <span class="_ _1f"> </span>Un<span class="_ _1"></span>ii </div><div class="t m0 x4 h6 y2ad ff1 fs3 fc0 sc0 ls0 ws0">Europejskiej  na  techniczne  kry<span class="_ _1"></span>teria  służące  ocenie  czy  dana  działalność  może  być  uznana  jako </div><div class="t m0 x4 h6 y52c ff1 fs3 fc0 sc0 ls0 ws0">zrównoważona w odn<span class="_ _1"></span>iesieniu do 6 celów<span class="_ _1"></span><span class="ff2"> </span>środowiskowyc<span class="_ _1"></span>h:<span class="ff2"> </span></div><div class="t m0 x8 h6 y59c ff2 fs3 fc0 sc0 ls7 ws0">1.<span class="ls0"> <span class="_ _23"> </span><span class="ff1">Łagodzen<span class="_ _1"></span>ie zmian klimatu,<span class="_ _1"></span></span> </span></div><div class="t m0 x8 h6 y62a ff2 fs3 fc0 sc0 ls7 ws0">2.<span class="ls0"> <span class="_ _23"> </span>Adaptacj<span class="_ _1"></span>a do zmian klimatu,<span class="_ _1"></span> </span></div><div class="t m0 x8 h6 y62b ff2 fs3 fc0 sc0 ls7 ws0">3.<span class="ls0"> <span class="_ _23"> </span><span class="ff1">Zrównoważo<span class="_ _1"></span>ne wykorzystanie i ochrona zas<span class="_ _1"></span>obów wodnych i morsk<span class="_ _1"></span>ich,</span> </span></div><div class="t m0 x8 h6 y62c ff2 fs3 fc0 sc0 ls7 ws0">4.<span class="ls0"> <span class="_ _23"> </span><span class="ff1">Przej<span class="_ _1"></span>ście na gospodarkę o obiegu zamkni<span class="_ _1"></span>ętym,</span> </span></div><div class="t m0 x8 h6 y62d ff2 fs3 fc0 sc0 ls7 ws0">5.<span class="ls0"> <span class="_ _23"> </span>Zapobie<span class="_ _1"></span>ganie zanieczyszczeniu i jego kon<span class="_ _1"></span>trola,<span class="_ _1"></span> </span></div><div class="t m0 x8 h6 y62e ff2 fs3 fc0 sc0 ls7 ws0">6.<span class="ls0"> <span class="_ _23"> </span><span class="ff1">Oc<span class="_ _1"></span>hrona i odbudowa bioróżnorodnośc<span class="_ _1"></span>i i ekosystemów.<span class="_ _1"></span></span> </span></div><div class="t m0 x49 h6 y62f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h45 y630 ff6 fs8 fc0 sc0 ls0 ws0">Taksonomia jest zatem systemem klasyfikacji pozwalającym na zbadanie </div><div class="t m0 x4 h45 y631 ff3 fs8 fc0 sc0 ls0 ws0">i <span class="ff6">ujawnienie, w jakim stopniu prowadzona przez Grupę Kapitałową MIRBUD </span></div><div class="t m0 x4 h45 y632 ff6 fs8 fc0 sc0 ls0 ws0">działalność jest zrównoważona środowiskowo.<span class="ff3"> </span></div><div class="t m0 x4 h45 y633 ff3 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y67 ff1 fs3 fc0 sc0 ls0 ws0">Wszelkiego <span class="_ _c"></span>r<span class="_ _1"></span>odzaju <span class="_ _c"></span>dz<span class="_ _1"></span>iałalność <span class="_ _c"></span>prowadzona<span class="_ _1"></span> <span class="_ _c"></span>przez <span class="_ _d"></span>Grupę <span class="_ _d"></span>Kapit<span class="_ _1"></span>ałową <span class="_ _c"></span>MIRBUD<span class="_ _1"></span> <span class="_ _c"></span>może <span class="_ _d"></span>być<span class="_ _1"></span> <span class="_ _c"></span>przypisana </div><div class="t m0 x4 h6 y634 ff2 fs3 fc0 sc0 ls0 ws0">do jednej z trzech k<span class="_ _1"></span>ategorii: </div><div class="t m0 x4 h6 y11f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Działalność<span class="_ _1"></span> <span class="_ _d"></span>kwalifikująca <span class="_ _e"></span>się <span class="_ _d"></span>do <span class="_ _d"></span>s<span class="_ _1"></span>ystematyki, <span class="_ _d"></span>dla <span class="_ _e"></span>której <span class="_ _e"></span>stwierdzono, <span class="_ _d"></span>że<span class="_ _1"></span></span> <span class="ff1">sp<span class="_ _1"></span>ełnione <span class="_ _d"></span>są <span class="_ _e"></span>Techniczne </span></span></div><div class="t m0 x93 h6 y635 ff2 fs3 fc0 sc0 ls0 ws0">Kryteria Kwalifikacji i M<span class="_ _1"></span>inimalne Gwarancje <span class="_ _1"></span><span class="ff1">–</span> <span class="ff1">jest to działalność<span class="_ _1"></span> zrównoważona środowisk<span class="_ _1"></span>owo;</span> </div><div class="t m0 x4 h6 y4b6 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Działalność<span class="_ _1"></span> kwalifikująca się do s<span class="_ _1"></span>ystematyki, dla której<span class="_ _1"></span> nie przeprow<span class="_ _1"></span>adzono badania Techn<span class="_ _1"></span>icznych </span></span></div><div class="t m0 x93 h6 y636 ff1 fs3 fc0 sc0 ls0 ws0">Kryteriów <span class="_ _1"></span>Kwalifikacji <span class="_ _1"></span>lub st<span class="_ _1"></span>wierdzono, ż<span class="_ _1"></span>e<span class="ff2"> prz<span class="_ _1"></span>ynajmniej j<span class="_ _1"></span>edno z </span>kry<span class="_ _1"></span>teriów n<span class="_ _1"></span>ie jest <span class="_ _1"></span>spełnione, <span class="_ _1"></span>lub n<span class="_ _1"></span>ie </div><div class="t m0 x93 h6 y637 ff1 fs3 fc0 sc0 ls0 ws0">spełnione <span class="_ _c"></span>zostały <span class="_ _c"></span>M<span class="_ _1"></span>inimalne <span class="_ _1"></span>G<span class="_ _1"></span>warancje <span class="_ _c"></span>–<span class="ff2"> <span class="_ _c"></span></span>j<span class="_ _1"></span>est <span class="_ _1"></span>to <span class="_ _c"></span>dz<span class="_ _1"></span>iałalność <span class="_ _c"></span>kwalifikuj<span class="_ _1"></span>ąca <span class="_ _1"></span>się <span class="_ _c"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>s<span class="_ _1"></span>ystematyki, <span class="_ _c"></span>ale </div><div class="t m0 x93 h6 y638 ff1 fs3 fc0 sc0 ls0 ws0">niezrównoważona środ<span class="_ _1"></span>owiskowo;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y639 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Działalność<span class="_ _1"></span> <span class="_ _18"> </span>ni<span class="_ _1"></span>ekwalifikująca <span class="_ _19"> </span>się <span class="_ _13"> </span>do <span class="_ _19"> </span>systematyk<span class="_ _1"></span>i, <span class="_ _19"> </span>dla <span class="_ _19"> </span>k<span class="_ _1"></span>tórej <span class="_ _19"> </span>nie <span class="_ _19"> </span>istn<span class="_ _1"></span>ieją <span class="_ _19"> </span>Techniczne <span class="_ _13"> </span>Kryteria </span></span></div><div class="t m0 x93 h6 y63a ff1 fs3 fc0 sc0 ls0 ws0">Kwalifikacji <span class="_ _d"></span>(<span class="_ _1"></span>do <span class="_ _c"></span>k<span class="_ _1"></span>ategorii <span class="_ _c"></span>t<span class="_ _1"></span>ej <span class="_ _d"></span>należą <span class="_ _e"></span>m.in. <span class="_ _d"></span>te <span class="_ _d"></span>rodzaje <span class="_ _e"></span>działalności, <span class="_ _e"></span>dla <span class="_ _d"></span>któryc<span class="_ _1"></span>h <span class="_ _d"></span>kryteria <span class="_ _d"></span>powstaną <span class="_ _e"></span>w </div><div class="t m0 x93 h6 y63b ff1 fs3 fc0 sc0 ls0 ws0">przyszłośc<span class="_ _1"></span>i i<span class="_ _0"></span> wówczas dział<span class="_ _1"></span>alność ta będzie kwalifikow<span class="_ _1"></span>ała się <span class="ff2">d<span class="_ _1"></span>o Taksonomii). </span></div><div class="t m0 x93 h6 y63c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y63d ff3 fs3 fc0 sc0 ls0 ws0">Techniczne <span class="_ _18"> </span>Kryteria <span class="_ _18"> </span>Kwalifika<span class="_ _1"></span>cji<span class="ff2"> <span class="_ _18"> </span><span class="ff1">(TKK) <span class="_ _18"> </span>to <span class="_ _17"> </span>s<span class="_ _1"></span>zczegółowe <span class="_ _17"> </span>k<span class="_ _1"></span>ryteria <span class="_ _17"> </span>pozwa<span class="_ _1"></span>lające <span class="_ _17"> </span>na<span class="_ _1"></span></span> jednoznaczne<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y63e ff1 fs3 fc0 sc0 ls0 ws0">stwierdzenie, czy <span class="_ _0"></span>dana <span class="_ _10"></span>dz<span class="_ _1"></span>iałalność wnosi <span class="_ _10"></span>istotny wkład w<span class="ff2"> jeden z </span>celów <span class="_ _0"></span>środowiskowyc<span class="_ _1"></span>h <span class="_ _10"></span>i nie <span class="_ _10"></span>wyrz<span class="_ _1"></span>ądza </div><div class="t m0 x4 h6 y63f ff1 fs3 fc0 sc0 ls0 ws0">poważnych szkód poz<span class="_ _1"></span>ostałym celom środowiskowym. <span class="_ _1"></span>TKK są zawarte w dwóch a<span class="_ _1"></span>ktach prawnych:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y640 ff2 fs3 fc0 sc0 ls7 ws0">1.<span class="ls0"> <span class="_ _23"> </span><span class="ff1">Rozporz<span class="_ _1"></span>ądzeniu <span class="_ _10"></span>Delegowa<span class="_ _1"></span>nym <span class="_ _10"></span>Komisji <span class="_ _0"></span>(UE) <span class="_ _10"></span>2021/21<span class="_ _1"></span>39 <span class="_ _10"></span>z <span class="_ _10"></span>dn.<span class="_ _1"></span> <span class="_ _10"></span>04 <span class="_ _10"></span>cz<span class="_ _1"></span>erwca <span class="_ _10"></span>2021<span class="_ _1"></span><span class="ff2"> </span>r. <span class="_ _10"></span>(<span class="_ _1"></span>tzw. <span class="_ _10"></span>„Climate<span class="_ _1"></span> </span></span></div><div class="t m0 x49 h6 y41e ff1 fs3 fc0 sc0 ls0 ws0">Delegated <span class="_ _e"> </span>Act”)<span class="_ _1"></span>, <span class="_ _d"></span>k<span class="_ _1"></span>tóre <span class="_ _d"></span>od<span class="_ _1"></span> <span class="_ _e"></span>czasu <span class="_ _e"> </span>wydania, <span class="_ _e"> </span>by<span class="_ _1"></span>ło <span class="_ _e"></span>nowelizowane <span class="_ _e"> </span>dw<span class="_ _1"></span>ukrotnie <span class="_ _e"></span>przez <span class="_ _16"> </span>następujące </div><div class="t m0 x49 h6 y41f ff2 fs3 fc0 sc0 ls0 ws0">akty prawne: </div><div class="t m0 x13 h6 y1af ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff1">Rozporządzenie <span class="_ _f"> </span>delegowane <span class="_ _11"> </span>K<span class="_ _1"></span>omisji <span class="_ _11"> </span>(UE) <span class="_ _f"> </span>2022/1214 <span class="_ _11"> </span>z<span class="_ _1"></span> dnia <span class="_ _11"> </span>9 marca <span class="_ _f"> </span>2022 r., <span class="_ _11"> </span>k<span class="_ _1"></span>tóre </span></span></div><div class="t m0 xa1 h6 y641 ff1 fs3 fc0 sc0 ls0 ws0">wprowadziło <span class="_ _13"> </span>wymagania <span class="_ _13"> </span>dla <span class="_ _19"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _19"> </span>związ<span class="_ _1"></span>anych <span class="_ _19"> </span>z<span class="_ _1"></span> <span class="_ _19"> </span>wytwarzaniem <span class="_ _13"> </span>energii <span class="_ _19"> </span>z<span class="_ _1"></span> </div><div class="t m0 xa1 h6 y642 ff1 fs3 fc0 sc0 ls0 ws0">wykorzys<span class="_ _1"></span>taniem paliw gazowych i energii jądro<span class="_ _1"></span>wej,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 xa2 h46 y643 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wad hc"><div class="t m0 x4 ha5 y524 ffe fsf fc0 sc0 ls0 ws0">1</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa3 ha6 y644 fff fs3 fc0 sc0 ls0 ws0"> Rozporządzenie Parlamentu<span class="_ _1"></span> Europejskiego i Rady (UE) 20<span class="_ _1"></span>20/852 z dnia 18 czerwca 20<span class="_ _1"></span>20 r. w sprawie </div><div class="t m0 x4 ha6 y645 fff fs3 fc0 sc0 ls0 ws0">ustanowienia ram ułatwiający<span class="_ _1"></span>ch zrównoważone inw<span class="_ _1"></span>estycje, zmieniające rozporządzenie (<span class="_ _1"></span>UE) 2019/2088<span class="_ _1"></span><span class="ffe"> </span></div></div><a class="l" href="#pf31" ><span class="d m1" style="border-style:none;position:absolute;left:660.340000px;bottom:1341.320000px;width:8.120000px;height:13.220000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf32" class="pf w5 hc" ><div class="pc pc32 w5 hc"><img class="bi x0 y646 w6 ha7" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls23 ws0">50<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x13 h6 y51 ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff1">Rozporządzenie <span class="_ _1"></span>delegowane <span class="_ _1"></span>Komisji <span class="_ _1"></span>(UE) 20<span class="_ _1"></span>23/2485 z dnia <span class="_ _1"></span>27 czerwca <span class="_ _1"></span>2023 r., <span class="_ _1"></span>które </span></span></div><div class="t m0 xa1 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">wprowadziło <span class="_ _13"> </span>nowe <span class="_ _13"> </span>rodzaj<span class="_ _1"></span>e <span class="_ _19"> </span>działa<span class="_ _1"></span>lności <span class="_ _19"> </span>oraz <span class="_ _13"> </span>zm<span class="_ _1"></span>iany <span class="_ _13"> </span>do<span class="ff2"> </span>n<span class="_ _1"></span>iektórych <span class="_ _13"> </span>technicznych </div><div class="t m0 xa1 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">kryteriów kwalifikacji.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y647 ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzenie <span class="_ _d"></span>2021/21<span class="_ _1"></span>39 <span class="_ _d"></span>zawiera <span class="_ _d"></span>kryteria <span class="_ _d"></span>istotn<span class="_ _1"></span>ego <span class="_ _c"></span>wk<span class="_ _1"></span>ładu <span class="_ _c"></span>w <span class="_ _d"></span>dwa <span class="_ _d"></span>ce<span class="_ _1"></span>le <span class="_ _c"></span>środowisk<span class="_ _1"></span>owe: <span class="_ _c"></span>łagodz<span class="_ _1"></span>enie </div><div class="t m0 x4 h6 y648 ff2 fs3 fc0 sc0 ls0 ws0">zmian <span class="_ _10"></span>klimatu <span class="_ _10"></span>(<span class="ffa">climat <span class="_ _10"></span>c<span class="_ _1"></span>hange <span class="_ _10"></span>mitigation<span class="ff2">, <span class="_ _10"></span>CC<span class="_ _1"></span>M) <span class="_ _5"></span>i <span class="_ _1"></span>adaptacja <span class="_ _10"></span>do <span class="_ _10"></span>zmian <span class="_ _10"></span>klimatu <span class="_ _10"></span>(<span class="ffa">c<span class="_ _1"></span>limate <span class="_ _10"></span>change <span class="_ _10"></span>adaptation<span class="_ _1"></span><span class="ff2 ls1a">, </span></span></span></span></div><div class="t m0 x4 h6 y649 ff1 fs3 fc0 sc0 ls0 ws0">CCA) <span class="_ _1d"> </span>oraz  k<span class="_ _1"></span>ryteria  ni<span class="_ _1"></span>ewyrządzania  p<span class="_ _1"></span>oważnych  sz<span class="_ _1"></span>kód  pozos<span class="_ _1"></span>tałym  ce<span class="_ _1"></span>lom  śro<span class="_ _1"></span>dowiskowym  (<span class="_ _c"></span><span class="ffa">do <span class="_ _1d"> </span>no </span></div><div class="t m0 x4 h6 y64a ffa fs3 fc0 sc0 ls0 ws0">significant harm<span class="ff2">, DN<span class="_ _1"></span>SH). </span></div><div class="t m0 x8 h6 y64b ff2 fs3 fc0 sc0 ls7 ws0">2.<span class="ls0"> <span class="_ _23"> </span><span class="ff1">Rozporz<span class="_ _1"></span>ądzeniu <span class="_ _17"> </span>d<span class="_ _1"></span>elegowanym <span class="_ _18"> </span>Kom<span class="_ _1"></span>isji <span class="_ _17"> </span>(<span class="_ _1"></span>UE) <span class="_ _17"> </span>202<span class="_ _1"></span>3/2486 <span class="_ _17"> </span>z<span class="_ _1"></span> dnia <span class="_ _18"> </span>27 czerwca <span class="_ _19"> </span>2023 r.</span></span></div></div><div class="c x0 y0 wad hc"><div class="t m0 xa4 h87 y64c ff2 fsf fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa5 h6 y64b ff2 fs3 fc0 sc0 ls0 ws0"> <span class="_ _18"> </span>(tzw. </div><div class="t m0 x49 h6 y64d ff1 fs3 fc0 sc0 ls0 ws0">„Environmental Deleg<span class="_ _1"></span>ated Act”).<span class="ff2"> </span></div><div class="t m0 x4 h6 y64e ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzenie <span class="_ _f"> </span>to  określa <span class="_ _f"> </span>TKK <span class="_ _f"> </span>dla <span class="_ _f"> </span>istotnego <span class="_ _f"> </span>wkła<span class="_ _1"></span>du <span class="_ _11"> </span>i<span class="_ _1"></span> <span class="_ _f"> </span>nieczynienia <span class="_ _f"> </span>poważnej<span class="_ _1"></span> <span class="_ _11"> </span>s<span class="_ _1"></span>zkody <span class="_ _f"> </span>w <span class="_ _f"> </span>zakresie </div><div class="t m0 x4 h6 y64f ff1 fs3 fc0 sc0 ls0 ws0">pozostałych <span class="_ _e"></span>czterech <span class="_ _e"></span>celów <span class="_ _e"></span>środowisk<span class="_ _1"></span>owych: <span class="_ _d"></span>ochron<span class="_ _1"></span>y <span class="_ _d"></span>zas<span class="_ _1"></span>obów <span class="_ _d"></span>wodnych <span class="_ _e"> </span>(<span class="_ _1"></span>WTR), <span class="_ _d"></span>gos<span class="_ _1"></span>podarki <span class="_ _d"></span>o<span class="_ _1"></span>biegu </div><div class="t m0 x4 h6 y650 ff1 fs3 fc0 sc0 ls0 ws0">zamkniętego (CE), <span class="_ _1"></span>ograniczaniu zanieczy<span class="_ _1"></span>szczeń (PPC) i ochrony bioróżnor<span class="_ _1"></span>o<span class="_ _1"></span>dności (BIO).<span class="ff2"> </span></div><div class="t m0 x4 h6 y611 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y651 ff3 fs3 fc0 sc0 ls0 ws0">Minimalne <span class="_ _13"> </span>Gw<span class="_ _1"></span>arancje<span class="ff2"> <span class="_ _13"> </span><span class="ff1">(MG), <span class="_ _12"> </span>określone <span class="_ _13"> </span>w <span class="_ _12"> </span>art. <span class="_ _13"> </span>18 <span class="_ _13"> </span>Rozporz<span class="_ _1"></span>ądzenia <span class="_ _13"> </span>2020/852 <span class="_ _13"> </span>są <span class="_ _12"> </span>procedura<span class="_ _1"></span>mi </span></span></div><div class="t m0 x4 h6 y652 ff1 fs3 fc0 sc0 ls0 ws0">stosowanymi <span class="_ _1d"> </span>w <span class="_ _1d"> </span>celu <span class="_ _1d"> </span>zapewnienia <span class="_ _1d"> </span>przestrz<span class="_ _1"></span>egania <span class="_ _1d"> </span>Wytycznych <span class="_ _1d"> </span>ONZ <span class="_ _1d"> </span>dotyczących <span class="_ _1d"> </span>Biznesu <span class="_ _1d"> </span>i <span class="_ _1d"> </span>Praw </div><div class="t m0 x4 h6 y16f ff1 fs3 fc0 sc0 ls0 ws0">Człowieka i Wytycz<span class="_ _1"></span>nych OECD dla Przedsiębiors<span class="_ _1"></span>tw Wielonarodowych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y653 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y654 ff1 fs3 fc0 sc0 ls0 ws0">Każde <span class="_ _18"> </span>prz<span class="_ _1"></span>edsiębiorstwo <span class="_ _18"> </span>podlegając<span class="_ _1"></span>e <span class="_ _18"> </span>obowiązkom <span class="_ _19"> </span>wynikaj<span class="_ _1"></span>ącym <span class="_ _18"> </span>z<span class="_ _1"></span><span class="ff2"> </span>Rozporządzenia <span class="_ _19"> </span>2020/852 <span class="_ _18"> </span>j<span class="_ _1"></span>est </div><div class="t m0 x4 h6 y655 ff1 fs3 fc0 sc0 ls0 ws0">zobowiązane na po<span class="_ _1"></span>dstawie art. 8 Rozporządze<span class="_ _1"></span>nia do ujawnienia trzech wskaźnik<span class="_ _1"></span>ów:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y656 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Udział <span class="_ _1c"> </span>pr<span class="_ _1"></span>ocentowy <span class="_ _1c"> </span>obrot<span class="_ _1"></span>u <span class="_ _1f"> </span>poc<span class="_ _1"></span>hodzący <span class="_ _1f"> </span>z<span class="_ _1"></span> <span class="_ _1c"> </span>produktów <span class="_ _1b"> </span>lub <span class="_ _1c"> </span>usług <span class="_ _1c"> </span>z<span class="_ _1"></span>wiązanych <span class="_ _1c"> </span>działalnośc<span class="_ _1"></span>ią </span></span></div><div class="t m0 x93 h6 y657 ff1 fs3 fc0 sc0 ls0 ws0">zrównoważoną środ<span class="_ _1"></span>owiskowo;<span class="ff2"> </span></div><div class="t m0 x4 h6 y658 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Udział <span class="_ _17"> </span>procentowy <span class="_ _17"> </span>nakładów <span class="_ _17"> </span>inwestyc<span class="_ _1"></span>yjnych <span class="_ _1d"> </span>(<span class="_ _1"></span>CapEx) <span class="_ _1d"> </span>odpowiadający <span class="_ _17"> </span>aktywom <span class="_ _17"> </span>lub <span class="_ _1d"> </span>proc<span class="_ _1"></span>esom </span></span></div><div class="t m0 x93 h6 y212 ff1 fs3 fc0 sc0 ls0 ws0">związanym z działalnośc<span class="_ _1"></span>ią zrównoważoną środowisko<span class="_ _1"></span>wo;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y616 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Udział <span class="_ _12"> </span>pr<span class="_ _1"></span>ocentowy <span class="_ _12"> </span>wydat<span class="_ _1"></span>ków <span class="_ _12"> </span>operacyjny<span class="_ _1"></span>ch <span class="_ _13"> </span>(O<span class="_ _1"></span>pEx) <span class="_ _13"> </span>odpowi<span class="_ _1"></span>adający <span class="_ _12"> </span>aktywo<span class="_ _1"></span>m <span class="_ _13"> </span>lub<span class="_ _1"></span> <span class="_ _13"> </span>proces<span class="_ _1"></span>om </span></span></div><div class="t m0 x93 h6 y659 ff1 fs3 fc0 sc0 ls0 ws0">związanym z działalnośc<span class="_ _1"></span>ią zrównoważoną środowisko<span class="_ _1"></span>wo.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y323 ff1 fs3 fc0 sc0 ls0 ws0">Szczegółowe <span class="_ _12"> </span>wymogi <span class="_ _12"> </span>dotycz<span class="_ _1"></span>ące <span class="_ _13"> </span>kalkulacji <span class="_ _12"> </span>i <span class="_ _13"> </span>ujaw<span class="_ _1"></span>niania <span class="_ _13"> </span>ww. <span class="_ _12"> </span>wskaź<span class="_ _1"></span>ników <span class="_ _13"> </span>zostały <span class="_ _12"> </span>określone <span class="_ _12"> </span>w </div><div class="t m0 x4 h6 y324 ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzeniu Deleg<span class="_ _1"></span>owanym Komisji (UE) 2021/<span class="_ _1"></span>2178</div></div><div class="c x0 y0 wad hc"><div class="t m0 xa6 h87 y65a ff2 fsf fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa7 h6 y324 ff1 fs3 fc0 sc0 ls0 ws0">, tzw. „akcie delegowa<span class="_ _1"></span>nym do art. 8”.<span class="ff2">\<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y65b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 ha8 y65c ff9 fs3 fc6 sc0 ls0 ws0">Zgodność prowadz<span class="_ _1"></span>onej przez Grupę Kapitałow<span class="_ _1"></span>ą MIRBUD działalności z<span class="_ _1"></span><span class="ffa"> </span>system<span class="_ _1"></span>atyką<span class="ffa"> </span></div><div class="t m0 x4 h6 y65d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y65e ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"></span>wyniku <span class="_ _e"> </span>przepro<span class="_ _1"></span>wadzonych <span class="_ _e"></span>analiz <span class="_ _e"> </span>us<span class="_ _1"></span>talono <span class="_ _e"></span>następujący<span class="_ _1"></span> <span class="_ _d"></span>odsetek <span class="_ _16"> </span>obrotu, <span class="_ _e"> </span>nakła<span class="_ _1"></span>dów <span class="_ _e"></span>inwestycyjny<span class="_ _1"></span>ch </div><div class="t m0 x4 h6 y17c ff1 fs3 fc0 sc0 ls0 ws0">(CapEx) i wydatków op<span class="_ _1"></span>eracyjnych (OpEx) z<span class="_ _1"></span>godnych z<span class="ff2"> </span>Taks<span class="_ _1"></span>onomią.<span class="ff2"> </span></div><div class="t m0 x4 h10 y65f ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 xa2 h46 y660 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wad hc"><div class="t m0 x4 ha5 y661 ffe fsf fc0 sc0 ls0 ws0">2</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa3 ha6 y357 fff fs3 fc0 sc0 ls0 ws0"> Rozporządzenie d<span class="_ _1"></span>elegowane Komisji (UE) 2023/2<span class="_ _1"></span>486 z dnia 27 czerwca 2023 r. uzup<span class="_ _1"></span>ełniające rozporządzenie </div><div class="t m0 x4 ha6 y662 fff fs3 fc0 sc0 ls0 ws0">Parlamentu Europ<span class="_ _1"></span>ejskiego i Rady (UE) 2020/852 poprzez <span class="_ _1"></span>ustanowienie technicznych k<span class="_ _1"></span>ryteriów kwalikacji </div><div class="t m0 x4 ha6 y41c fff fs3 fc0 sc0 ls0 ws0">służących określeniu warunkó<span class="_ _1"></span>w, na jakich d<span class="_ _1"></span>ana działaln<span class="_ _1"></span>ość gospodarcza kwalikuje się jako<span class="_ _1"></span> wnosząca istotny </div><div class="t m0 x4 ha6 y663 fff fs3 fc0 sc0 ls0 ws0">wkład w zrównoważone wyko<span class="_ _1"></span>rzystywanie i<span class="ffe"> <span class="_ _1"></span></span>ochronę zasobów wodny<span class="_ _1"></span>ch i morskich, w przejście na go<span class="_ _1"></span>spodarkę o </div><div class="t m0 x4 ha6 y32d fff fs3 fc0 sc0 ls0 ws0">obiegu zamkniętym, w<span class="ffe"> </span>za<span class="_ _1"></span>pobieganie zanieczy<span class="_ _1"></span>szczeniu i jego kontrolę lub w o<span class="_ _1"></span>chronę i odbudowę </div><div class="t m0 x4 ha6 y664 fff fs3 fc0 sc0 ls0 ws0">bioróżnorod<span class="_ _1"></span>ności i<span class="ffe"> </span>ekosystemów, a także okr<span class="_ _1"></span>eśle<span class="_ _0"></span>niu, czy ta d<span class="_ _1"></span>ziałalność gospodarcza nie wy<span class="_ _1"></span>rządza poważnych </div><div class="t m0 x4 ha6 y665 fff fs3 fc0 sc0 ls0 ws0">szkód względem któregokol<span class="_ _1"></span>wiek z innych celów środowisko<span class="_ _1"></span>wych, i zmieniające rozporząd<span class="_ _1"></span>zenie delegowane </div><div class="t m0 x4 ha6 y666 fff fs3 fc0 sc0 ls0 ws0">Komisji (UE) 2021/2178 <span class="_ _1"></span>w odniesieniu do pu<span class="_ _1"></span>blicznego ujawnian<span class="_ _1"></span>ia szczególnych informacji w odniesieniu d<span class="_ _1"></span>o </div><div class="t m0 x4 ha6 y667 fff fs3 fc0 sc0 ls0 ws0">tych rodzajó<span class="_ _1"></span>w działalności gospodarczej<span class="_ _1"></span><span class="ffe"> </span></div></div><div class="c x0 y0 wad hc"><div class="t m0 x4 ha5 y1d5 ffe fsf fc0 sc0 ls0 ws0">3</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa3 ha6 y668 fff fs3 fc0 sc0 ls0 ws0"> Rozporządzenie d<span class="_ _1"></span>elegowane Komisji (UE) 2021/2<span class="_ _1"></span>178 z dnia 6 lipca 2021 r. uzup<span class="_ _1"></span>ełniające rozporządzenie </div><div class="t m0 x4 ha6 y222 fff fs3 fc0 sc0 ls0 ws0">Parlamentu Europ<span class="_ _1"></span>ejskiego i Rady (UE) 2020/852 przez spre<span class="_ _1"></span>cyzowanie treści i<span class="ffe"> <span class="_ _1"></span></span>prezentacji informacji dotyczący<span class="_ _1"></span>ch </div><div class="t m0 x4 ha6 y669 fff fs3 fc0 sc0 ls0 ws0">zrównoważonej środo<span class="_ _1"></span>wiskowo działalno<span class="_ _1"></span>ści gospodarczej, które mają być ujawnian<span class="_ _1"></span>e przez przedsiębiorstwa </div><div class="t m0 x4 ha6 y644 fff fs3 fc0 sc0 ls0 ws0">podlegające art. 19a lub<span class="_ _1"></span> 29a dyrektywy 2013/34/UE, oraz <span class="_ _1"></span>określenie metody spełnienia t<span class="_ _1"></span>ego obowiązku </div><div class="t m0 x4 ha6 y645 fff fs3 fc0 sc0 ls0 ws0">ujawniania informac<span class="ls24">ji</span>.<span class="_ _1"></span><span class="ffe"> </span></div></div><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:981.220000px;bottom:1318.800000px;width:8.120000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf32" ><span class="d m1" style="border-style:none;position:absolute;left:630.780000px;bottom:782.240000px;width:8.120000px;height:13.230000px;background-color:rgba(255,255,255,0.000001);" /></a></div><div class="pi" ></div></div><div id="pf33" class="pf w5 hc" ><div class="pc pc33 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls23 ws0">51<span class="ff5 fs8 ls0"> </span></div></div><div class="c x4 y66a wae ha9"><div class="t m0 xa8 h11 y66b ff6 fsa fc0 sc0 ls0 ws0">Obrót<span class="ff3"> </span></div></div><div class="c xa9 y66a waf ha9"><div class="t m0 xaa h11 y66b ff3 fsa fc0 sc0 ls0 ws0">CapEx </div></div><div class="c xab y66a wb0 ha9"><div class="t m0 x6e h11 y66b ff3 fsa fc0 sc0 ls0 ws0">OpEx </div></div><div class="c x4 y66c wae haa"><div class="t m0 x36 h18 y26d ff2 fsa fc0 sc0 ls0 ws0"> <span class="_ _41"> </span><span class="fs0"> </span></div></div><div class="c xa9 y66c waf haa"><div class="t m0 x36 h18 y66d ff2 fsa fc0 sc0 ls0 ws0"> <span class="_ _42"> </span><span class="fs0"> </span></div></div><div class="c xab y66c wb0 haa"><div class="t m0 x2b h18 y66e ff2 fsa fc0 sc0 ls0 ws0"> <span class="_ _43"> </span><span class="fs0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y3f9 ff1 fs3 fc0 sc0 ls0 ws0">Badanie <span class="_ _19"> </span>zg<span class="_ _1"></span>odności <span class="_ _19"> </span>z <span class="_ _19"> </span>sys<span class="_ _1"></span>tematyką <span class="_ _13"> </span>działalności <span class="_ _19"> </span>pro<span class="_ _1"></span>wadzonej <span class="_ _19"> </span>przez <span class="_ _13"> </span>Grupę <span class="_ _19"> </span>Kapitał<span class="_ _1"></span>ową <span class="_ _19"> </span>MIRBUD<span class="_ _1"></span> </div><div class="t m0 x4 h6 y66f ff1 fs3 fc0 sc0 ls0 ws0">wykazało, że:<span class="ff2"> </span></div><div class="t m0 x4 h6 y670 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Z <span class="_ _12"> </span>działalności <span class="_ _12"> </span>zrównoważ<span class="_ _1"></span>onej <span class="_ _13"> </span>Grupy <span class="_ _12"> </span>w <span class="_ _12"> </span>2024 <span class="_ _12"> </span>roku <span class="_ _12"> </span>pochodziło: <span class="_ _12"> </span>0% <span class="_ _12"> </span>obrotu<span class="_ _1"></span>, <span class="_ _13"> </span>0% <span class="_ _13"> </span>nak<span class="_ _1"></span>ładów </span></span></div><div class="t m0 x93 h6 y671 ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjnych oraz<span class="_ _1"></span> 0% wydatków operacyj<span class="_ _1"></span>nych. <span class="ff2"> </span></div><div class="t m0 x4 h6 y672 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Z <span class="_ _c"></span>działalności <span class="_ _c"></span>kwal<span class="_ _1"></span>ifikującej <span class="_ _1"></span>się, <span class="_ _c"></span>ale <span class="_ _c"></span>niezgod<span class="_ _1"></span>nej <span class="_ _1"></span>z <span class="_ _c"></span>systematyką <span class="_ _c"></span>(niezrów<span class="_ _1"></span>noważonej <span class="_ _c"></span>środowiskowo) </span></span></div><div class="t m0 x93 h6 y5f2 ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _d"></span>2024 <span class="_ _e"></span>roku <span class="_ _d"></span>p<span class="_ _1"></span>ochodziło: <span class="_ _d"></span>9<span class="_ _1"></span>8,31% <span class="_ _d"></span>obrotu, <span class="_ _e"></span>98,7% <span class="_ _e"></span>nakładów <span class="_ _d"></span>in<span class="_ _1"></span>westycyjnych <span class="_ _e"></span>oraz <span class="_ _d"></span>99,2% <span class="_ _e"></span>wydatków<span class="_ _1"></span> </div><div class="t m0 x93 h6 y585 ff2 fs3 fc0 sc0 ls0 ws0">operacyjnych Gr<span class="_ _1"></span>upy. </div><div class="t m0 x4 h6 y673 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Z <span class="_ _e"> </span>działalnoś<span class="_ _1"></span>ci <span class="_ _d"></span>ni<span class="_ _1"></span>ekwalifikującej <span class="_ _e"> </span>się <span class="_ _e"> </span>do <span class="_ _e"> </span>sys<span class="_ _1"></span>tematyki <span class="_ _d"></span>w <span class="_ _16"> </span>2024 <span class="_ _e"></span>roku <span class="_ _16"> </span>pochodziło: <span class="_ _e"> </span>1,6<span class="_ _1"></span>9% <span class="_ _e"></span>obrotu, <span class="_ _e"></span>1,3% </span></span></div><div class="t m0 x93 h6 y674 ff1 fs3 fc0 sc0 ls0 ws0">nakładów inwestyc<span class="_ _1"></span>yjnych oraz 0,8% wydatków o<span class="_ _1"></span>peracyjnych Gr<span class="_ _1"></span>upy. <span class="ff2"> </span></div><div class="t m0 x93 h6 y675 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y676 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 19: Obró<span class="_ _0"></span>t, CapEx, OpE<span class="_ _0"></span>x w Grupie M<span class="_ _0"></span>IRBUD<span class="ffa"> </span></div></div><div class="c x20 y3a9 wb1 h57"><div class="t m0 xac h2 y677 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xad y3a9 wb2 h57"><div class="t m0 x33 h2 y2c0 ff1 fs0 fc5 sc0 ls0 ws0">Obrót<span class="ff2"> </span></div></div><div class="c x5b y3a9 wb3 h57"><div class="t m0 x2f h2 y2c0 ff2 fs0 fc5 sc0 ls0 ws0">CapEx </div></div><div class="c xae y3a9 wb4 h57"><div class="t m0 x3c h2 y2c0 ff2 fs0 fc5 sc0 ls0 ws0">OpEx </div></div><div class="c x20 y678 wb1 hab"><div class="t m0 x10 h16 y679 ff1 fs1 fc0 sc0 ls0 ws0">wartość w 2024 ro<span class="_ _10"></span>k<span class="_ _1"></span>u [mln<span class="_ _0"></span> zł]<span class="ff2"> </span></div></div><div class="c xad y678 wb2 hab"><div class="t m0 x2a h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">3 <span class="ls9">252,</span>1 </div></div><div class="c x5b y678 wb3 hab"><div class="t m0 x2a h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">86,53 </div></div><div class="c xae y678 wb4 hab"><div class="t m0 x33 h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">16,01 </div></div><div class="c x20 y67a wb1 hab"><div class="t m0 x10 h16 y679 ff1 fs1 fc0 sc0 ls0 ws0">działalność zrówno<span class="_ _0"></span>ważona (zgo<span class="_ _0"></span>dna z sy<span class="_ _0"></span>stematyką)<span class="ff2"> </span></div></div><div class="c xad y67a wb2 hab"><div class="t m0 x91 h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x5b y67a wb3 hab"><div class="t m0 x32 h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xae y67a wb4 hab"><div class="t m0 x1d h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x20 y67b wb1 h4e"><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">działalność niezrówn<span class="_ _0"></span>oważona (<span class="_ _0"></span>kwalifikująca<span class="_ _0"></span> się do systema<span class="_ _0"></span>tyki, ale niezgodn<span class="_ _0"></span>a z </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">nią)<span class="ff2"> </span></div></div><div class="c xad y67b wb2 h4e"><div class="t m0 x11 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">98,31% </div></div><div class="c x5b y67b wb3 h4e"><div class="t m0 x32 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">98,7% </div></div><div class="c xae y67b wb4 h4e"><div class="t m0 x1d h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">99,2% </div></div><div class="c x20 y37c wb1 hab"><div class="t m0 x10 h16 y679 ff1 fs1 fc0 sc0 ls0 ws0">działalność neutra<span class="_ _0"></span>lna (niekwalifi<span class="_ _0"></span>kująca się do<span class="_ _0"></span> systematyki)<span class="ff2"> </span></div></div><div class="c xad y37c wb2 hab"><div class="t m0 x91 h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">1,69% </div></div><div class="c x5b y37c wb3 hab"><div class="t m0 x84 h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">1,3% </div></div><div class="c xae y37c wb4 hab"><div class="t m0 x68 h16 y679 ff2 fs1 fc0 sc0 ls0 ws0">0,8% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y67c ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y67d ff1 fs3 fc0 sc0 ls0 ws0">W dalszej części rozdziału opisany jest proces badania zgodności z Taksonomi<span class="_ _1"></span>ą, zastosowane zasady </div><div class="t m0 x4 h6 y67e ff1 fs3 fc0 sc0 ls0 ws0">rachunkowości <span class="_ _1b"> </span>oraz<span class="_ _1"></span> <span class="_ _1c"> </span>szc<span class="_ _1"></span>zegółowe <span class="_ _1b"> </span>omówienie <span class="_ _22"> </span>trzech <span class="_ _1b"> </span>wskaźników<span class="_ _1"></span> <span class="_ _1c"> </span>wyn<span class="_ _1"></span>ików <span class="_ _1b"> </span>wraz <span class="_ _1b"> </span>z <span class="_ _1b"> </span>t<span class="_ _1"></span>abelami </div><div class="t m0 x4 h6 y67f ff1 fs3 fc0 sc0 ls0 ws0">sporządzonymi <span class="_ _d"></span>zg<span class="_ _1"></span>odnie <span class="_ _d"></span>z <span class="_ _d"></span>t<span class="_ _1"></span>zw. <span class="_ _d"></span>aktem <span class="_ _d"></span>de<span class="_ _1"></span>legowanym <span class="_ _d"></span>do <span class="_ _e"></span>art. <span class="_ _d"></span>8, <span class="_ _d"></span>c<span class="_ _1"></span>zyli <span class="_ _d"></span>Rozporządze<span class="_ _1"></span>niem <span class="_ _d"></span>Delegowany<span class="_ _1"></span>m </div><div class="t m0 x4 h6 y680 ff2 fs3 fc0 sc0 ls0 ws0">Komisji (UE) 2021/21<span class="_ _1"></span>78. </div><div class="t m0 x4 h6 y681 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 ha8 y682 ff9 fs3 fc6 sc0 ls0 ws0">Proces badania zgodn<span class="_ _1"></span>ości z Taksonomią <span class="_ _1"></span><span class="ffa"> </span></div><div class="t m0 x4 h6 y683 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y684 ff1 fs3 fc0 sc0 ls0 ws0">W celu zbadania zgodn<span class="_ _1"></span>ości z systematyką prz<span class="_ _1"></span>eprowadzony został czteroe<span class="_ _1"></span>tapowy proces:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y685 ff2 fs3 fc0 sc0 ls7 ws0">1.<span class="ls0"> <span class="_ _1c"> </span>Identyfikac<span class="_ _1"></span>ja </span></div><div class="t m0 x93 h6 y686 ff1 fs3 fc0 sc0 ls0 ws0">Etap <span class="_ _16"> </span>p<span class="_ _1"></span>olegał <span class="_ _16"> </span>na <span class="_ _11"> </span>przeglądzie <span class="_ _11"> </span>całej <span class="_ _16"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _11"> </span>prowadzonej <span class="_ _16"> </span>prz<span class="_ _1"></span>ez <span class="_ _16"> </span>Grupę <span class="_ _11"> </span>Kapitałową <span class="_ _11"> </span>MIRBUD <span class="_ _11"> </span>i </div><div class="t m0 x93 h6 yde ff1 fs3 fc0 sc0 ls0 ws0">ustalenie, <span class="_ _c"></span>czy, <span class="_ _d"></span>a <span class="_ _c"></span>jeśli <span class="_ _c"></span>tak <span class="_ _c"></span>t<span class="_ _1"></span>o <span class="_ _c"></span>które <span class="_ _c"></span>rodzaje <span class="_ _d"></span>działalności <span class="_ _d"></span>kwalifikują <span class="_ _c"></span>się <span class="_ _c"></span>do<span class="_ _1"></span> <span class="_ _1"></span>s<span class="_ _1"></span>ystematyki. <span class="_ _c"></span>Przeglądowi </div><div class="t m0 x93 h6 ydf ff1 fs3 fc0 sc0 ls0 ws0">podlegały  uzyskiwane <span class="_ _f"> </span>przez  spółki <span class="_ _f"> </span>przychody,  nakłady <span class="_ _f"> </span>inwestyc<span class="_ _1"></span>yj<span class="_ _1"></span><span class="ff2">ne <span class="_ _f"> </span>i <span class="_ _f"> </span>wy<span class="_ _1"></span>datki <span class="_ _f"> </span>operacyjne.  Do </span></div><div class="t m0 x93 h6 y687 ff1 fs3 fc0 sc0 ls0 ws0">identyfikacji poszc<span class="_ _1"></span>zególnych rodzajów <span class="_ _1"></span>działalności wykorz<span class="_ _1"></span>ystano ich opisy z<span class="_ _1"></span>awarte w<span class="_ _1"></span><span class="ff2"> </span>załącz<span class="_ _1"></span>nikach </div><div class="t m0 x93 h6 y688 ff1 fs3 fc0 sc0 ls0 ws0">do <span class="_ _1f"> </span>Rozp<span class="_ _1"></span>orządzenia <span class="_ _1f"> </span>Dele<span class="_ _1"></span>gowanego <span class="_ _1f"> </span>Komisji <span class="_ _1c"> </span>(UE) <span class="_ _1c"> </span>2021/2139 <span class="_ _1c"> </span>oraz <span class="_ _1c"> </span>2023/2486, <span class="_ _1c"> </span>które <span class="_ _1c"> </span>były<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf34" class="pf w5 hc" ><div class="pc pc34 w5 hc"><img class="bi x0 y689 w6 hac" alt="" 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eWT/WG/9jt//ud/J2qJuhStb6OW9WS/nfVlrblWbDOWyJwZI9qDVw+Hra5cuWWMdczl1a/+iV953a+sy6U/+3EfP0dE1PWrVyvuOJ7ZWWFfPgAA+COtHzd9q4q6uRrlxagqWmWbLSprZlUcZ32z8jgbbBXLjHXGUtmqzTjGUC7zuPFdHq8BvLkHeR5vW5WtYpnZZx63V8iLHz72YauKrFgrYkafFzc5nlVavTLr7dfdVUZkXnxdXLXXZlujnVTtWq7bYfasOW+sa7Z1V3ly9fpy4/qtvT9uG+vJ5VtuHM5nzRa59DUrrlzq3/j3vvoDP/CJS49tHx/ywc+d4/xkzTkO+faFUDIit8PS26XDYdudZPb9p33Gp64na7Y186RyrWoja0bb5qyercdz/9On/annffjh8MDpGuuaZ2dn1ZbZlhuHWXG6304rbol2Gn2XPU9Ol8PYduul7dCOr/CMZWbONiPa5VvWJz31qW992/1Xr24nu1s+4k/+l3fd9YTr1x64cuW2pUfVdvsdt2e0i9Veyr58AADwR1hdbBfQoqLNlsfOq2yVOXubvc0lbtZbRLUaGVvG1mpkHFqNFjNryzpEbjOjot8cL20t9hmHFlvEbLMdTwDN2bJ6GydZLS6+lmNPZUVUVvWoFhFZ/dhXWS2rZUTWzBhZI2O7OPxHbjrXKg+H/Y2etbQa+6uf88JP+vIv/fzHP+5kHK6NbezWy5HL/jDmrJhz6bFbZu+HcXjwztv6F3/h5z3n2U9ocRhjf3oaf+bPfOjdz35ixbXet6yZ1bJ61Bpzt+trjW3to+aDL37RJ33gH39WzLOYI6MyZ7R9a4eMsfRce0TV4Xy+5As++489667a7q9x7eQkI0fLXdaauVRV5mHWA9Xe9qLP+cTWz053bX9jO+m3Z8yM0WLL2CLOKud+H1/wl//iT/34T186uRw1brl8+kVf+JeuXn3r937X9/3c//O6jO0xj7kz47gnRTysuSUfAAD80XNxlVhVj9lyv9S2zsM6xzJrqdFj9NiyeovWI1rMFtsS573OW17reb3H9ZbXe15f8rzFISPiOIbLrcehx9ka13uc9zzvsV18VWS1Vq3X6LFfaltqLrUttR0frsc4zhpbRY+t19Zr9pq9Dj3PWpy3PEQeMiNy1sXFgQ+ZGVd7v9Hzeo4H7rhlPv+j/5O/9Hkf/ze/+ouvXB6XT2eLfevXMm9sh2sxzk/6rMMDdbjviY9bvvZr/scXftYnxJinfW39bJtX3+eZj/2WV3zdh3zw3T1v9DhkjFbRZ2vVljg/6duu3XjRZ33iX/uCz8hxf5tXW13ruc+6lnWtx/Ve5z3283C9RV06bXc/867v/c5v/rP/1Udc6ufb+X297XvNtUXO/W7ZMu4/2d3/cR/7Qf/t575gbvfW9rbLu364cb3HWY+zFuc9rvV2vdV2aRdPecqtT3vq4/7Jt33bX/+y/+FTPvkFT3vKpW/6xr9175vv/aKXfsmf/6SPOVmW4+B01sxs89G8E7tr+QAA4N067ie3trrjtjVyreq9r4fDofelZYxx2C2HlmtGbNs+57h80u68/fKYS7Rt5nE3gKVnizrZLVEjlt5mRYvttlt2mVtmj4je24jKrfVYeovY9j23229bb72cy3ISOebcZkZmb9WWvpv7bcmlt+2uJ165fna27C7VjBq9IpfWx9iuXN5tW5wsdXP5mRnZ5hZrjztuXeYWS+W6nLY4+4/e/31ijI95/n/+3d/5Lf/0+1/1ylf+xNuuvmXty+natv0+DuPWy8uT7nrcF770L3/Cx/8XUdGi1YyKufZl1Lz7fZ/wrd/6d/+nL/3qn/zp//eB+x882d1ynCv22D/pSU944Yte/Bc+6xN2u+zt/PJpXdqdVPaKXbUWuWWcxraty2g5Yo6M+Yyn3PG/fv3LX/5V3/gDP/jDD147W7LNOSvmkvHsu5/6V//qiz7qeR8+xvlj79ztzzIrLp/slt3ccjdH9Oh33r7rMXJGzXjxZ3/qS7/ky77wpZ//ohe+8Ld/864f/5ev/sVf/DcveclLPvA/fr+8uZjOcdB3cz/AR+m/WTzqT10FAIB/r+SLGVH33ffgffddi+zbiN6XMWZvMbbRe9x22x2PvfU0+2zLHLP9xq//Xu/rjFY5I2dlRLVWc2znT37SEy5d2i1LmzOuXd2/8ffevCwnW1XLqIq2xjxErxzb+TOfdVe0+btvvG8bPbLNMapmW9oYY2mt1Xj6056wrP3eex9824NnM6r3mLPacRiZo+pw+XT3pCc9NuOQx6VjstXsLdvvv+Vtv//AtZatR2uRN64/8JznPCPbNisrTs/P4rd++/d+4fWvvedNb5mHarnccccd7/fHnvaMpz3pMY+5sltzjui51ozo+zFGW072I1prb33bjV//9d95wxvefN99b62at1655e5nvu8T77rjiU+4bXeSY27Xrp2/5d4HqpYZPS6WGK2speb+yuX1rifctvSKyjl668vVG9u/e8M9v/TL//b33/rWpS9L3z3jaU+5++6n3fXEO7LFtm2/8ztvqOhRS7aTmFu1bc7KaFE3nvmMJy+xHJfVuX5t/Npv/fYvvO5X7nvrfXff/aw/8Sf++GPvfExbovUtomW0jBERUf1RvISL5AMAgHeffPuMcRhbxrL0dYzIbNs2l6UfV6fcxmHXLldVLtt22Jbl0tii94eu76uIjBmZsR1GW7K1mDMyW0bs97WuWRFjRK3XW+1qH+tumePBtmTFMuP04jDm+azofY2aMbeqbVnWqprRIpeIiNoy2jaXiOgZrcU2DkvPOUdvvSoz25xZVa3nRcvO0XtGbHPuIzLb7rCv3tbr27VLp1e2Q/aIpcecUbFF7ltGy13UcnF5YI8xZ+ttjJqRY0T2aBebUIwlemTsz89PTtqs2bJHLA8tkhnHdU1HjG3uTtoY+95zbqP1XUTbDjUj2xLZ5mEbu75mxLaPdRfbFpkzWxzGfuk5arR5Gn30th72sdttURkj9odr68k656VtzmXJiJyzMrK1yFYVh4glo2UcIlrM/ii+4k3yAQDAu0++Meb50vo2Ru99jshsLZcxDn3JbRwyq9WVyhl5ltlrLC17VUSbEVtERSwxMzOqotrFJ/C8uX/CrIrskRV5FjNbnMQY2WfloTK3WqOW3rLGjdb7NmLtLWpmZFTVRVVmREZVxIy5RkZrfV7sgDcjMjOjoqpaZlVVjIqIrNb6YTssvWe2mFU1LxYQXdaacbxVxMjWq+Zxd7+qjOPvb5lLzBiZs+p49mvPzKpRsbWcM07G2Ja+RFVmVs3Mdpw3RkRUVkbOkS3HPG51mFnRWotR0VrViMzj8WZGzcjsc8vM48FG62OrG0uLGKczzjMvVWW2fYwlq+dymPMw5qVYIuqwtqVqRK01o/LQ+hZ1ktnqmHzV89E75XMtHwAAvNvkq97b5YrjGG3p7WKvg8xdRCx9qdgOI5Z23B19tOOVYTMyRuS8WMkzI1pktFkRLaOqZUTMmjOyWmsRbcYus2W0yBYV2XpV9VwjIypaP4motS8ZMQ8jl348uJY1j2t1ZkRV9O04RGvH7R2yV0WNaD0ycoytL0vO44DuEJF9Oa2ImFEVvUXEFnGYh9Z6RG6RIyJqzmy7mjErskXkrBytr1GzYt/acQOIJWZGRR43gm8tYuvLcVP44+/3zBE5ImZFi+xZkX1erGbT1rh4XaNatKw5t957zDUjtsP5souo2VurXI+nqs7R+3LpuG9F723OyMyWLVrf9rGsPVplu9hofRvnrVXLdX+I9WTcfKjjxvGP8iUtrdgJAADvzvHczJqx9OXsxnY8Se5wHq0dJ4CZsbYW2xwzYsaIiG2beRFhN/fEy5hjzDmPI75Rtc0REdmyt7Zt+xlzG5HRoh76kL7UcVpYx50ielVGxGFfbelREeMiJY8JdDGHG4eoOq45U1VjRFXMETUjMvrFQiU5tq21ZTueXDmjMlqLmhFzRo12sZzJcYOHLVtu25bHn7kopYqKqNF7jrEfYx9RVRWVkS3aLioP8zwiZtVxgJYtIvrxpcjMi50C54yI3vqoOS/+K6oqMnpvVaNGRMSyrhGz6hBLZIuacVwgdY42o8/jDx0brmpWLWvM7djWMSsyYumtZUTEycnFlPHRvgH7w97ATuwEAAB4tDLlAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyeclAAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5BQZG08AACAASURBVAMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJLPSwAAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAP8fe/e63TaOIGoUAEnZSXrm9Pu/5XRXogtJ4PyAJNO6WZJlWY73XrNqUo6su6r5CSAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPJ5CgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDk8xQAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyecpAAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAMA31noKAIBHU0r5iKuNMXpuge/GKB8AAMBfyygfAHBvdRBvf8ztgwb3ACQfAMD3jc8pkz8ByQcA8K6sEoEAkg8AEHgAvJflWwAAAP5aRvkAgOtdN6ZXSokx1n/e5ArPdN0UzZ27ZJ4n8LUY5QMAAJB8AAAAfDUmdgIAF7A6iyU9AckHAPA1KlG/AX89EzsBAAD+Wkb5AIADPnporl7/zpBazrn+8Fa3vnP90xs9dhPG/YC/jFE+AACAv5ZRPgDglh7qzL2bbKl3cEDy9EM2MAhIPgCAG7flFaH1Zs5NLynkAMkHAHz37rruSrbn1x07ke+cG7o6AuUcIPkAAL5pkSpDQPIBACLqgsqq7VQH9KYRVf8cY6xLd36E7Y3GGMdxnA4whiOLhU7v4cE7vP8r259IREDyAQB/Q+nd6lbW0RXDLSaMhvhXPC0A72GTBgDgqPsPUtWIun9JnR9vpRSlB3whRvkAgBuE0A1vq5Ryk1uO23+8dbvbsr0o/D6rigEkHwDwQMl3aUfFGEsJIX6Zp0j1AZIPAPjyji1V8jidufeLWgxA8gHAt/FmSu0U0s4ueZuz7N5asXOyUsDmwvHQnQkpphRf3W4JsV64lBJDPH3n93tu72ZKfr0KTAwlhbjfrtOHtn+1183hNPoHSD4A4MtX4nW/eCKHzi+lqzde/4hnSd0Bkg8AUIn7l4zHkumK2tz7lRJCuWEKHhsGVH2A5AMAHje9Pu7ajv3WdN/zV6VUSgjx5qcLnrjCc27r/FFH1QdIPgDgrw/LD1nl5ZxpnLuXiSXe/dlQfYDkAwDuk17vjag3z8e77p5s10ope1sxlL01Y971kEso4Y0po/tzNd/8yenVXM58+MoQuJvkKQAA7laeB5f93E/N2+wHGMrOFZ4fWvt34J670gNIPgDg4dLuzN57fz3erAlf7z9x874FeAQmdgLAt+60d17J1aNhl07d3J/teenZfTUU62W213Z0IZlDQ5E79yc4eQ+QfADAtwrI/dPzDv7W5IS916fMHf/1K87uK6HUHJvO6iyhpHjqJt6/YSCA5AMAvnDXhWsH996e+blXVtO5l9sBups8hINXftHVGugDJB8AcNcSu+LCJ5bHXI/FhXTgAnF/R4QDt3X0mkMM67/amUu5nn5ZQozh8BIvlzz2+HoUMeQxtG3crrgZQirbJ2Fysde3WGJ4owyPreF5YrLo6WU/AW7I8i0A8N3r8fRqKF96kZIbnlh4ziUt6AI8IKN8APCXF927f/3t4bX9ne7eug9v7LxXws12UX9zG72d+ZnTBV1CCPu/dHpKp3megOQDAO6UcG8OSR08a+78q7q6J0s5UHTvH2w83Vqn56/uPCGvf3j4qg6u86n6AMkHAHx+700vc2KlylJKCWet1HLmWXxn1WCMoYT92736Ib8ZYNPAO3YCXrxqnU+AT+dcPgDgo7LzDtfzcY/roh0IncUHPCyjfADwJe2stHnzCZ8Hp1meuTfDGbEUYgg55xKaOHlEkwvHN2/o/IG1/YG4GF9WB91ZC/T8rSBOrM95eubnwcdlnBCQfADAudl2zi9edMrZrSZzHiu63YuFEt7cxO+taZxn5pbz8YC/m4mdAPB98++c3z22qso5vbfzuxdsmVBu82xso+78tWF2L/aXbl8BfB9G+QDgG8XezlbgJ4a5JheLFwTSJUF4LBHfP7x27B5uHm84fQvbqa0hhHhyVwaDgYDkAwA+v/T2M+9g5Fx6i2d23YEAOxROry52xsTOY86f2HniGXjJPNUHfHEmdgIA12TkFb33WQ/k4Pox+/fLRE3gr2SUDwAetL72R5PeueBKrmfIxb3LxBBCiCnuRVEMIV4eQun1HYj7/1pKKSU3TTP9tVcDfSW+ucRLfuuZqLcUdtcCDSHkOnQXQt65A+HAqF0sIcYYy+Yyef2k5Ze1PcuB5/zSoT/7+wGSDwC+S+yd/vlH7Ix30RjdpefpHZrYeYP7n8ptnoQT5zHuzxE1Egh8OSZ2AsCj996lpXd6dcqdC1x6tZfO57yikco7l+y89mm/1fMP8FCM8gHAQ5femRc+a5P0uPvznXU733OLk389VVB1rCyHHNebMbysnvlq+dASblF9JW4e8jmL02xnlu6P6R1buwVA8gEAF+ffR3VFSfU2prf3crsxndl7V2/AsBOf76zfWz3hB5/towt4qj5A8gEAlzbemR1y5jXcavHMK3qvlBLCqfuzey5fPHCxUkouIcYQ6wosoYQSYozbcb/6N3Fzrfvr3OzfgelTGg+OK57d2zv5tzMLdefK96/NMi1f6+PplULyAQC37L0brhGys9PdRb94/q9PL3bs8seuKsa4s57n9PB6zLn+JKWUmpRzjjE1TZNSSinFGLu0f4X1qkLOIYTQ933OY731nTtw8Dj+xMG9435A8gEA7+29217tHSZJXn8TJew32Po0v5xjjDGmtm3rGEv148ePGEM6MjV1+s9tnc1mXUpdKWEYxmEYhmGYjs7tT9Q8Mf5mtOfbfkK99Eg+AOAze++c0+omP9wdQtxOTTy9yOf5t3JwYufhCx9a/HMbXW3bphTrkF4poZS8Wq3qBXLO9Q/DMOzfmXp0XocBYyhNjG3btm3bde3z86yUuHNzB4dVD56259D/2376vPRIPgDgQXvvwiA8fBPlrcufP644veT+EXTTNLPZLKXUNKnEkEtYLvvVal4H6FJKOedtksUYx8m/1j+klOo+6eMwhBCaGHIItRXrBNF///vf9bdr79XLb1Ozbg1vMwYft+uuVhYi+QCAjzoAvaLlwrU75l3Uk0evJ+yO8m3/3Pf9YjEuh3Ecx+0PU0phMvlz+sOD92EzTJfzdEmYnPu+T2kWN5dp2zY1cRzHYRh2Bv0uWtCF7/ARO2ddHxGI5AMAR5/n1tT+weJ017gDF4gvI1Sbq4rH7sOJHfMmVRamczQnA3SvVtvcmTW6fyt1MG0cxzrOFkLIOY8hP81mbdvGUHIuKaYSQs7lP//5b45xzOXwoXKMFx3LlxhKiqGkWNYrf5ZSYgy5jCk0McbFfOie02zWtl1arVY5jzGm9WZ+r+vxwEMrdbTwivt1oE4vSgvuk3nH3gDXfahFIJ8oeQoA4Esf1F66XsuttnA4/1bGcWzbtmmaUkptv58/f3Zd1zRNeD1wd9/nM5RS/vv793K1TCnNZrN6D+/WEgD3YZQPAL5e9e0sMnlmEJ6zf93OgiWH/nBZodXBvXEcQwgppR8/ntq27cs49EOI+WnWrc/ru2P4xRhjiDmXnPNqNYzDn1U/Ps+euvYphNL3Q845hs2ee4Zlvv2HztAcko/7/e+TJwE++jAavtb76s1T+Haa7UQfvrlc59UPJ8aYc27b9vl5llIYxzKfL+fDIg/jczebde10d747/U/qZMprSu0wjv3veb8afv380XVd13XjOA7jquScUpJ83/zze9sDsHP2hwTJ5z89APCu/124aDzwuiVepofLMcanp6eua1IKfV/+/PkzDENf+vXpb3Ve5yf9T1yMcRxyTCmlMI55Pl+uVqtfv341TZNLGvIQck4pqr7HeZNf0UiOoEDyAcAD9dibKXVwH7mDt3vF3gk7P73u4WxXuWyapmmaukPecrlaLJZ1Ec44XXmzlFxKCnfNqhJKfImHGEospeRQSt/HIYbw59evn13X7ayCw1f81NzqjhmOQ/IBADc+bN3fHuDo0pFhUy4XruOyc8nt9a+r8uSUzlO7NaSYUuq6rutSKWG57H///j29n3VQ7/UDjDG+/KSUHGP6iLG/GGMueftEllJiTOu/CbmEUEJZLBbD0P/v//7P8/PzarUqeR3b2137bnj0LySu/nwdPOn0I9KxvuLHTnN956t57K56YyD5AOCvOoTd7r4QbjFd8+MW3pze4el93u5sXkf2ZrMmxlRKmc9Xfd+vVqtHPn7dHcgroaQ05Pznz/zXr59tMxvKUEqePkZv2of9HLlXIPkA4MOP8D7u8kfWz3y70M5py/J6Y/STdzUeXBWmaZqu69o2jSH0/fDnz58ae23bvjkf9TPFSfmtH10oIcznyxib5+fntm2GIeScnRL24J+7nXf4rT7L5zfbsfFw1YfkAwC9d8FB7dG/jbsXnm7dfroVrzvZb3qcnVKazbqmSX0//jP/k3Ouq3TW5Tof+5A3hxBKDC+7qZcQQiwhLBbLGNPPn09NE0opOeeDG/dxt4/Mm1fyzq0pP+5hqj4kHwB869677hy8Y5vsnb9T39WPazoA0jRNTbsQyny+nM/nYyj7JyJuL/9oyfTqbMmagDmnlEoI/ZjDYtk0qeualNKbA6F8Ymh9aFa9/8pVH58reQoA4JGPZY/dyq0GNK4uwJRS27azWdu2Kef83//+888//2z/qmmaeoybUjqWWI8lTu9hKiV23SyX8Ge+KKW0bZtSMr3z8T+GXiDYZ5QPAO5aehdtg75TSuuD2tdbl69ndZY3buv07W7G5cp2fZYQcp2TOYZSymZLhRhDyfUMva5rSymLflitVsMw5JxT2+QQ6qzIUw8qxlBSjLmkWOrG6DGEukZojKHcrAlLo8RjzAAAIABJREFUjCWWtLkjKYQYQiw5hlhiLiGV+DrhyvbZGGMM49iHEPox/Fn1P380TdvmHLb3r4QcXnaaePUabRd43N/qcDtU+BeP+dwwuo4tjHl6iPtWd+DEmj3Tn5/5Uv71rzuSDwD4zMPrc3rv6C/GV4faKcbZbJZSGIY8n89Xq9U0Sr+c/Ymd+6Opq9WqbZqnWed4/au04h3uz2RryQsWetm5Tu8o7sPETgC43xHkHXZQ2L+tE4tznjntczpCNZt1TRPGsdQ1OevfppS+6MHrOdNlh2FYrVZ1eqe3sQpVa3w5/ssFAJ987PjOa1v/+VDFnTOxc/vPY/ewTu9s27ZtmxhjzuXPn/kwDOM47l9bXebkq7405fCR/ZjH5XL5PJs9P3V5jB+xR7wPxZe7lXNmaMtCJB8AcKfD2asndtbD1q7r6vZ6w5gX8/l2yKtuXXD/g/ibO72UaO3YxXL5NOtSk/Lr1uWvLMk319i8YuM+kHwA4Bj0Q27ougVjtpds2nY2a0MJv+eL+WIRQkhNU0oZxjHGGOuCnDHWahpz3lmi80v03voRHHmuUpNCKeMwjmNJDu+5/FsDkHwA8NdW3Jmb4+3/a9M0x36rnHdDb56GtLOq5Pa3Sgnb/RWenp5KCn0/zOeLYRimC4dO0257JRf13uSUwhBjja54apLlJx3K55yblIZhWCwWv34+15+UUOJk4dSDQz3bH+7/YfsM/AXnQN78IZxeT+jgiaMfkVv11an7NO68sets51efyiMLex57S5x5AZB8APA3pOP9D/KOHaSu92eIKYSQUvP83IYQ/pn/WSxW9cD3ew5lrE90jGEYhlK+5PmKX+hbkoe6J+d8b/LRAQySDwC+2HHt/mqZlx4KHxkhjOGqc/aOj0Pm1WpcLBZ9HkOIdZRjOrjxrYzj2MTU9/0wDl3bxhg3i+YUh/if24RlI2xmV745knbm1U4Xqt2/2u1ZrAdvbhqEF71DvKOQfADw9x/dvv1X8VRAXnS1B3cJqwed45h///6dcy4pxpi+80bSL1ur57xa9U+zrpRUcvR2vXm/vfNKbrsV++n6mjbh6Smd0wuc8zmyaTuSDwA+7TD3Iw7Cdo4XT5z7d8PD7hNnH01+Xup5U2NYL8sZN2u0fLO3QYgphs0TNQyDQ/GH7cx73odjH9vb/lfCoB+SDwA+83Dzussc+EkdtlsvzRI3hRdeHenFWELc/G0odXWTEl4N+b1VkvXXSygvS1OWHGPM49h2XZNiXbglxs3tx5hf5o3G2x6FHx51DOXYI/rQlzqun9fwMkf21Z2KIcRSQoixH8dhyDHFkNP6F+J3fPOfzpKLphBf+m3FzjTLEkIpob46h/dMvG5iZ4j1nbAdWD/wMF//MYb45sOJe5+jY0XnfFEkHwDc9ZD3Vl+0H7zmTYlNLxO3y2ZuL7j5v92DzXDoRweHIErdjaDUP8YY4ziOKeaua5+fn3LOm5t4yc0SQl3Npbwc+97gSHR7LtyJi9xx0c51t5X6wMvO/YihhM1SorGU0g/5+bndTnatT+bOM//mG+bYBb7WkM5mvZ/4ZgR+pPptSJgs93r8g3HhQ9uEWjr0Bi7TFVtPJ99FwfwV3wlIPgDg3BR8/1f7p6ailbIewNtcMqU0m83aNq1WfS7l+WnmtXjTMAw5O4K6zbqX113hqUi76UD0ZFDu+mHMN+PN7E0kHwA86IHs/e/Y9qD2zO3+dmKyztjc/lXddq9p4ny+XCwWbdtKvjOTL/xFW2/fJLSuu/IbrrPycdfwMrM57n0ed9LujFnWlmZB8gHAd4y9W53jdOyHL39VxhBSPeJMKXVdm1Ls+/H3YhlCbFLjPXCOcRydZ3XdCrEf8aGY7pbx/nMIdzrthld4upMN9CH5AOC7H0bfJAtDCDHkEFPbtk3ThBj+758/wzDUs/gsFnFR8k22gPPMXRM5n5iLl56s+xGN986nCCQfANz4sHJnwb3pkeKRjdHfvsXJlMtTl6zrSV50SFovXLdN37mHMcbZ03PTpOVy9We+6McxpbTpvdfrcJSPffKne5rFGHIOKa3vdtM0peS7vRO2j7ouKhM3O1Sc+JW+759OToKt50n+3R+WY3MUc8779XJ6HuxFkbb3bn/j/ly9+u6rT3088BhDitO30LH/Spz/H5b9lTx1IJIPAB69G7fbKLxe3+/1v5YLbu6c1fC3yZFzHsexTuMspcTUPj3NSgn//Jn3q37I+R559+2/L+BTvp2568f80J4oBz+qOyf1geQDgL/z+HXv6PCCxQDPH7Ko/9yONaWUuufnIZf5fL5cLneGoWIIUfhdZj2CmtJXeuYesDTev8TL9A3/QYt2HtyAcWddlhjePj3PqB2SDwC+fM6dU2sn+u2iyW9vri2xPd+snryXS1ksFqvVapqCXFsCX2zRztve1Zss33L+pOhPeeD7ky1PNeGhwb1j1RcOjQFKQSQfAHzRQ+py/tHt+fPHzly3s16+aZqmaWIMv//U3oupSWGy00O9xnTH0+e++gv9d8/K+6CJlB+6CMoNd7a89Donn6MDZ/Qdu8/7J/6pPiQfAPw9R8m7R7G3PlSdHkE+PT01TVoslovFYjmWelJfziXGmFIcxzGEEMXeVb7QAfqHNuqDtMqjbXm3s0bRgz97SD4A+I5JdnAZzOlfnTMJs9Sz5MLeupwve+WVEA/O+RzXi1nGsx5IE9ucc8k5tU0IYRzHEGLbzUKTFv34Z7nqh7FpmvU9CiGEkksoIZQQckwxhHFyNl+9SJ5sQLD5pd0zmt5REqluErjzzNVn427HwfsLS4YQ8uvFdbZLQqYQQgm5jE3TlFJyGUIoKTQl7I7YrNfLeZgQutVH4+Aw8s5HY23/oe+fC5fjsUscuVdxHHMbQ7P3SZxuo3eTvq1XWJe93b/zYw4xpum7P8aYDwzcrf918t+Dly6Ne7u3H1zp1H+9kXwA8AXacqfobn4YV0oZxiGlFFOsS3Q2TTObtTmE5bKfz+fjWHuPG1dijN9o6cWdnRI+rkau3jw9XHh+7AVXeGj5ljNv5fjczhCCIT4kHwA86rH+TY5obzIosV6Zs21yznVQouu6tk315L3FYlEL8GW8gvdJKU36+bs8pXco2+tq7bNOrTyxC9+bPXx60ReQfADwpY6AJ5d7cwWX98w+3fbejx9PIYS+H/7MF0Met0eTjilvmHx1DmEpJcX05c7FuuFUz3cu9HLity/9LEwD7M4FeHoGuB3VkXwA8Kk99sE3VCYbrt/2lKr9X8k5N00zm3Uxxj/L1WKxqJM56/lIYXN2mffGTZIvpVRPY/zcfRr2b/o+XXHWQy4pvF145eaf3ys2hwgP8IWIJkTyAcDXC8t7DzWkmLo2NHGxGpbLZc6567pxHOuW66UUEztv6GvtyPcJvffV7vAVEXjFOpwllKj6kHwA8IDHiAeX0TtzZ7xzLrCzKsb2RnYulnPe3pPab9sRvK7rnmZdzmWxWC0Wi/q36w0YNnf14NFkvZKSc0zpcQ43H+rAN8aQYloHcykxxl+/fm2f0m1RT+/26fv/oY9u5716xcmi57+xT1yylFJCuegjdtE92fkATl+OIx+lN5/z/ManMh74q9Obqk+f/JfVRMNkqmeIB3dvD6ZhI/kA4Ku04gf9yvR36yTDrmtXY+n7fj6fl1KS48Vbvqah1kspJZSy2dc+5nz7vb/DJUM9H7GR46Xd9UGfkTcuc8b9/IgN2T/iRQTJBwD3OD772N/d/MU5gyTn34E6aBBjnM1mKaW+738vltNz9krOKSXvh5uWWAghNE2TUsy55Jw3Gy7e+Pj+zRmD9/nIXFSAN7mJc9fnDNNNMuL0hMB3fKbKsQ/apQ/zzeVbXv3QRwvJBwB3a7avdedzzm3bPj3NSgnL5XKxWIxlM0uzriTZNMFiLbcTYwwxhFLatt2+WCmlkj9kPOfwmWB3eUGvmLF8olGvnv/85mWm0zhvWKd3/AZB7iH5AOAvrbX9M5GuODxtmqa2x3K5XK1WOeeckq3WP7b6QgghpBTra7UZXyoxfshSqGeeFHrDcrginC6ahjo9w+2mH6gDv/LpvSfqkHwA8AWCbWf9hv0lFkIIJcT9tR1eXcnO5Q9NPDs4njP9le3GevXPKaW2bUJMv/8sVv2qlBJjiiXkWFKIr9Z32b3e3WUs1jdUL3jvg+Ry6CZjeP103v/tsHuHYl1yI4RQtpval1LWT14IB9cp+ejk+NAxtzL5/2+eVFd2vssIoYSSJ3+z/+a/6smJR/788pOd7fGOvqL1L8vLpWKIdSnNQ5/xuHlbrv9YH1gOL+vTpJNzul8t3xJDfJnLGV8/1XH9hxJs5YfkA4B7d+DJY69YThfDOhvi6TGZcxb9rxXXdV1Kach5sVj0fV9KiDGVENLrazt4hXFzaFkOHU3f/eiyHHu2Dt3Hu4rxQESVXLq2a5tUT8Eq2335QpiulzNdt/PjDtnPvOZz3lcHLhAnPzxyO7mUFGLYlPDO65oP7Mp3KjunG6lPH92RBWzj3lPx1oYKhyPx5UzbNqb1MqObb1vqqbB1kZ6y94Ep171By/S9NY3Ssv3WJX7xCepIPgB46LQ7/cPzf/1ALRwa37h00KNpmro+Z9/3i+Wq3+zBsN6qwYDAR75J6ivUtm1MqYzjw757D6bg9OuGc9aGKec/Ldsh4ht9so7PzywXte7uVwjlwLcn0+oa87i95u26R6++qYlvfMbP+4bo8IIuIPkA4K69d6srvO3ahjHGp6duGPJ8Pu/7PpcwXZCzjjXxQbZDT13Xfe7w46d8HI7F2/4SlNd90O4/CXZnLHFad9tRvroDSl0Fd73LYDxVemf+FUg+AHjQA9ybXOGxIb5zlrWIMeS8XqwlhBBjypPLnzN/j/cUXwwhhdh8wXVQ33kq3TXzQs++wAe9ad+82u3CttufjNvpqZvpuHWybmpSCCE0qRwa5zsxZHdOECpDJB8APEoEXvG7Zw5rTBd4OG0c83y+6Pu+/msuOcQUnPZzl3fFtgXaNuU8fp83/1k5d9UWgp+7rcK29+piSE3TtGk9RzpNzsDMpcS6nNC1m84rOiQfANyv1q4Yajg2KlJeueAX939YjwiHYajn6dWlIKfLfkyPTYdhWO+5l1Io15/aNPVqiRFHp0feICk1eRxnz7MY60ogu6/g/mTPN8+Xu+KFO/M9fPqa37lByM6Ft6vITn8yDENM6daTnHevbfopq9Mvq5TS/sj59FHXPS1TSl3XNc26WIcSci7jmFdDP47j9BTcUspsNmueu7BedTM2qXl+TqtVX68tvP4PwXbxpJxzSunggN7BUcH1/d/s+bH/3ILkA4D7OTGR8orTltq2zTkPwxA3cs6hacJNd13j6le7lvb62P3x0vjMoLqgH8p2ADnuX8vmWcmP+dVPzb/ptyfbr2fqFytt285mXYyhjuAtFn3f98uhr5fZ7MDxUlz15z+euu2uDCWUvh+en2YhhGHM46ofNyv6bGOvaZqu68Zx9PlB8gHAoxwQ37z3Lh1L2Q64jePYNE3TNK8O003g/LS8D+M4xhCalB4wwM/vvXD28kIHd4/c/0mZZOF1cziPncV6xVbs070x1ptSbk/YizE1qW2apm3qZhuroe/7oV/1Yx53Findfgy3xVg3Y0wpbj+D4zj++fNnPo9N0zw9PT09zUopOZdhGGpw1pHGvu+nayyB5AOAr9F7e1ce339b2yPUeiVN08xms6aJwal6jxF99UVp2ubRXo1z3h5vBtWhK4m3+gSdntv8QW/v7Uqbbdu2bdu0KaQwjqUfxr7vV6vVcrnchFzafgB3qnhnLmgN3O1Sn9tZ1vP5fNa0P378eHp66rqm78fValVnXzdN4/OL5AOAv7YtLxriq8eR24PUrmuHYSy5NE1ThyyMFXxm8MVQSmnbtmnSOJZQyt1mdl4aDMembh5bJeg9y6uUl3Hny2Y4v7kV+6WPOsbdawghPD8/NU0KIY7jOF8sl30/DMN2mmU3m+Wccyl5HNcbnGzWodl9AutQ4ZE7XC/c9/04jvP5vOu65+fnnz9/9P0wDIPPDpIPAB7uiPmSo8x4/g2ds7TMehypaZqmKSUsFosY8r/+9S+7LzyIpmlSjEPO4WuuqPH+3rvPR/Lqm96uvVnnRI9jWC5Xy+VyqF+f1B0XNl+d1PNm69oqxzaU3w7o1UuGGLbbNGzP8du8E0reWC6Xtfrath3HcbvELkg+ALjskDEeOj67dIXA93Taib+dnkcUjg+81ItNL9+2beqaYch//sxzLj9ms7oNQz1OjSWGkEoIOZYQ03Ylie1Vb/9Q9rt0O4/u0Nqccb0Y/auxjt0LnTjU3n9yzn0x0+Q3Ygg5hBRC3t6BeM11foA8PrfNc9eWnEPIMYWyWblk55W9KAVvuCPI9A7UhUN2LplLPPBCxQs68MCitSHVKa/1xZk+9jyGGGI8/AY6NvodDz+Hua6cE1KKIeRxHGOMTdOtL1lCyCWEkLoUY+xmXYyxlPB/i+W46vu+r1OvY0z1dl9WxUwpvF4Od7oMa44hhJDqhesaubmkUupnuoQQUhtCLCGury819QEMJeScx8Uyx/Tz53PTNTmHcRw3i/GGpkml5J1nYH9HeN/yIPkA+O6992g3tL9sfdibZrYTey/HzZuLzWZdjKnvx8ViWY9rvdwP864LqUnb1XRCfNzNLE4P3J0emj4/9u78aY0xbur01f4lOa+/M2ia2MW2lLJYrBaLZc55KDnm8uohxzs9/7W65/P5OI5t2/58mrVt6vsxbNZ0OfGKgOQDgEfszNMHygcXJNz+sP48pTSbzUIIy+Vy0Q/DMLRt62v+h9J1XdM0O+MzD/Vu/Igxw/ds33erG83jGJtUt6rLOecY4pjbtg0hpDp0V8IwjP/5559hGMZc6tTOkkvaLLZZl1252wu0XXR3tVrVBTz/379+pNQul0POue4MAZIPAN44Rvy4b8fff4x75ky57T5vTdPUTfmWy2Xf9zlEq/w9mpRi13UxhnEssW7lFj/5I3DRW3Q7lnzm1gvnfi5uupX80YJqUh03K6WUFNumeeq6FGMJIY8lxRBDKKXUdVmalMa6HV+KoWy/VbljZG2mc9cBvbpgzND3v3787LpmGGIpeWdPeQN9SD4AuP5g8XPv5Ikjue1BYdd102lg2yNFB4IPJcbUdV0IoZ4ml/P4yO/AY++c+0/svNUjWq9sNOuaJsYY+75v43Ydllp8m/3TY6oruAxlvcpOjHFzzmK529tl51maLxZjzv/7619d145jeOT3D38xiz4DoP1ufw+3h9dlT/3bpqlrQMY6AaxeuB65Tpff4AGSr64d8kbJf/pn4SM+Gh+/reWBwJtqmqbruufn2axLKcXVavWf//xnvliEEFKKMa33xqz779UvUNb59/oK75ncdSWk+hkPIcxms3Ec/ywXYzCrk09jlA+Ar5R5p4+5rzjT6cTctu3AyMHBk+20sdOn6m1/uB2+2/Res1r1tfe26zpsTwS6f1oYV9x5A9QXJec8e/6R8/rVyTmfmNW58z45uLrsNPuvK64zNzcvk33DS3nZanx/24/rJnzWh1FKmT6OnHOI650Pjo2rvSySOflaJLxeRbMO1rVtapom57Jc9cu+H8d+HMdSSq5r4YYQSolNiuNYSy+mJqVYPm/m7asnOYQx51BK3Vezbv7+P79+NKGpQ/oG85F8APAhxXi3K9npvZTSdupm17UxpvXJezl7gR72bVMPylNq9lKtPNTb+Op3+G0+Gu/4cqHWXS2l7RB327Zd14QQxrH897+/c86rcch1h4z6u18nlOJke/flctnE+D//+tl1zXy+3E5OBckHgEJ71299ykTQnZGWupBD2Cz8GEJZLper1ar2nm/6H/mtmFJq2yZMtta48/v8/IG+cHw4+uA/b/ZJuWTbhu3g3raoJ1+FdE0TU2pKyavVarnsV6tVKaXuklfPyitfKfc2PVxKffPknBeLRduk5+enruvqiKWPP5IPAD7/oP+dx2TbrpvNZnVH5jq+93Laj/U5H8z0RalTcD/rNbpiYueJt/H5X4uctZLn5W/d/S0rSyld19WuTimMY57PF33fL5fLEELbtiXFuEmmEkudMPmwcgxxb1bpegJqjCmlnMffv3/nnH/9+jk95xAkHwDc8oj5o/Nv/6yqemJSHdDo+7723vYyvul/zOqrUkopxTK+nIcZYnm0N/PnTux8zzcjTdPMZl3ThJzDfL5aLBZ1PHx7Xt+q7+u5rymlHELO67mdOYb0kLlU9t4g23MWSykxxJzzarV6enra2ZkdJB8AIu3Axa5byuXlAuvV22O99Kufv7qeUMqBpfbqXdgPvJ2Wa9q2aZqU4jDm5WI5jmNdTD6Uuo90ver1UWJdlWJv9lr9y//P3tu0SNN1e17rZe8dkXXd9/M8pxtb6EGjA3Ei+AEEnUgjIjgQwUZQfGsnOhF76KBRoQeNfgHHfgZngqgDW0UbUTwI4hto42nPua+rKjMi9l7LwY6IjHypzKy6Mquyqv6/c8596srKjNyxY0fU+u/19lOy8OwhjkyX/9R3Lb9ue70WPzARL99D95Kn5U4iTG7KlIKQ205Up0+D5FPeNj4o1n9WIJ0VdX50fmoNod11OY/UieyZkM6TTj++5DL7MyOqvzUypto4bxzVsgeJVhkXw5DL0yb3fZ/zMCu68aBuQUO9TUspvo3rdH7B6nzDPuw+fh8fHUENZDXyXJ423bdvD+xm9flC05IYWx7yG7QhBZB8AAAAwP3qvQvNoBM2966FdtwqnJs4HxYYnExSPnrsmgBGi0wwI+mGPCbvMVMNTuOtLPLtANiftRgvNfv48IwmrXXBh69gXPqBIKq2fjX+R/cZubvviqa96X0XBwhvz8ApBm1jmK3wQyV7dgW+yI1zWO3z2PD48GO7b/azn7hg2Bd4s8n42MhnNGgppdarVGZ3H4Y+htA0qcbKuvuf/vY951qahUSERPY9ZHXV1CIok3wcr8G8Rth3l83BBeI3XT0nZtaZndmI+pwb81pglIrNq4V/bgkBAMkHAADgk+i9N/jq8ZXFLy4f3tyPQURCCMSSh9x1XSllLk74FS4oH7Ncl8r5QOHwvZ3AmMh33zfCizZKLvnIta7FXJdFabwjmqZR1RADOfV9v9ls+iEvW6F8gafceAvUGG9tIkHRAUg+AAAA4HW270UVKW7mR5obixFR13X9kKuvgxbVXD7xhThMsqrW/1IPR9WUUm2fPUa1+X2tJSaaunv7rZfrpe88+ZlJVD9zOidDSS/cidh5z7klzLYtUKSqMQYRGYb8/fEx55xztmKiYdkt8NMHMc4ZobV6Z4rKs9sfAEg+AAAAX0SqfYLxuHsIIYRA5Ov1pusHEqm1OumrtmRYVrAgIhH59u0hxui1Y/edGfpTTiGPkq9kYnnfRTjl8vErVqxfkMv3iubs503MEOpOR9M0RN7lvHl6GoZhLtAiQXOxZcv4r3AvzFVbhmEYhty2jduH6z0BIPkAAACA+1NrF1Y7vKTS/SWWbghaStlsNqUUFvavEbR2+sLMKWcppbZtUtSci5nFGOQubf2ah1m7AvAdrOErvvmC24HPH4rP3whVyvV9v+66IQ9m5uQkXGc1W2HWa221fCBqlRozG4ZhtWqIGdGdAJIPAADAl1NorzvUK46295G98DZzV5FSigiXUkIIe5VCzYxF3L222AohxBiZqev6nHNttexOJDtOjMNxLjLcph/czo78RV6R6bB+/g3zYfk6F5eJqoGrqk3TrFZNFC7FSimllBTDNO3zEJzeOcqTiTw1iYhzrslmZ67Cc2vvuXDKE5fvNTGWSzlH+wfnsQiRnx3zhcl+8yDNjYhi0KphxtZzTm3bkjA7DUNZr5/WfTd7d2kqWORTP4Mv5fdm3vaZEJGu60p5iCqWpyvlUx2X6RqhXCeA5AMAAAC99/ovOu/TO2eOVyVT0/amH7jrhrkI4YWdoxf2+lXU1jtTo1jdXaZUrprc2LbtQ9OQ+9NT3zThjltRz5Vm3lR6zgvOjw5o8Yufn7erzHyVcHMTw1nVEFHJ5cfT2sxyzlUKEvOy14VDyEzbRiQCXQcg+QAAAIDXm6rPNUZbCqsXZS7t+U+YqPqvUkrM1Pdjcc75nYetuw/Nu08W0lZKYarhe6OnIsbYts0qJXfv+6qHueZ03eUaI6Kx08aF8vsVJvuxekIvXvOvWzmXBzOfPGeq/u3acGOrYZwfHx+7Wotz8oqPWwCyTYlExZJKzjmKYh4AJB8AAAAot2tKo7OVKg5N+UMTeekCVNUQggj3/bBer0efxo5+uFww8As+dsdXl6fOhMycUvr27VsQNqOu60spq9WqGruqSnPpjjs6Y6/X1J3GVorvdIPsteRe6sJn9zL41JpfBgr+fCt2qhmPqjvL2L3rumJuKlMlHGY7FIyAiKjv+zYmESmlwNcHIPkAAAB8abFHVyprcR3/xuLjIhJjMPP1uhuGYRZ7i9zCF/j0Pkdg59xoW0RijKtVq8JDP3Zgm4uXjo0K7/UUVLh2EucLynUezc+84n7Eab13ScXOs+9/6e3AzClGZhbhvcSzUSdX718dOJMTwZl1yDAMZhZEMBUAkg8AAACEor/BV+yb6ces9mUncWZOTey6YbPZ7DlStgP+ehv3VdGp6sPDQ4yBmfp1X3Md6+TEqHO6I/GlVSLfEFZVFrbBzEyDfvpb4xUHadtGhYchd5uuaVJtyTDfFz4lRFL9n+rqc5fdxn6I7pzvAgAg+QAAAEDvveydTrxnRh3TFafKdRKREbG7uQtLjTsc5RyRE2lQIe0LdblkJxFl5lJreO4omWdFIy3i9+ZfPnuybMxOXPvY+eR6erFn5ur6eXkKo2wuOcb4sGpjUDcrpajWIoTubrVD/SYX0lDI3ak2aWA3d6lt2etJLiU3v+JsXyH1yIlIxZuglo2IQmxm/Rr0AAAgAElEQVSsFD7qjPQavEpER/r2mbsQz6Usfbuo3J+LvTR5ZtHSc3mnpz144+VwIdoLrJSDj+x8r23ji12mGpI6nWSMUVUy0+PTpi/Zy9B+e3AiIa4L2Jgyu9r+jbZ33tB728eO71T0Xe4rYYoAJB8AAADovVse5CCnaao/SbWVVp9z1w9z1fWvaaId9AOg1WoVY4wxmtkUG7lta6GqzFQr3NzpGRFXXXp554+rBAmfeOWKJTov72YySdWx64ORxxBiUDMfhuG3zSbnwYV11LNQcABA8gEAAAD3rfeOpfk91zmNnKiU0nd9Mav5abV64RdUfTVnT0RqOf6Hh4eHJhFRKWUYhvrbZbBrTXes5Trvc65Ex64b40p47SBfLRcv0Xu369hORIHF3a3YrP1UNcYgwut1t16vSymZyN1EwuTgRXAiAJB8AAAAwLvqvatUuh/fyexGNRtt2ZGMvmogVi3BX4tzNikyUylW9V6dn9nRN/3T77nHtIoyXzt99DLpeKFz79V678Jpr/sXVa6HEFQ1Rs7Zvz+t1+s1EbGKjLG3PGftwc8HACQfAAAAyLa31nu3+mr3mrPk5Mvsu6+p96oTj4hWq9Vq1bh71/WzQ2+vzUD1iNYqhXqvVQpDCFXH1sH/5GW9vJzmiXKyL9B+fMneB5/V8HUeYgzEbGS/PQ5d1w05iwi5l1JY1N0X3j1oPgAg+QAAAIC7FJwvbdM3pfJNemYh9qpvRL5YvXUzSym1bZuSmtEwFCGqnRjmVg1jCZPp52Wr+jtEdWwqOId3vm7t8Tll5ffafTGEICIhKDM9brqnp6fZoV1KUdUQY1mEfeJRAwAkHwAAACiuq33qhEttvzvCogjn67KqnLzKFlVVWfSbdve5tsduDcyl3jssAXoJcz/r478lHmtavp9YEDeaRB0zpya1bauqZSilFFlUPZmV8PIquHvXdURUSgkh0rFow2WJyzdYpctiiSEE1ZBzobmA/uIqHlRYnQf87JHHJbH9CjLz6VLW2qSv34Y47NVeysI56dv31PDa2SU7n/Vez/faZ1KDmvm669abzdgifN7dECnkxYoQT5+C5Lt8se0vlRACIsMBJB8AAADwYrl4qMQuN/33PlITmUTELNcqjjfVxh+lFftckWW1Wq1WLRHlXGr5lqNzXt9fE8NqGU/ie/SFMnM1wXfO4tjmwhFb/tKLzVS7NIzafrn8zoi9a3kFp8KzvlSAItI0jSqZ0dOmyzl3XVdvpWXNVfBzM097ers6VDEz4OYPbUwBAACA+xFslyc+/cx7jmitZ4RKCGPxxr7v77mvwBvropqM1zRN0zTuXoqVUp7zgNHClfQzoZJvI2VrD4mzM7DHKxbkcrW/yBf988veFmVm50sTY81hpMfHp8enp/Vm40SiSlN51XkzQpwEWXuvvXsON5VExJEGCW4MvHwAAADuRe/9/Bu2xvdBMN5LhZ+IsIiZD0MehsFKvqmIWljU41Du9kqZWdu2KaWUkrsPQ57DF5/z8s1BgyI0Bgre2dqbUw1jjO50FV16ovTLXlzl6aV+4T7IJN4uHV69ECEE1dH7+v37um5tFCESNh8DOGOTyKBJrr/qVCTGscLt+BzANANIPgAAABCEV/zgiV9Vb09xH4YxvE1FENtWaZrml19+EaFSXtCKcPaGDcNwt6atiMQoJW/bx9+imcRzMu9QMN8osLPmYapqjVtmpr4fHh8f5yKl2ayWbyGnUgqZKxL2rsciqjOGoDwF1tJrE4ABgOQDAABwpyLtxd3wFj8fVs93J6/1MMbWeUfs6ee+d+9XtbG4u+UhW/Gp+RjdLsPu4lw+X7zFD351heGZuyy9T27kLixOXvOOgoZvD62ZleLLa7ETplhT1XYGyETMquaUzZyF3A5O9LaTfGL6iWspEgoq7OTFlovj1UuXiaqyGhfo8zmBFwd2ns4qZCJycqdFsVCf1j8RM1u9ZESqmlIQka4f1utNLtnMx08zB1Fyt1zGK0d8uLzGai5OPLVp8OXrb3oBeXdgPp83Pz91RtMzwcnpzTStM4u7CbOQRxU2G+f2jjtVAkg+AAAA4H6oJRCZxnKI5+SN2V7juBrnJsKlWNf1QzYVZZap2TQf02AnB3Ruz/7gmCcDO0+Vsdy3yfmS8R2fwvFjTCRMLGLFyD3F+PDwEGMwc3fbO6+5DcNWJi1iF5mFiEQlGxWnOQGuvn5rRX3ulKsKchZKIdRBzBU1nKskPH3VnhNjTscUbZ3gS3TjYQXaw2Sww4HsLQUrRZiJOQ8DqaSUooQYZbMZfvz4rdCoNp23ZyF+/nI4jzfb+N86V7yVgu+22cSLfYdD6TcvV/P5LlORNwulri7uuu5T0KlPIpOTu7MwhB+A5AMAAABuYCNOHqqq99xpGIZSyhesPr/XZKL+16yoatu2MQZmqg33Xmrm1qO94rNvtgZqaVb388Gc1z2FS9L5jr5+qbORq8BxEQkptU0io64r6/WmL3l5dT7fDtC0HeJzv4r6Sill3u5x91KKvmHZzPq9KrJXBPgweAEASD4AAACfXIa9gbypzcpqIk1lGHLOeRgGmnxQX3Pya2iru+ecm6ZdrVYhqJmZvSB/b/eAYyIf3V8L8qr4VVVVDpsK0mVO4xftL/ju8emZXL5jt8OLu4+MHflUm7Y18n4YuvXQdV3xMej0kyWPsW89kDT6+mhvwkWEJ/9nE5OIbPruTVYajZ5jd9UwN8mAzAOQfAAAACD2bmMaMlf1oqrVf9V1Q8557lht7l/Nz7dngNYKH23zEIIOQ/4ZF8Rcu+UeRQIzEwcNItx1w8465IWTaPdcrrjOT+TyHb6498EjfeEP3t+2rQbtcn58fOzzYNljjGxci3bOwuOTSD7aicWtcbtcz3FKVS2lJA1t08YYU0qllLeRfNMlI2JKKdU6OnjmA0g+AAAAUIC3inSqR67OvZxLbb63mzr1dWe7OvpqMwZyKcWW4X/VU3X5dZk/mnOem4Df27mLCk2tC7bL4JZr78Qex1l33+UiLaWYi31/fNz0XZn2OGqTyXFrw+yTrfVdvbdYsbU5JMsvq4cYQgghKOVsPx6f3mpzYcwZnNqBOLx8AJIPAADAXWuDPZv+dR88+9uj0W5H9AbzssjKc2b0UtK4c0pBlYfB+j6bGZEsj+pztUM+foLMTCcN91dPLD8vnK5uG1bdWwNc59NkZtXQqpZSfNcRsTcVOwGQ08Uaq4FMmJlq/LPvj3PO5FHnxlT25U09TqWUGCOZhxD6Pu9pUX/5Gl68zejAcXo4h/OkXR7YeeaOc2KpeZhkRqXY9+/fh1qEx8cCrHWuX9bI716xeRrNbI7bZK6nq8RGRkTCHGNsY2qaRkTcSs59CCmXIZee3iSKu8Zzljw0TRNjKHlY3nFndwcAgOQDAAAATlnkh+6RqQkylWKnM6k+91xV9VWt5N2+F25+naizPYVzVzNQr3tQZWJz+9AWNjPLwZ7AkHMupTYxcWERIfuEy9jdRbT68YZhiCGwCBu5Ozlp0KZpVqlRVWau/nxhdqecyxtecZ72U/S5jSQAIPkAAACAUzJv2R3u8A1zI4Hq1wqBhsH6fvji6TRHqpWMP1stbHgFayOEWhexHv+uJlxVzSy1qzm382qz+ox6rK0eTyTpvbQs5+y+nrQE16bqdbWXUszNhX1S+Eyy1R+fAJ53KKbSu6ru7sVUOKg2TRNTUtV6+sMw3vJx1WbzddcZv6Kfyes0OZVShDmmiI7rAJIPAAAAeI2Rfba2fhV7qqrKw+DDkKtxTJ+ubuGF1NmYjeDZ2zm2zbuSF0JESil1qv3OYtWqNEopOR3ZL5gai/NRbfaTMvv0ry7/lpobOVYhojL3HtgGHtc+DVRLEpEs+rSLH6on8g9244+nONehKaVUpdc0KcUowrlY3/fbYrMqIiIqXT8MJUtQKm+03NwtxBhCgOQDkHwAAADArbRfdVuV4lXn7PQQ/3rMzfdqi4Ll7F0x8Ix5TGyjqVDqXYW01dP3qkjfYyUc5vJdnC7oNBVWVVVVGvpSHX3TMac7YqxLyrUV+Izxvur7gGt4XFTVjczMQfXh4WGVUtAauplrJd7aqsF5XOTZfdN39Z9v5fJ0Zg4hjHcBHtYAkg8AAAB4kdV82lauGkNEVGUYctd1NIW3+Rfeb5/bVKxWq6ByWGXkWpOzTZi8swk3sxCCCA/5mpJvr4CN+7Za46Fm2/v5RWNQ1ZQiEeecHx87K11VgDTVKNrGPH/qnYsqaFNKMYS2TSJKZn2fZx24LZFqTkyiMgzDerMhlWwWSN9mqKraNE1dC195swlA8gEAAPgYNtZZY+XCmiiXBLldYmMzWS1RQUREQrT96kWaE/X9MAwDM589NjMVMmcKTOZe+znT1PTLWJxktuIPXSXGW6l5+bmMUabHksp82yrushk5GIySEBFzjWF08iJOyv5t9ZCSElntPj8NlatrjmW3a5yfye5TJ5uKnbq7BGWl9TAQs8/W+dgfez5Nmya2hiOKH6scw8+f4PHJdOaqvNiJ6vpg4kBM5M7k5CU4NxKUqC922KSuXlZ/Vaij1abbdUWOi4EWAbRKu/UyB7e5euP4/2232qf5uApqFRYiiSGlkIut1+uu6/qSH1RZ1KgIs7sLK5GwK7uQG6u7+wm33hvrDz63Ys2tOptljN4UchdX9m1wqph7LimEX3/9tWrdUkrp+8FKnT1htsVMllJCaoTlx/fv7EKFAoernLr6OGxfnBFP+p+Z2e3XtlnFWiDXzFHBBUDyAQAA+NqcLsRyyWeX5e+rKT8MeRiGmvv0pbbXxclH6eI+ZjSRqkYNqQkpJjMjMtXr+zpGdb1wYd2VmWtmqjovhjcIOn2u8To/vwUw/0OYzZ2YRERjYPbNpn9ar+suRgiBPsuyFicbC8luyzLxosfj1pYN4fe//72qMEvOuV7EbdreYotqLE6rEqMOuSzzV69zZU/v47irSL3F0I4PQPIBAAAAL9aB+/Yis9NYgDGEoCqlWCllzt/7CnO1V4aQidxNRGiMcaU2NU0bRcTNzazm8l1F4/HCqGXmXPye22DEGM38tlr0Vcliey5iMytEYQxc5M1Q1ut11/fuXr1bfR5I9dMsYCGqTRZ4uWqKLfJCiRZtzefdnD29N6cy1ntfVVX4x6a7+hV3pqMyfmwSSBRjjDGefo7N6bVHND8AkHwAAADuRG7d7rteMABmt7Gyhaq4UzUHq0U4HerL2VK1XTURhSAhhJTiaB/bDa8sE+epPQPdX+ZkXSE14+tEk497uO9EJIRQi3+s+7zZbPq+H3VQKcysop/vmcOTBhovj2Wihqb0yPqeUsq2JOyR7hc7AbQqak7VH0iTA/CKz4L562tpnEU9pLFwC/L3ACQfAAAAcMTme6lUcDNmUdUqafp+KGVM7FmY0Z9f8h1x9JGHEFZNk2KoXcLIScYZvonIZKbRuTq1+Lsrx0WMY+0Tun1Up/vJGi18SuxVaSrCxezPvq/Xm814XxDVoOUp0/Ojruqjq0+JmbjmUkptpxHblGZHGbuT2RSxKTI2Htz1jvLiSSIizLzZ9LmUuR+JmanIrR9fMcYUI71J8DAAkHwAAAA+pPB7qdLQEERoGErf97Nzz2oAn7uqfpEG7LumpaUUH5o2RjWjYqWGnM0W800GwFzr48td+jfmQLs6zr3yLXeCqqYUitlvj09d19Uqo0Rk7uQ+b2d8OCHhl9377i7Mqpqifls9yKKy7NR4gveCORc7Djw7sUWkSr6u6+pDIOd83WW/dPEt70Fzj6JBdSyJxAztByD5AAAAfHh59lyNitP29GFVg2citfxQVyzrc2pQIh8GyznPeVBLK3D28i2/67nDvjTn53Wfutyi5KP1/p8ZxuTvIHdvUly1K1UuxZxMmN3psDPhXtGL5468N2mH/QZqjpmZ1+IiR43yZ5fBbbyw7s5MTi7Vt6PaNM0cEHhF69+9Fnal3YmdNMyhGKcxCHB5BBOOMYYgzPzU9ev1elR3ImWxY7Ecdq3Euh/L+AGfIDwvYOYYQ9u2KYTRF+dVBvN0i+149hYLbFyEPIkrZk4pdsMwL8iq8K913f3wh+ngyrJarcZLs5vpejBsACD5AAAAfBnR+Cprnmv0G7EMw9h/eS7ncFS6fOZ5LKaTz0pVVfXhWxrVGjvbMdlxNVnF8+Xo83BXS2sO6Z1WC9c8vhP7FG/D3rYFEbWrVpXN6PHxab1e21VF6X3e+MIsqrXkJjOnFFJKq6ZRGSswubsKq4bL798aVJlzrg0Y+66/+Ynwjhp39xRjCMdbjwAAyQcAAOCD6a73pQZuEVHJuZZzoHPN2T8r4sRS23959WWFEITczZmIiUluGGY5V0cUIbuzCNrR/VYbFarWXnmvSxm9RPpe/v55e6JesrZNhWizGbqu67qOiFTEv8yTpxaq+d23h1pItpStx16WpTgvmuHR5R6Cmm0Lt7zlNkMMgbm2hvwSzx8AyQcAAABcX3lWK1lV3T3nPAzZx2YBLzjCp5y6GGMzFWvZ0za3MzonvSfub25hXyRJJzMoBPdxWk4Y4nsvXrJUamDny2oOudckPVURkVLKj/Wm7/sazPkp/Xt70bvLSierVZtiYKfq3KM5JNvK/KELp5eZq4uPiDabTS6ZSG53Rsvqn7OPPaXkhVCpE0DyAQAAAK9nLtaXcy6l+AUJaZ9Y79U+Zu6eUlqtVkHInawQi00dwm7ebXwql+pW7sjLV5OnmEZpISJltyPfhbmjN7HJQhCRGAMzbTb909PTYKPYq96/4k7C9fp+Dg+R827PPaKUUtM0bROZKRenUva2EoT3riafrQLDzE4egvb9sNls6A2L9dbxpZRS0jI4f+awXADJBwAA4GPZYS83cJ9zGV1+qJ13bquT7H1+csUsTLbZO1OKWSmlmDsxC13syLq6Qf8zBzwsYLM9TRciJ6ep+IfPp78sCyIiddpWqzbGqEJe3Snsc5t02nWBvnTAZ2vwjFUxVIp5Nrs3Pe3k8xIahlynfFotfLSKz9kDbq/FtCLdeWehLvyrTmRUhIWnJS4sISoxd0PX97nrerNCIjUssLbdY+b79xMtJNzeWOf1Ni5Cd9Kx3Eyt0ZLatkkpMZMVM3OaZmfW4eOFeP5yzHmk811RHyIhRBH5/vg05OLTyPb6l1xhXZmT8HySTuZEKca2Te5Wi3Ti7wuA5AMAAPDZOF0P85nP0LaX1m5jOV8Wwts9mpnnXKtwMB0UwXt1++PJzvYTb3irXEEmkslk5Ckmbjk5NlWrL8ry7eGhth+YBlP/T44O7OrtoYW5mLGwFS9HFB+fnXa/vbipCYel2CTzqt47Orxzko/njy/C+lyIiZyn1MGxjV79X1ExMzIKGlQ1htC7dZuu9mDwWkp1IW/us48k787O8gemxVw4L5ZZFURC5FQyE4UQHh4eYoxjsRNzNxsn66DpQu3L8DJB7hRCLKUMuRiN+0G0G4F5leVWG0aMYpVI3Jm5bVOKwUsWlVLObELNdY+Q6Qcg+QAAAHxg+ffS7KZLXnfyuVjLV5zYpTolYuYUY9PE952PufPYXc3V/sq5Up5nFai8MNX90D/N+8d0dxVNKamyma/X62EYyhTK+NGNfj/WWX7uCDJ7pGOMbdu2bUNEpZgvdnN+Zidi2qsZr4sIbTbl1n3wtoKNiJzMXVVjjEKUfVSEp7eHPl9GMYDkAwAA8CV4edAgHTY0O/+pL1EZwQ/PlafXmciLqchq9ZBSrI3Z3JcdwOjN7Ekz0xDMfRiGm9aJeZVdTj6trlr0/1o29+WBxMbETjHGlCI7dd2wXq+7kufWhZ/BybOj+cZbmpncrIq9oPrQfmuaJMKlRnIuIo1/Uu8tL2Wty9r1/fYS85gS6Xzl+9N3I1GblIIGc9u2YzzQ83DoAUg+AAAAX0vvXYiq7thMxMLCbJ99j3zMUDp0n7CTm6WU2raNY3HOfYPyubm5usU5tTXnIZd7LNe5GKeZXTde8iDi+Mg7RERU2rYlomHIj49PpR+YmYVrZOPV42zfhZq7NreVYCIW8mLsrqqrtl2tVlXslWLLKrJL1ffzwxARDTIMNpQ8XvQp4JTpyhtFs7N3akoZ2qYRomxGxLOPEe3XASQfAACAT8Wre52d/oiIHNbN/0IxUWOmmy9Tp2JKTdPEGNxpdvG9o5Sq/711KN01tiT4eofaSusjZ23uzCyiRJpi7Sby9LTu+56I9KAHw715R39eAxKxisQYY4xtE4NyLj63oFgGfF7lxLdJccxP3fpol05xMr7myt9ueTBHVVU1NzNT0Tu/FwAkHwAAgE/Oq8XSXtbNYXTciSO/qJjncl9cWHbE5Jg4c319s6zreDfXaK5ZOlnGJdfkvdVDK8JEPlZ19BpHx5dLiJcmtp3NtMw5mxm93Mx19zcoV3KiWulLJ2o53OX8LN9Y1+rYc8/K49NTMctD2aa3/XRA4109RnY6Sbg7edLQNKlt0thSpZRSvPbSrHLouXNfTumRYrYnqyuJiBXr+/659X/19va1hI+IrNpWiM1KfXXPxQcAJB8AAIAPoPduyp7x56ODRKpdmIccY9yL7Vx+9nBD/USy1k/mcY0fv/E08tiPbJQWo0goRUVSSqu2Edl3qD43A3svXl1j1CYNVfJd0WlzzcmksbbHcwP7GQ/b8W4l5LUhoJt3fb8Z+jnOcNnX4EOneM2Shpndiac70c1SCt/abyGEEFSYSiluJizz2psbzR9djcuwz0vGMPv3anPIrutP3BfXf2rVQp0xtSmZOTsJ8XxTvOj2BACSDwAAwLvpvUs+9epgzj3/zqLmnohIKWUYBi+mqqr6xa7V/pTGEFarNgYlcl9k7x2THEQHba9vN9AQQo3q/Li27LKN3s8LobnfQN/3T09PhZ0+o4lfxd74gxV3CizpoX1oVzEGcnK3qWkHm5+fhENP7IXLyd1ZOAQtxbquK6XQDXY3jp4+MwfV1aqlG6QLAgDJBwAA4BOKz2rh1XotZlZjBXlfz/hXmB8WJ6tty9jd25jaNsUg7u62nQMm2ustd7zV3C0NX1Xt769W51tiZiIiwturMr1uXBsPEtGYSCb+qRaqmRFTEFLVh4eHtmndyc3njh0iSuKv2xW6sCbqVPWUh2EYhmHeRrqp27nmIopIiikEtuJ7MvU+mysCSD4AAABfTmL9rCy5gi3FR1WfmR1tvvc12jPMhfvd3ZlJVVNKQcWMau/15bS9r2+htkGr/Q+YP7Cc+Zl7RERUtzVZauBxTVGsOX4sbNN1+nzCj5mbGJumaVLjZqWUmr/30v4Tr4t+rG+rQQE1uvi5AOZbCDARiSmyo8kegOQDAADwMW3ZGxkxu4FbRGP1/IN4znmHfvn+qX7lV7hk1Xit/dyCSn1N9+rZ3IG5T0RzJcZcyhf09YUQUgpEc6ae14nhKebw8+5NUNM07aptlZm5lFyFlZkxj7m4NkV/0oubdvrlqk9Euq7r+96fkZF8g5uUmUMITdRSah0XZrpy9z8AIPkAAAC8m1C8PMfm8IPL+uxE4kbkMkFdN5iNFe6r8cy8U2+dq+7jRTIbv1EI1TxyvuCsny1IOLYHr3U4XdyIiMl4DAQTImIvZB6YVqtVLV3jPp6vLwIFaWHOLubnp7x+L0rddHcPmomy29T47uLJpEUV1mtcPSdy3nrPxEkWrlJnsgtC7YyNqJ6FTMeRxYkTOwk7Mzmxu7vWPgT6tF73ff/LQyspjS5aImdhViImrw7QD7FbcWSKlI2UvBQSzUQ6rT0m+qNfH8jdvOb1LctUjr3K94KO52V85EXjw9uNiHcchrzTx8+FzTyk4ESbbhiyLeum7NSwPX2Gh5PgNVWxXjh2NxExM/MsIk6kpajq7x4aJs82iEgt63RWZC4rEsM3CCD5AAAAfEJqdc290vYioipE1Pf5a/Xce56q9EIIe3bhvfnQRKQUM7Nqnd+5h+NEBdfxn07OfEIUOLuK1AIhMUZNgZkeH9fd2AtuxWOk7cf19RwZfO01xyLHfi9Edgv1crofg49PCmZmFdlshmEY3mDxzE0FiSilRBd4I1GfE0DyAQAA+FosIxLHkgvVu0dUiuWcj+Tz+FecpaZplh2r76rN17Lavgp3fa6BnVv34wfSN7u6wkff1Qk5RKUUDaFpVqq07vN6vR6GoZQiQvxJCnbsX8YgWouyqiqZk+4txCOL8ycV4PN9IHd+6+4xRmLuuq4W0bmm+OQjsm3+IYSwWq1qIPpzN+bp7ETsbQFIPgAAAB/cZrzMmmFmUSGiYch77fW+cgXIufrFWBHxhVr6jZlrZowm+ce+avsuvqlx+nafQkOMMYpQl229XnddN7WRrBVbPo3w21L1nogEVbl9auJJ/96RmyXnXGvG1Bvnptsc8/BijF+scwyA5AMAAAAu1nvbrDNmFnb3nMtU8vFIRJl8Sd03Nrae3aEX17G4qepb9q8b0zKJZt+smX34BnR+mH+2TR7ToCoSQszZfqwfR+ee6twm8TOJPd697g/tKqUUQzi8wn7BXX+tpwdN3RFGmS3s7uv1urrali7xKy2HnVGNWbVOMYa2bQmeOgDJBwAAADxnz1W1ICLEMgx5GAZVrSFSy336L2tOLc3Wl1a6f/tBVvesWe22/Qk0T62k43uLVlVTCkHD96dus9nknEWERevpl/rPqWDMh5oHXqqb3XGPUvbXb6tv374xcbHyOp12o20RFjGzYRiqE/La8v/YNzqzcIoppTTHM184Wjz/ASQfAACAm4ir637qRK+tCz17o7dkarY+DL07qerh9vziZ7+fKf1505aZ3exQ1JVSQgi0W+Fm6VJ7pyXEhwp8DsFlpq7rqaa3qdau8Zc4+pi5WGFiVcnFrnVydW7nXYMQwux3ZKoFRc+pAq+1GsdF5+5FXFRSSkG16zZ/uvkt5/HLzImoXhqvS/qmvb/fQsPTHDpp5K4ibdPGGFMTzIycRJh2lzMK2RoAACAASURBVO7cguEnnz91se29aGaushvvPTrAq8BLMfz2/ce0/G44+cJczMidmUIIv/zyze1I0ZrDlL/Teg86EEDyAQAA+ITUptVVJJRS3JxYvuY8zBoyhJBSqjbr6Py8Yw/nnGRYlercQfH9B1bz8CaRXDUY88vM6ykhcbu10bRNCMHdvv/4sdlsmNlH3bg8GtPHrzJUe2DWlhbknkJ8eFg1bWJiNyNfzPLu5952X8Znb16MMRfruo5uEdI8XdLaOaKWrnEzIm+ahg82gNBxAdzR3xdMAQAAgNPW/K0PW4PfzKyUYmZf0ESqLrJZUdRm66frQNyPK+DQzK3X8a6cFbOQlsk/5OROL+vrXVVf27YpBjP78eOx7/sLgmz5I971y3DreoJRQ9u2TZOYuIxuzRs+GV7y5NlWixXhvu9PFMy88k4HkbuLSIyRbJw3yDxwh8DLBwAA4E3F3qFuYeacc63xSF8yrqnGAdbSLCGEh2YVgh6d/7tN4as9qVXVzGs6Ez0TmPeeRk8IxxY5nzu7MeY2pRhjdPfvP9bDMAzDICLMlHMWVZo6vxMR12ov/lFLt0yFYZ3ZVUSEUmwf2lWMaqWYV6+a3+6Z88KHj9eM3xB0GPJ6vb5drVrfnaVaO7dt26iShyzsd36rAkg+AAAA4I1FzujfK6XMNf15zIb6WoiIlVzbrLdtk4L4NiVs3xC/w0tZDd+akFlKXtbwrGfxXoOuThhyrytNVeYZZWK/TLSIsCirxBBCKeXp6SmPuWpcShHRJrVDGZzYx3hGdnb2D3971nTEJqWUwkOTipmVMjXMLCqzwL2L0daOnk9PT7VarN8o33URrltXftu2q9XKbbyR4eIDd/pXBlMAAADgvQy1uUjJMmONvp7NVCVTCKFpmhDEncw+TIHHvfo6e0Gq7z64o+N8qZGfUmrbZGaPj2Mbhho6qKpu3ueBJvkz4h/bvporJ6lq2zZtk0oZXZb1bg1BiIjY7kDxjeVbarOEmke6F115OxlWE0RVtsVj7mjxA7AAXj4AAPgSnDV6DtsKX3jAuSf1XMCDFrlAy4328SOsRFR7Nw+59nMmZnWiUg3Ii4KyZGqQ7fv2uTMRk9udxNT5XPZwd57ZrA6emd1y0zRtG0W49nMTpiu2N9i/BMfs+6NSh8zJfd4gPhoGWa3eyUlLORdzntqPj+GOx2Zl/4K6m7A6uZmJXMefyU5M7G5E1oSgSjnnGt45N04o5M9pVxEJIcSo2fzxx7rrOjNjCcsrS5PjUHznmo9f/2GKuCwLYHrirEHbtm3btpY8HU9yEjN1kdZb0Ilkf6Ha2bMenw/LpeXjMOZlVr3Epx9KYxZfDBr08anriqlGY5JFU40r3Uc+OnCdlEjMrPhDEx9SpFKYCnn9zc43LjyQL9s9AQCSDxwn/av/GSYBAAAAAODr0P9H/ygmAZwF1WMBAOBLcPnT/kUuPppcJTVXavb11Uoke+8Z451YamWIPBX920u5mQ+y/Vu1yBYbXyFKKY41JJiJqB/6YRiql28OLzw38jN76kZe2zqLGzP/+svD6OJwIqKnbqgFG0c/w8G0Ge9/6egCNWMf+1mraoxx1ablO5cND159HV90cefXl2VC3b1G8e24Yp75wcxijCLy22+/9ZelYzJR08TfffsmU8l7Yvl//+7fNWeqM3D2dC74FjMXYfLyR7/7vQiRe0ppXGPkj09PQ+G9CyQiTZNEuO9z3/fDMNgU6Dhdbr7ocrgx85/7/a9NivOAf/v+9LheE/ONOhkE8j/35/+I2ZRrXpl+/7F+fFqziJG5uruL6fKr3X1y03kI4dvDwyoF2nXgn/7SvY7ne7f/c88N2vPyHbztuRdjDCmG+Z9OlN3X683TunN3Zink4i+b26U3tt659Y6u3uCHpv397x7m95r5n/zJn6xWq9VqJcI5DyJiVkT2vXxH//nci/DygdsBLx8AAIBbqUc6qDjCzOaec6kSbk/mLe2eq1s/e6ry6Fe8zTbo3CkuhBBjTCkyU61yOSvnj7Uepiwmqmr/fqp0jhPpHkIIIeTc74Yg7gQhzzsXq1VjRk9P681mM/eRX0Ysf3TTfIx7nGQOE5nlJsRffvm1rkafNFsN2S1T1ZY7XYHkfT/0fW9zJ3S+0Y1bNbC5Uwjh27dvtV4rjRGvKJABIPkAAAB8Cjn3UjVSjbC5sIG7j36jZ8TY0a+7ioX92vrvt7AcnaZiLdWrtufD/HDMDsnqFaR7OhERIa8eSHa3Mb3Qj1RDrR7X2mdivd5sNpuxJgfzUhYSfSpXDBMRU9LYrprUBFn46Hg68Ttfme6eczYzYZ7cp36jdT4/PVJKzOOewjKNGQBIPgAAAB9Y7B19zyWvzJKgNlsvRosAuZ+VlK87zelbLjplZia/zsCYnLbFOVOMOprUtJ2T52zHt1SqR8dwOqqz+sf6vr+3hS0iZp5SIqJSTHgbSeiji1JrVGqKwYmGodts+to1pG5VuNnS0ffRLXt3Z/MpdNZFtUlh1TYxKJmVsa+GzleWLug9cKRK08nV+9w/L9yX2futFeu6rpRCrNUPS3LDa8TMIt40qZTibrPkE1F3w58SAMkHAADg83MYyTkHK5ZSzGy2Jo/aiHv29NV1zu5+/JnATq4lF6eIvhMJOSfGuc1jtEJOPvn3YtAaB0lEPEXN7UW3vv21e92nSikpJSKuLdHuaTWOiWrVdzeHE09uSWdmN2/bNkbt+1yVQw2y3Z7IvtLzj+jomyUujfVgTZibpk0pNCGKjkGLzOOyv3B538MTxmnywdZrc+M+kEuf9uJFnT1+z91TJ24NeAgBJB8AAICPR/VWVbFXJcHYjeHrIUTs5ubmLiIppZRi0M/jEFjWNRkDIO/JfjWzJkURyf2wLNNSf44xagpMtN70T09Pz1X9+Uw7MnVSomjbNqtVqyJEtnR4o6zfhc+35bxCuQFIPgAAAF+OqgFqXFxNs/nCc0FuowBu2zbGyFwrQIyVTi90oSydG+8e+bkva0VEJOfh3grP1O2GGCONPhk/5oThx6enzWZTz+JTqj6uSW6TUFk1oW3bJjXMbG5k87TIGa14H+vt/TUzUW32OM0YXzhpAEDyAQAA+Dz20LK8Ya0GcSJ/73NTU/VUtWmalCLV3DC6WlmaO5H3NNduuT9E58YhO8M291LKj/WmlPK+IbVvtxSZmfmhXaWUxt4nxyKWoVUumU4iWqg+6D0AyQcAAOCLUZ1Xc1oUfVWfABExcQiaUoqx1oqk2df00jm528KAVfTN2v6eRA4xs7DMcnSZmelufd/nXJZVQz5f6cU5CjHG0P7SBtEoRGSl1AmRPRFDn6wm6S2ndPdVIS6YHADJBwAA4B5tl595z1zDcLSkyYnYmXLJZubG4xY4v+arl4b4gRVeHWX7df+YycmYl93XDqvql5fODz87jG0biW06VMk1olWcmDml0DRpOUVOfImouLB98+GvXqokn38/1+Iyy/njGh84awR2M2vTgzv1xUiD2diF4lBI7Gvhnd/UyofzeK4jOthNzJoQ1uuulNI2bQhxFjXCQrbvbn2R3nv1nP/EDsLexSPfGbAID+yuEqa5d/JBaGhS8+uvv9T02urwPDzrF0362UjjC9fbzzyCxi4aizHRdS5EfazVgqVO5E6Dk/NOzp4sTrwWYTpVhgquVADJBwAA4MOLRrSlWhjdMk9LCEFD2JuoT3a+k9/sHk9NRES0ZpK2bRtjuG5xmXc/ZT+UgMcuUNM0q9Wq+t4/+gp099kzedNnzrICJ/NPfRWejQCSDwAAAHhPsXrdIwpt/R41f0+V+T7kwe0kn/u2f/ddYeZt24h4SlGVu65X1RjCbIG/bszveKb+8t+3bcvMMcZ6jS6vGHSf96m763QKbyOlps0agnADkHwAAADAx9Mq1zXlZ2knIrXZuqrQwrn3KTf7q+Sb6rLynY2NUkoiPAy2Xj/1ff/t27cYPpnxcyYONqU098/4cN3kD2/JEIKq7sQX32zxzL7rV3/XR5xzAMkHAAAA7FtjPEHzRviXLNTC7jWHTVVjjCEEFfYv0J2i5nTV1osiel9jU3XhP/uxzsPQb9YppSrNqzX/aiv8vWrP+kEkJ3tVe6cGU1ukzDfpfv7bRyPGYO5y+6uwDOwUEb7OMREADyD5AAAAfFijn45XZbhr4+Za9qK40Vi6hogopdQ2sdrW1eM3f93ryl18iKt/n60X8zB0Xff4+BhjlBhqz72pSAwx18H7q8/66mvpxWuYif38Oq/9Bt1dVT9cYOfetDNzzlmC3v5Wqp0zmZlU9WfCOiHzACQfAACAO1U7h++ZE4Gq6VxbV9PCjbCssUknS1yeHsnhoQ7e8KxdNRfGZLqCUV7LG+qiKMteIYdR7/nYbD3GmFJYqrvXRXa9mY14sizqdC0Wb6ud3Gg7ySQiQz8Mw1B/y3RHHiQWWW82olqX6NhJzUiYRH5Wp729cKqrinfL0W5rxpox87dfvu0NbKwfu9h6eMV6u/xkX+R8O32b16OJSM5ZVXPOKUV3Gvo+xYdbe8zqMjezpkmr1Woe4uHtfKKpI+8+L6D9ACQfAACAe2dp2cy+naoAw8X5UXsuwde2K3jvSom+b+DWeM6UIr+HcnvHJcHEZraV/eZ3eNLV4+wf/Gqw8LzetiGdTETO5DHIw8ND7QhCL+wxeLd+v/p4UdVSiqqK6NPTk1s5vU9xpbU9CubValUTViHXACQfAACAj8FVPBt1673alHOz9ZdKhXe3Ml9RvmXvI8xsVmo5xBBCjEH4Z0McP4RKHL2dxMzs5GMTdpH6z7tSes5U+6VdEgP5IWbe3cWp3oBMXnPzfvftl5RSCEILFVS3Zj56qdg5+TDG6G7r9Tql+DZPCLPysHpIMbgbE6FHPYDkAwAA8FXk4mxHVt/O7kb7+fy9pQF6IprrtBK7iiy6likcQkgpqcphEUGmlyU0fjCvIG9rt9yzrjDaBpv6oSj8QPM9OprYyd2MmclplZpV2zZNQ+xWrK6g+Sb96HqvBqxWR58IPz527qOz9tZ1aGqodtOkXIwsxxAJAEg+AAAAH0Wz/Yz5RYtyHaWUn8xUOVr35TIh5O86jdufm6YJIYQgROS2k8HI5MwvGOiHiwKtXr5qkc8pf3yHNVunER2pePkBJdB8y6hyG1er1SoGMbO6/OY25a847Bvsj7xuS8XdY4ylWNd11btMB2lyt5jq1aoNIeScw5UqdgIAyQcAAOCu9d5S8lUX31TLhF+UNTS/7d3LV16lL1+MsVqDfqTPtX+JSLC5lj2z2X7VHHCTW9hdVEMIbduEIGZj9SAyX96PF26p3Pkpq6q7i1DOY1jB22jR2tTR3YhIRBxhnQCS71NhA3F29zyoUNCgzkacna2GVLBj0m408yTKvffMrB7ZuAgN7l23VnOhNEiINGCebkHxjrgRD6oujSczNjUl8izknfN350g9Juo2Fo05KTMRFRNnasXlF+NC0kdJ5LF0pO2dKMPZpTPX6qC9JuOjwc/kQk7PeXtOW2l7v32FIHRfCg+fhuFHnjunx+MkJORELFW/1TcKUyneKK1iI0JV/9Kihdf0eT1rjb6N3H1RBcVlmG513dF+EU5jViJyJ+HQDev6KfPjPQ/4eaUo2/dKvRw13Y6v5Cfk7QHHcYnvaPHLCrr4wanUoyxUANflzvMBZZxzG9839QFcnNruOidz0iMXhImczJ2FlVwsM3Nq0mq1CiEwj70fR6VHLsv78b0X3mvu3N2BCXPOOcbYdeX7j8dcb0mScTrrne4s411uznVdyfKC+UXXmKeSqKRE7t40zSpqKcbmXkh0f85Oz+GJ36JuJ4Dke3+6IYYm9j399b/+H/73f/t/2WyEmV0GIjMWsigM1XET/so/90/81X/hn06upESZciBjo//qv/1//u2/+euf/nj89Zt0bOkJE3UL5KGkx/Kd29Vf+Sf//n/5n/WH3xOJ9EYkVOJ/8mdP//4f/x1arzBRtyDHR86/xpKEhiJ9a//f32fdv/uX/8G/FEgG0uD0fsZBFXjjIhGZW3st/Xt3PLV8IFT8Apv+udf336DKzHqiOPuFM/yBNysm69wn6NMasnz8Rd5/zzMhraNz/Mx8HvmwV1Xj7srMxEJcE0er3pvbpXwmLbHnnxxybprG3R8362yFp00In2abt/sQdDT+my/93mkba9LMbdMSmqcDSL7PCkczYkr8P/2v//t/8z/8cbFfXJS4EBl5YI8uUB1XsyaX//zH/s6fkTmJZLbgRiam69V68/u/9bcfuh9/tpK/2DWPXDBvt2Dwxz9vLCl1/8g/TNxW/0wOHmjjXv4ky9/6019IIPluZOAUyivOD0TmqWj5/n8+/fgtEJUnFXJW416peV+bfo7erFU6PnpBiJdOw2SJj3b7sj3D11227nUjYFm7Zfb3XrI+Pnq7hIN/jictzguZse8g9WO7CHzklW0A5+insiKqKcWHtkkpEVHO+e63Xa6AhiBBN13X9/38UPJJJM9zbQvB7NOvLnfxLS2TqqJDCCmpmc+XAABIvk9FklLImJIGc3ESNiKiwlzEjcydHbN0JTNqZyaNjJhJPRMHViISChTTuljzkPpVeeo7C98wb7f5m/pr9/jbow1ugXhFTNmHQSWQs5QH1z94+m4bTNRtBLdp2ahZEeuNycuwfiQmitnMsrfK7bvdpO61GQNN/feWyXv0Jfa/54jQpSNlsjsX9UtfrBg+xbzNGwEH58UXz+1rf30vSm9Prwkt9Z7vlFLZS/H0pS4c20hM2a2+vA2Lu0fRbw8PbdsIUy2bpKq0G7L7CRbVYROU2EQz77rOFomyzmRMMgWSbzUZz7Hao9eUX/7VVe+1bSvMuRS6fZ0YACD53uPP+2CiHIXZOHe9RGMm5sKUmYTJyQWzdKO/pM7GRo0QERUhp4ZCO2j0p6ExjrIqGV6+m/CdPQin2FIWGpzaQRMPxrZhiVIo5+FJU8JE3YLM34xj4CHwUFweCv9R+wcloiIijZZG5SA+8Q3Nr2V1lhrk+clMzCuap1/w3JmpbgW814TYuS/kC4x+u6zq0LE9ke2LcviebaQm7+g9PiJoq4A5/Er3Ik6qYbVaNU0jwv5M2aTPtBqXmylMNAxDLrme7/I0a+8NPxGWPXVi9AuSNpXYbFwLIYQ2hrq2ebHXAwAk3yf6M2aRVDxT5CaFtrhKfewYiRsTk2HSbmVBmJhm46LklJkKUUshcPMHyrahQJwEku8mJFYh1lJCb2RuXDrKLf0q/CuRFd1sYs4OF+uN+GbimUiokJEMYh2Zk+svZC4DkdBPxnUug+7Ovm35Qy2UdzSYc2l7vdTXdziSS145PMy58TtdEIB6efU/Vd3LC/oETa4PF8nll7K+Oefh5ydhNvHNfE6moguSA8+O9XgS3kv7NGwLEU1rnnz6x/Rp84P2D9vgTHdyOhVouA0GrRdiUijC3DZN0zRNisxU2+5V/96yhNL9iLTnHhHP32584kYWkVJsGIZixqzbxEVefJzrve7zTIuMpXP48ktM5Gb1KCKSgoYgw1AWK8Cn+jv09YLbASTf55ySTMxG0bVIoFysELEbsxsJG9s7pZP9+Mf/2uee+L/xP9Pf+Nf+yyO/+Of/A6zKtyMT/bX//KjZ9JM9aO2f+ocwu0cp/ptYSJaJvRcuoXS2dif2J5JQYtK3cvEtGzcvyycsK7jMP19YtuSoKDr8yGHj9fOG7G6IaR3ejrvDxenFrcb2Oju7m7uJiKo2bZwjPBfDs0ucsG9slx9O+6HxvZzqQ8/tieL+zMwstTjnXODHJ6GyVESnp1pFpqNtC6FwLRRE0ybFWcP64t8vV+x+QqZdbr5Pws/3a8DWG2aKzBQiY6fayq0uzFrK04mEWWo2mrntpJy5sHFt+OEkxKr60LRNG4Po5NA7v7rO3l/XWlQnjrzs5nJic2SsYLp7y89tP0UkBP2xXg/DQO61C2T9lVtdHeMUy2LPwkspOgZkib8sPFhEzHLTNA+rcZtNmN0LsyxXKT0T6nlhHR3EiAJIvrvA2I3MQ3zqnvqSnYklEBmxsAtRJHmfip2//Kd/83PP/L/5r/8zf/3f+hcp2Ia8zZqZSIfwX/x3/9df/pfa/vv/tip/qWt/k4gleguStr88/vZ3Yyn/xr/yD/x7/443xEI/uF/Rk3r4j/8P/av/9Wat2NS8kXX+yPSNPBQWU37iTW44KhFls95CIQpK8W2HxFU+Hfr3DrXZK9TOrBsvV2JHjDNeWKJETl5K2T+yy1mBtze8ZVpa/VC17UJUFXUz2hF7n4GX+ivGIF/n6oHJOW+l8vNNwI8ug2qfmzm51VWXcymlzHpyT4Ef+ZN98eBlXxc9q/MvGb+Z7bmOvNio25iIyrycmN3MyMms1LPyqXO91C9e5qGZkU8NHkNIGtpVEhZaeJbeSzCcXSfLbYXnIgvO9gmsM1N3mlQ159L3fSllmU6rqiLCTMrb+VNi47GwMDP7IlqXL2zSYJnI3D2outMwZGaeb/NlTZ7P5N4HkHxfl8KRWMxJpY0Si0kpXv+MmQf2SGgNdyu1TeROhYI6mZGy00C5lyE/ZP41h9TzHzD5t6GPP1ZUWoq9FKINeUs9tVHVhCyumR6jEz1gom5CtMKr4g2xE2fnoZD0TpSDsLNQ8TXxW0i+vaSguRnDCbPvSEAm7XTifn5r/7zteM6o2o+tmvXbeCJOvqvKDr/WveyN87DvVghBg9Rm68uGdZ9Gzi3t1+cuzV5gXvXMqSrRWLtlz8t3LOz2yDfT7OWbtOJ07cbAzlFHnTjBy2vATOa72agT50RENzs/kbuBnVsdMXsLZfo+HhWCkzE7C9VNCZGxa4gwK7HVSMLdv4LiROQ6VuZsY4o+ebO2LQTuZmmddmrtBXmeemgsVldVwmYWQohRHx/XQ9+TEwvzFFtppXix2hmda8SsT6tFvabt+bIv3yIM9/SNYGZN07QpjeN3m6/mlI/JF944aO0AIPnunizGpES/Sxpt00hAX763+ePRBnNhthyYiJmEhdpH1f/x7/nDHx433R9+939/z01E0cib8P1hkx7LJvzy9/7uGz39KbV/gVxCEbIVSfzmf/oX13/c+l/ARN2CIT5y/pFKZBqs61al/0v21DwRrR7cid3C0f7ML+esg44XXN55b9nF4ejRjmzv2BX8Y4cOun0bi/2sxTWPZFYOew4fVWnayMTm5uRHJd89G3aXjO10BNo4Ib4TfWelEPGyguveoeSS5EzVyc4mJpu7PoYQ3JyI3Oxsheyzb7CpbsccQ7h3viEE7c9LPuK94m2TApyOlj2PBTwnJagqIsLiZsUsC8so24hqS72yq1fFSVREuGlTSklESik6zpKT1nBlPmw+9zYrcG8j5oTeO4wiPvrm6be83KmZd5pExIyGYRgvsbmx1VXRNE2o0+LjGqguwerwtxr/WR2APnVLvAQlZm6ahohzLkQ0bvQQn4hf/aAt78EXBL7pg+d6GVhyzpmpFQlETGzOmdicmJwZOvnqam/6yyxBeu+FJVggYnPqqAzdJjiLaa+J4eW71d/ygSiKRY3OMSdiymKBsm8SycboiZUdtXNu9dAhCsTOnJ2JKKmHX92zSZ8kuSXvfrIp4uXP+ecyvk4ceTbXpl4ONSaP3Lcm3cG30NlXzmKlbN161SA8KOi3ZxwfeoTOvoGmgg3mJtsoMtudAb3HZXVZEOAR992xrYE5K7L+S5ic2N1F2Gz7RXMwnZybaiIqTk7jbgZPctqJzMaUNZ5aF5wa/1lVT6OHhxdfrMo+nZJZYTl7BX3nVI5+0ZEu4M7kZC5SewdoHW6dMGdi3ncd0q4rz91ZxKksz4BJPsoau+Qx4jtBAdUjynPhHrPxYo23du3B4ETmQccCm0xMY6bktqdK/ae8xMKtClyZaX6MzGWE6nNgV25va8lA1wFIvg8tQMB7CI99U2OvmASeqm/GoR/mknQXcJWprpYE1jwAH8hUwK0KALhn4LACH0MBwvZ9X/kN3nKq9ytPAgAAAAD8jLEBpxYAAAAAAAAAfFYQqQUAAAAAAAAAkHwAvDlny8ED8FlXPlY7AAAAAK4FAjsBAAAAAAAA4NMCLx8AAAAAAAAAQPIBAAAAAAAAAIDkAwAAAAAAAAAAyQcAAAAAAAAAAJIPAAAAAAAAAAAkHwAAAAAAAAAASD4AAAAAAAAAgOQDAAAAAAAAAADJBwAAAAAAAAAAkg8AAAAAAAAAACQfAAAAAAAAAABIPgAAAAAAAAAAkHwAAAAAAAAAAMkHAAAAAAAAAACSDwAAAAAAAAAAJB8AAAAAAAAAAEg+AAAAAAAAAACQfAAAAAAAAAAAIPkAAAAAAAAAAJIPAAAAAAAAAAAkHwAAAAAAAAAASD4AAAAAAAAAAJB8AAAAAAAAAAAg+QAAAAAAAAAAQPIBAAAAAAAAAIDkAwAAAAAAAABIPgAAAAAAAAAAkHwAAAAAAAAAACD5AAAAAAAAAABA8gEAAAAAAAAAgOQDAAAAAAAAAADJBwAAAAAAAACQfAAAAAAAAAAAIPkAAAAAAAAAAEDyAQAAAAAAAACA5AMAAAAAAAAAAMkHAAAAAAAAAACSDwAAAAAAAAAg+QAAAAAAAAAAQPIBAAAAAAAAAIDkAwAAAAAAAAAAyQcAAAAAAAAAAJIPAAAAAAAAAAAkHwAAAAAAAAAASD4AAAAAAAAAgOQDAAAAAAAAAADJBwAAAAAAAAAAkg8AAAAAAAAAACQfAAAAAAAAAABIPgAAAAAAAAAAkHwAAAAAAAAAAMkHAAAAAAAAAACSDwAAAAAAAAAAJB8AAAAAAAAAAEg+AAAAAAAAAACQfAAAAAAAAAAAIPkAAAAAAAAAAJIPAAAAAAAAAAAkHwAAAAAAAAAASD4AAAAAAAAAAJB8AAAAAAAAAAAg+QAAAAAAAAAAQPIBAAAAAAAAACQfAAAAAAAAAABIPgAAAAAASzVkcwAAAPtJREFUAAAAkHwAAAAAAAAAACD5AAAAAAAAAABA8gEAAAAAAAAAgOQDAAAAAAAAAADJBwAAAAAAAACQfAAAAAAAAAAAIPkAAAAAAAAAAEDyAQAAAAAAAACA5AMAAAAAAAAAAMkHAAAAAAAAAACSDwAAAAAAAAAg+QAAAAAAAAAAQPIBAAAAAAAAAIDkAwAAAAAAAAAAyQcAAAAAAAAAAJIPAAAAAAAAAAAkHwAAAAAAAABA8gEAAAAAAAAAgOQDAAAAAAAAAADJBwAAAAAAAAAAkg8AAAAAAAAAACQfAP9/+3UgAwAAADDI3/oeX1kEAAAoHwAAAMoHAACwFmI00kVE44NlAAAAAElFTkSuQmCC"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls23 ws0">52<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x93 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">porównywane <span class="_ _1b"> </span>do <span class="_ _1b"> </span>f<span class="_ _1"></span>aktycznie <span class="_ _1c"> </span>prowa<span class="_ _1"></span>dzonej <span class="_ _1c"> </span>dz<span class="_ _1"></span>iałalności. <span class="_ _1b"> </span>W <span class="_ _1b"> </span>przypa<span class="_ _1"></span>dku <span class="_ _1c"> </span>brak<span class="_ _1"></span>u <span class="_ _1c"> </span>dostat<span class="_ _1"></span>ecznej </div><div class="t m0 x93 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">jednoznaczności <span class="_ _26"> </span>opisu <span class="_ _26"> </span>działalności, <span class="_ _26"> </span>korzys<span class="_ _1"></span>tano <span class="_ _3b"> </span>pomocniczo <span class="_ _26"> </span>ze<span class="_ _1"></span><span class="ff2"> statystyc<span class="_ _1"></span>znej <span class="_ _3b"> </span>klasyfikacji </span></div><div class="t m0 x93 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">działalności gospodarc<span class="_ _1"></span>zej NACE</div></div><div class="c x0 y0 wad hc"><div class="t m0 xaf h87 y68a ff2 fsf fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xb0 h6 y53 ff2 fs3 fc0 sc0 ls0 ws0">. </div><div class="t m0 x4 h6 y12 ff2 fs3 fc0 sc0 ls7 ws0">2.<span class="ls0"> <span class="_ _1c"> </span>Alokacja<span class="_ _1"></span> </span></div><div class="t m0 x93 h6 y68b ff1 fs3 fc0 sc0 ls0 ws0">Etap <span class="_ _0"></span>polegał na <span class="_ _10"></span>przypisan<span class="_ _1"></span>iu <span class="_ _10"></span>do poszczególnych <span class="_ _0"></span>zidentyfikowa<span class="_ _1"></span>nych <span class="_ _10"></span>w<span class="_ _1"></span><span class="ff2"> </span>pierwszy<span class="_ _1"></span>m <span class="_ _10"></span>et<span class="_ _1"></span>apie <span class="_ _10"></span>dz<span class="_ _1"></span>iałalności </div><div class="t m0 x93 h6 y68c ff1 fs3 fc0 sc0 ls0 ws0">wartości <span class="_ _f"> </span>obrotu, <span class="_ _f"> </span>nakładów<span class="_ _1"></span> <span class="_ _f"> </span>inwestycyjnych <span class="_ _f"> </span>i<span class="ff2"> </span>wy<span class="_ _1"></span>datków <span class="_ _f"> </span>operacyjnych. <span class="_ _f"> </span>Szczegóły<span class="_ _1"></span> <span class="_ _f"> </span>zastosowanych </div><div class="t m0 x93 h6 y68d ff1 fs3 fc0 sc0 ls0 ws0">metod alokacji zosta<span class="_ _1"></span>ły opisane w<span class="ff2"> rozdzia<span class="_ _1"></span>le <span class="ff9">Zasady Rachunkowości<span class="_ _1"></span></span>. </span></div><div class="t m0 x4 h6 y68e ff2 fs3 fc0 sc0 ls7 ws0">3.<span class="ls0"> <span class="_ _1c"> </span>Weryfikacj<span class="_ _1"></span>a </span></div><div class="t m0 x93 h6 y68f ff1 fs3 fc0 sc0 ls0 ws0">Etap polegał na prz<span class="_ _1"></span>eprowadzeniu dwóch rodzajów <span class="_ _1"></span>badań:<span class="ff2"> </span></div><div class="t m0 x13 h6 y690 ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff1">W <span class="_ _f"> </span>przypadku<span class="_ _1"></span> <span class="_ _f"> </span>wszystkich  zide<span class="_ _0"></span>ntyfikowanyc<span class="_ _1"></span>h <span class="_ _f"> </span>rodzajów  dzi<span class="_ _0"></span>ałalności  przeprowadzono </span></span></div><div class="t m0 xa1 h6 y691 ff1 fs3 fc0 sc0 ls0 ws0">badanie <span class="_ _33"> </span>kryteriów <span class="_ _2d"> </span>istotnego <span class="_ _33"> </span>wkła<span class="_ _1"></span>du <span class="_ _33"> </span>i <span class="_ _33"> </span>niewyrz<span class="_ _1"></span>ądzania <span class="_ _24"> </span>p<span class="_ _1"></span>oważnych <span class="_ _33"> </span>szk<span class="_ _1"></span>ód </div><div class="t m0 xa1 h6 y692 ff2 fs3 fc0 sc0 ls0 ws0">z <span class="ff1">wykorzystaniem <span class="_ _10"></span>TK<span class="_ _1"></span>K <span class="_ _5"></span>okre<span class="_ _1"></span>ślonych <span class="_ _10"></span>w <span class="_ _10"></span>załącznikach <span class="_ _10"></span>do <span class="_ _10"></span>Rozporz<span class="_ _1"></span>ądzenia <span class="_ _5"></span>D<span class="_ _1"></span>elegowanego </span></div><div class="t m0 xa1 h6 y693 ff2 fs3 fc0 sc0 ls0 ws0">Komisji <span class="_ _1"></span>(UE) <span class="_ _1"></span>20<span class="_ _1"></span>21/2139 <span class="_ _1"></span>oraz <span class="_ _1"></span>202<span class="ff1">3/<span class="_ _1"></span>2486. <span class="_ _1"></span>Szczegóły <span class="_ _1"></span>o<span class="_ _1"></span>ceny <span class="_ _1"></span>są <span class="_ _1"></span>przedstawione <span class="_ _1"></span>w <span class="_ _c"></span>sekc<span class="_ _1"></span>ji </span></div><div class="t m0 xa1 h6 y694 ff9 fs3 fc0 sc0 ls0 ws0">Weryfikacja zgodności z<span class="_ _1"></span><span class="ffa"> Technicznymi Kryteria<span class="_ _1"></span>mi Kwalifikacji<span class="ff2">.<span class="_ _1"></span> </span></span></div><div class="t m0 x13 h6 y695 ffb fs3 fc0 sc0 ls0 ws0">o<span class="ff2"> <span class="_ _24"> </span><span class="ff1">Przeprowadzona <span class="_ _16"> </span>zosta<span class="_ _1"></span>ła <span class="_ _e"> </span>oc<span class="_ _1"></span>ena, <span class="_ _e"></span>czy <span class="_ _16"> </span>s<span class="_ _1"></span>pełnione <span class="_ _e"></span>są <span class="_ _16"> </span>Minim<span class="_ _1"></span>alne <span class="_ _e"> </span>Gwara<span class="_ _1"></span>ncje. <span class="_ _e"> </span>Szc<span class="_ _1"></span>zegóły </span></span></div><div class="t m0 xa1 h6 y696 ff1 fs3 fc0 sc0 ls0 ws0">oceny są przedstawio<span class="_ _1"></span>ne w sekcji <span class="_ _1"></span><span class="ffa">Minimalne Gwarancje<span class="ff2">.<span class="_ _1"></span> </span></span></div><div class="t m0 x4 h6 y697 ff2 fs3 fc0 sc0 ls7 ws0">4.<span class="ls0"> <span class="_ _1c"> </span>Kalkulacja<span class="_ _1"></span> </span></div><div class="t m0 x93 h6 y698 ff1 fs3 fc0 sc0 ls0 ws0">Etap <span class="_ _17"> </span>polegał <span class="_ _18"> </span>na <span class="_ _17"> </span>wyk<span class="_ _1"></span>orzystaniu <span class="_ _17"> </span>informacj<span class="_ _1"></span>i <span class="_ _17"> </span>wynikowych <span class="_ _18"> </span>z <span class="_ _18"> </span>etapów <span class="_ _17"> </span>drugiego <span class="_ _18"> </span>i<span class="_ _1"></span><span class="ff2"> trzeciego <span class="_ _17"> </span>w ce<span class="_ _1"></span>lu </span></div><div class="t m0 x93 h6 y699 ff1 fs3 fc0 sc0 ls0 ws0">sporządzenia <span class="_ _11"> </span>tabe<span class="_ _1"></span>l <span class="_ _16"> </span>z<span class="_ _1"></span>awierających <span class="_ _11"> </span>wy<span class="_ _1"></span>magane <span class="_ _11"> </span>informacj<span class="_ _1"></span>e <span class="_ _16"> </span>oraz<span class="_ _1"></span> <span class="_ _11"> </span>opracowaniu <span class="_ _11"> </span>nin<span class="_ _1"></span>iejszej <span class="_ _11"> </span>informacji </div><div class="t m0 x93 h6 y69a ff1 fs3 fc0 sc0 ls0 ws0">uzupełniającej, <span class="_ _1"></span>z<span class="_ _1"></span>godnie <span class="_ _1"></span>z <span class="_ _1"></span>wymogami <span class="_ _1"></span>za<span class="_ _1"></span>łączników <span class="_ _1"></span>I <span class="_ _1"></span>i <span class="_ _1"></span>II <span class="_ _c"></span>do <span class="_ _1"></span>Rozporządz<span class="_ _1"></span>enia <span class="_ _1"></span>Del<span class="_ _1"></span><span class="ff2">egowan<span class="_ _1"></span>ego <span class="_ _1"></span>Komisji </span></div><div class="t m0 x93 h6 y69b ff2 fs3 fc0 sc0 ls0 ws0">(UE) 2021/2178.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y69c ff1 fs3 fc0 sc0 ls0 ws0">Proces zosta<span class="_ _1"></span>ł przeprowadz<span class="_ _1"></span>ony prz<span class="_ _1"></span>ez zespół <span class="_ _1"></span>składający <span class="_ _1"></span>się z <span class="_ _1"></span>przedstawicieli spółek<span class="_ _1"></span> Grupy <span class="_ _1"></span>Kapitałowej </div><div class="t m0 x4 h6 y69d ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD ze wsparc<span class="_ _1"></span>iem zewnętrznej firmy doradcz<span class="_ _1"></span>ej.<span class="ff2"> </span></div><div class="t m0 x4 ha8 y177 ffa fs3 fc6 sc0 ls0 ws0"> </div><div class="t m0 x4 ha8 y5bf ff9 fs3 fc6 sc0 ls0 ws0">Minimalne Gwarancje<span class="_ _1"></span><span class="ffa"> </span></div><div class="t m0 x4 h6 y5c0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y5c1 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie z art. 18 Rozporz<span class="_ _1"></span>ądzenia 2020/852:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 ha8 y637 ff9 fs3 fc0 sc0 ls0 ws0">„Minimalnymi <span class="_ _12"> </span>gwarancjam<span class="_ _1"></span>i, <span class="_ _13"> </span>o <span class="_ _12"> </span>których <span class="_ _12"> </span>mowa <span class="_ _12"> </span>w <span class="_ _12"> </span>art. <span class="_ _12"> </span>3 <span class="_ _12"> </span>lit. <span class="_ _13"> </span>c)<span class="_ _1"></span>, <span class="_ _13"> </span>są <span class="_ _12"> </span>procedury<span class="_ _1"></span> <span class="_ _13"> </span>stosowane <span class="_ _12"> </span>przez </div><div class="t m0 x4 ha8 y69e ff9 fs3 fc0 sc0 ls0 ws0">przedsiębiorstwo <span class="_ _22"> </span>prowadz<span class="_ _1"></span>ące <span class="_ _1b"> </span>dz<span class="_ _1"></span>iałalność <span class="_ _1b"> </span>gospo<span class="_ _1"></span>darczą, <span class="_ _22"> </span>które <span class="_ _22"> </span>mają <span class="_ _1b"> </span>z<span class="_ _1"></span>apewnić <span class="_ _22"> </span>przestrzeganie </div><div class="t m0 x4 had y241 ff10 fs3 fc0 sc0 ls0 ws0">Wytycznych <span class="_ _16"> </span>OECD <span class="_ _16"> </span>dla <span class="_ _e"> </span>p<span class="_ _1"></span>rzedsiębiorstw <span class="_ _16"> </span>wielonaro<span class="_ _1"></span>dowych<span class="ffa"> <span class="_ _16"> </span>oraz <span class="_ _16"> </span></span>Wytycznyc<span class="_ _1"></span>h <span class="_ _e"></span>ONZ <span class="_ _e"> </span>d<span class="_ _1"></span>otyczących </div><div class="t m0 x4 had y69f ff10 fs3 fc0 sc0 ls0 ws0">biznesu <span class="_ _1"></span>i <span class="_ _1"></span>praw <span class="_ _1"></span>człow<span class="_ _1"></span>ieka<span class="ff9">, <span class="_ _c"></span>w <span class="_ _1"></span>tym <span class="_ _1"></span>zas<span class="_ _1"></span>ad <span class="_ _1"></span>i <span class="_ _1"></span>praw <span class="_ _1"></span>określonyc<span class="_ _1"></span>h <span class="_ _1"></span>w <span class="_ _1"></span></span>ośmiu <span class="_ _c"></span>podstawo<span class="_ _1"></span>wych <span class="_ _1"></span>konwencjach </div><div class="t m0 x4 had y6a0 ff10 fs3 fc0 sc0 ls0 ws0">wskazanych <span class="_ _1"></span>w <span class="_ _1"></span>Deklaracji <span class="_ _1"></span>Międzyna<span class="_ _1"></span>rodowej <span class="_ _1"></span>Organizacji <span class="_ _1"></span>Pracy <span class="_ _1"></span>dotyczącej <span class="_ _1"></span>podstawowych <span class="_ _1"></span>zasad<span class="_ _1"></span> </div><div class="t m0 x4 had y6a1 ff7 fs3 fc0 sc0 ls0 ws0">i praw w pracy<span class="ffa"> <span class="ff9">oraz<span class="_ _1"></span> zasad i praw określonyc<span class="_ _1"></span>h w</span> <span class="ff10">Międz<span class="_ _1"></span>ynarodowej karcie praw<span class="_ _1"></span></span></span> <span class="ff10">człowieka<span class="ff9 ls25">.”</span><span class="ffa"> </span></span></div><div class="t m0 x4 h6 y6a2 ff1 fs3 fc0 sc0 ls0 ws0">Badanie  z<span class="_ _1"></span>godności <span class="_ _28"> </span>z<span class="_ _1"></span>  Mini<span class="_ _1"></span>malnymi  Gwar<span class="_ _1"></span>ancjami  zos<span class="_ _1"></span>tało  zreal<span class="_ _1"></span>izowane  z<span class="_ _1"></span>godnie  z<span class="_ _c"></span><span class="ff2"> rekomendacjam<span class="_ _1"></span>i </span></div><div class="t m0 x4 h6 y6a3 ff2 fs3 fc0 sc0 ls0 ws0">zamieszczonymi w <span class="ffa">Fina<span class="_ _1"></span>l Report on Minimum Safeguards</span></div></div><div class="c x0 y0 wad hc"><div class="t m0 xb1 hae y6a4 ffa fsf fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xb2 h6 y6a3 ff2 fs3 fc0 sc0 ls0 ws0"> autorstwa Platform On Susta<span class="_ _1"></span>inable Finance. </div><div class="t m0 x4 h13 y6a5 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie z rekomendacj<span class="_ _1"></span>ami, niespełnieniem Mi<span class="_ _1"></span>nimalnych Gwarancji<span class="_ _1"></span><span class="ff3"> </span>jest jedn<span class="_ _1"></span>a z czterech przesłanek: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6a6 ff2 fs3 fc0 sc0 ls7 ws0">1.<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">Nieodpowie<span class="_ _1"></span>dnie <span class="_ _1"></span>lub <span class="_ _1"></span>nieistni<span class="_ _1"></span>ejące <span class="_ _1"></span>procesy <span class="_ _1"></span>należytej <span class="_ _c"></span>staranności <span class="_ _1"></span>w <span class="_ _c"></span>zakresie <span class="_ _1"></span>praw <span class="_ _c"></span>cz<span class="_ _1"></span>łowieka, <span class="_ _1"></span>w <span class="_ _1"></span>tym </span></span></div><div class="t m0 x93 h6 y6a7 ff2 fs3 fc0 sc0 ls0 ws0">praw pracowniczyc<span class="_ _1"></span>h, korupcji, opodatkowania i<span class="_ _1"></span> uczciwej<span class="_ _1"></span> konkurencji. </div><div class="t m0 xa2 h46 y6a8 ff5 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 wad hc"><div class="t m0 x4 ha5 y6a9 ffe fsf fc0 sc0 ls0 ws0">4</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa3 ha6 y6aa fff fs3 fc0 sc0 ls0 ws0"> Rozporządzenie (WE<span class="_ _1"></span>) nr 1893/2006 Parlamentu E<span class="_ _1"></span>uropejskiego i Rady z dn<span class="_ _1"></span>ia 20 grudnia 2006 r. w sprawie </div><div class="t m0 x4 ha6 y6ab fff fs3 fc0 sc0 ls0 ws0">statystycznej klasykacji d<span class="_ _1"></span>ziałalności gospodarczej NACE Re<span class="_ _1"></span>v. 2 i zmieniające rozporządze<span class="_ _1"></span>nie Rady (EWG) nr </div><div class="t m0 x4 ha6 y6ac fff fs3 fc0 sc0 ls0 ws0">3037/90 oraz niektóre rozp<span class="_ _1"></span>orządzenia WE w spraw<span class="_ _1"></span>ie określonych d<span class="_ _1"></span>ziedzin statystycznych<span class="ffe"> </span></div></div><div class="c x0 y0 wad hc"><div class="t m0 x4 ha5 y524 ffe fsf fc0 sc0 ls0 ws0">5</div></div><div class="c x0 y0 w7 hc"><div class="t m0 xa3 ha6 y644 fff fs3 fc0 sc0 ls0 ws0"> <span class="fc7">hps://nance.ec.europ<span class="_ _1"></span>a.eu/system/les/2022<span class="_ _1"></span>-10/221011-su<span class="_ _1"></span>stainable-nance-plaor<span class="_ _1"></span>m-nance-report-</span></div><div class="t m0 x4 ha6 y645 fff fs3 fc7 sc0 ls0 ws0">minimum-safeguard<span class="_ _1"></span>s_en.pdf<span class="fc0"> <span class="ffe"> </span></span></div></div><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:460.240000px;bottom:1455.040000px;width:8.110000px;height:17.220000px;background-color:rgba(255,255,255,0.000001);" /></a><a class="l" href="#pf34" ><span class="d m1" style="border-style:none;position:absolute;left:640.160000px;bottom:504.700000px;width:8.120000px;height:13.230000px;background-color:rgba(255,255,255,0.000001);" /></a><span class="d m1" style="border-style:none;position:absolute;left:148.310000px;bottom:189.856000px;width:452.245000px;height:14.042000px;background-color:rgba(255,255,255,0.000001);" /><span class="d m1" style="border-style:none;position:absolute;left:137.200000px;bottom:141.780000px;width:122.050000px;height:24.038000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf35" class="pf w5 hc" ><div class="pc pc35 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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vRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3v3HmfLVRZ4/3metar23t19LrlfIIQAQUBhYBAEUREEXxkYvIAIXgniiwIDMygIghgRUcGRQXBARmYUQXmBURS5iNwkIDDACIS7XBIgCSe3c+3uvavWep73j9qdc9LnJN2n0wmQ/L6ffPJJTtK7a++u3rt+tarWmo+YuKUkoSbiZvmIMyixdvhh7q5qZppUTVXdVZIMz8OslJrzuNbhqotwn6WUXHqV3sRD1DyrisjqhucB9ViflVsbtyD5bgYncTREXcTda61hes1ZExvOCPsmPsm2dBpu3b/X63mv32y7bOW4aEs7/OENGzZSj3Gl01aOx9YfA21mhEGP/X31eD4y9Vh1Gkd+7ZbukNGNhgt8K1OS+oYv7CZqbRMXLceGBzR+XT/Uw2+sHhvvGNdxFHt9x0Tr3q9j45/G9TzIcRx+beJPjjhfENf5IOv/kx7vj+fw2rbX/Y02cxi77ss3HI7b1O/vUV9y01zzt+XP7iOfY2xiezd18k03/qYbDqZt/hzE5i8nHr7keC+NXvdbOWz8cb8f3kRHV7rhEKvHhr9hcVPtthu9hd5Uo3w4Wi19yikiIswj5ZTMpFYR1aQioe1oNF3pR+Nm2KFSakMi5gcPaeg9dzd3lZSyDgPMObUuUr3W8EZVJLo6bdJIqrlXMzONkcU5tznlmb/+xB9+0A98+lP/dsc73v7e33O3ftZL9JqTlF5TikgxHzEUFUnWSMh0dXk8GbnXnEd9DU0mIl0fSTS0HvlWHyKWotYS0rt4XyWrDzcTRoiZqqXSh5mkJJbS2lwqIq7iKqqlSk4yRJ2EhdT5mgwuNURN1N0lapWUJVSqmklYhMRQuZpMvYaphoukPCzc3ve9WqouISohtXpI2BFTfuqQuG6hm32Hv2X+RpB8x/hk9rX3SDMLjfmFncNBV2xuMOdG2Jf02sdful2XBW735g4XDxzrxpUb8mibTT69jquwVA8/19jw012ve5Rv7Wyxbs8TPGoIxY7/UTZzCdzGJyF0K3u1bvpB1n6MmxnwWf8tNxcM6y5j25YBui2MMFzXl2zyQO26LsaLze4LelzH7hte2LmFJ7K1+12P2pJjnFQ5ujuu6+kf+dt6A5mIhG/PW+MGr1use5rHeqU33Kv9iJddj3cfvp4LO9f912/riUyP9S70rXJv9vX/gmzm0gPceCyZR5lNvevFrCnLvZq6h6qrmUpdXGqbkXh4X+3yqw587ZLL+tInSyfs3n3ySbtP2r3YmKgUTSER7slDp53sueLqg4eW9+8/oBonnnjiGWeevrTQlmpZkzU5ykxyqqVoyo3F93z3d973Xt/VFc9ZsiSzqLVLyWadrE5LH/NBR1UzDa/9CbsX+jJLqdl7YPWLX77k0suu6marp56y+373vXvn5dpvkuFeh4PfmH9kNyudfO1rX//6Vy9dPrg6Ho/POO3kM04/48Tdk6bRWFspPSSr6IFDU7F2NqtNoxZDjw1rC+qOcXL3bBam4XJoZRqaXUO1aoRFWNROpbFQ96XFkYjr/AJR9ZDemz17rtxz+VXh3uR8ykm7Tz5lyVXVsktzxBwOvoVfqFvUmRGS7xhH+0mkiJi7RFEx1SpHXOu/qTvotuXzIzZ4WN2+p3wDd/r1H/+xrR+HR6w2s+EMOhFHT+ByeJOGUlM97gO4a06wrm1J2PEfTB79YV2PfqXi+F+3YwyfHj29hG/HHhubOPzUDb56EzGz/rBmS6uEbaHWboIpeW7AvXwbz9ux7tj9WFeubngdXaz7OR69VZsYL/a4zmJZ29Y4xtav35CNf8XqMfac46zk2OgntS3ng48+Uj96WGzt5JRu7+63lXMf1/Vbff3ziGzHRKBb+q3ccAaeOPz+fx2b6msTxN+QTd1EBscNfGW2cbZV0nFrr5pLevs73/uq//U6lVZkJGZdNxu16tGdfNLuP/3TF+Uk+/avvvwVr33Tm995+ZWHVme9qSwt5DNOO/EJv/TTj3rkQ3IaphSSMLv44r1//Cevev8FH73q6n2rs5JSWlhYuPOd7/TQh/27n3n0o0ZZWhXJevXV+993wb/+h4c9KGWtIbVIylZcktk/vuO933ufu+/avfvVr3nj2/7xg7PSS/aIkNpklYVFfeHvP/fU00645LLLn/LU37zwUxd1nbrX773vXe97v7unZizqR9zWoSKac6pewsZisucbq8/5nRd+6EMf3nv1/ja1XdcvLkx271p68hN/8TGPecioserVVEPl4Gp3/vP+8CtfvXy62uXcmLrIcPrJQtJvPOPx97n3XUPCo161d/mXfvkZ7iPXCOvNwyJZ2Krq0jju8h23fc4znzJqVcK73qzRL375ypf+9z//4Ac/vOeKK7uu27GwtGPH+Hu/798/4QmPu9N3nFVloUrjqqG9pNjMm8ERB3K3uF8Hku/oPaKGirnuWFpostV1O5C6bDy11zftRvZNXQK3/qNu/ZHHFh7kJruGxzY63R6isfFpG78xXvxv1mPeZG9VN9levfF+fnNb22LjV8A3up3s6JskxdIx/q+b4hB8Ww6Ot/IgW9hpt7Alm7njf8OrHDdzu+mGT2drr8CGX2XfvKOfLb3JbLzn3DTn8m+xx5G3oMNDEZF05VV7P/axz5qNq7S1uiVR7d37s886M1RWO3nmb/zBO/7pgmlpLS/0NTXZDix3Kxddfv5v/9fPf/5LT3/GLy9OGhV9x7s+/BvPfsGll+0TW5BoXBt33X+ofOgjn/rYx9+7Z8/qs55x3kpXJ61Wt5e//LV/86YP/NCDvu/e97lrzlarffHLX33/+z7wlr9747988J9c5BuXH/jghy50E0+diEiMGpGFRe1lXEJ+74Uv+/BHPx2xI6SxCNVJdamRDt+OESYq1aNpW6/edyYhz//d//a2d3ywlJpsx3LvbZ6sTOvydP/5z3/RxV+/+KlPedzOxVZMRLyGfPIzX7jw0xeNR0vT6cxE1ELFItRSu7wy9fnVrbmEfvSjn64ycrVQt4jkJmK9pSSHxm0borX2llvPetFX9/2/T3rGl7/yjb7zIqa2uDJLXSlv+rv3vO/9H3vUTz7mhBNu1ZUYTXItM9W64SqCt/BRcpLvWL/ULsl019LCzsWJma3tQ9ecud7MwpTbcUHRUXf3qOhN9aZ2ww9at+Fx4xjDShtfoBgbj4X6djzDG+fF39T9jev3lG34qW5qLlTfxIvCIc4357dSb6zvG8e/q8R2bF18q/xO3pAZfjd4Nrr+rWsL26Ky/T+O+BbaJTdxgGbHW/XfSr2Kb6/3YXORGrnIyGTBpfWsNYp4apsFlx3/+vFLX/LiP3/fBR+psdiHpsiStI8Qz6LN/uXZ617/nnZ80pOe+JjXv/Ef//glr9h7oHfbFZFjuBBdh7vjois7/uLVf3ebW9/2kT95/5nXyJPV6eTd7/7Uu9/7sd0npYWFdtrF3r2r/WoZj/K0t1zFmh0lFkN8PllRjKYlxjpyaf6/v/nnt7zjg71PVCcSTWip0oZIRBNa136XVUST5eXl6dLiuOvyi170d2972794LKrqrKsp5a5Kk63rVsP6P/vz1y9PV3/rN/9LSpItrGk1TWosHJpasp0lisZwgahZjOTwdRsWYS6ty9ijcQkPcVENLdGquqZx8WhHeXlW/uwv3vC61//Dl750ZdfnUbNoNiu9axrPVstofMI39iy/7E9efZuz72jN2CXCvMosyYS9lOQ7rgP7+fu2yTX3wdZr/87Xm2xT1n1uxQ19jGN/HG44qfp23KS2peg96mx6+KZW0drgY3grK2gcdei7HffQxyaa71gXUG1wSHSMuVE3rty0lZ/QukHX2Hg+OtcNDulYnf6YP9NvnWNJ27gXdMNu3HiZwbip3mVkS+8GG23IZpYAWX9T8aYu6o7teA2+mdOQHP+rTYzhW4iJqJpKG5Kr5AiptbbtpJSyshpP/JXnXXTxFc1oadbPmnHq+lXVSClXkZCkacf+ZXnV//z7b1y++pZ/eNtqF2qLw/rjriHiotXERWrEeGWanvf8PzzzVrvuf/+7unvxtsaChF65/1DsnfW95DxJebHUg6k1S1JCQpoIn9+ALG1uU/V06Z7py1/xmtksWZpUb+xa8+vZ/G6Yw+t5SpPblZXZa//69ZdcfPHCuK21iuamGaXUzPr+4Gq3tLDY9YdSzq9+zd+ddfYdH/fYhyZ1tVSq5GaxK1pCLUwsRCxUQ5ojPsI8REIsIru2ESLirqIiLhaSRExTU0M++JGP/N4f/klfRmI7J5NxmXUhtri0Y+Vg144WprND48liSvmLX7pILaXUqGmNmthBSb7jPYtzzfolRx+rhMpmxoi+WR8wW7lSaBMHNFuawnMb7vQ41roOacPno7JRQ/hmV7W+9kur138Uu6XXe+M5YDa8lGszpwI2MTS9mRGGjZ7OJibM0I0e9hZ4aLa1Sxa/GeedNnsa6ahK/FZZE+yGrCx/xNOx431Njr5zTzZxgeiGW3sjXdh5Mwuk67pt8lth78K32Xv1cHHisDL5fKHmSNlK6Uc5X7Hnyslo0kxyrWU8avp+OmqSe/XSJ1WzqKWY5pXZ7G/+9h/6UnPTzro+pSTzeQp8mN1TRUW0Fp0VedEL//j+3/8/Q6qlCC1VuqiuMk4pDSsWNI32tbjklHxY8zzEJdRcZ2VlYWHnb5//gq9/7QqvTUoppIq4RZ+iTy7JY23hkPnpWncXjZRkz+WXLywudtPVnKtLb9pOZ8spte3Ipv2sSW1f+ojxy1/+l7WMn/KEH/AuWhv1syLSpGQhRaSqWIiq9snVYnj5wobCFdfwYdB0uOQzq5gW9yoeEfpnf/aGrptYWirFik5NZrXabGUlWRKZNakPn63OcIh21wAAIABJREFUyni0sxQND5WUbMwuSvId97FGiITP53hc9+GuIrGJ8ZBtm0vzemPgRnsBtuOjTrZjnGI7lvI71moK35y6PnaffmscCm/5+B830bmb+Lb54WzTLrqZ+Vvsxti2o97NQo97pdJjft/jnoZkUwP4x1goZd2XHP2w6Xjfz79Zu8F2nfu4ad42CbxbQPK5STKpJiXEq/Qp5+l0ddI209XlnZNd3cpMl9xLv7JaFidLZdo3TSMqvZdaZy7VbSiyPF4YHTp0cDJZ8HAvMV8VT5JKUhFPJTqrIl/9ymX79u7PeUmtl7Ra6rJKTbKjuqesSdRSbZtqorWuqlQVj6giZhE7dixcffVV+/fvm4zGJuHVVUK1M+mSzEwkSRVRCZsf74bkNk2n0/FkdHD/vsWFhcnCeMdO2X9g+cCBKxeWdvW1kyrjdjydduLepNG+q6cveuHLfu6R36np5PAYNW1fVMNFi0lRDVVVDRsuWVVXEZMwqSHVpRdx0aJSVSSiN+1GjanoZz9z2Qc/cOFkdMpK58l8trp/16KUOomofT/Nye5577t0/fKXvvSVgweWTZf6addORu4qUthLSb7j4C5mojbsoFs+WtmOD6otTN747X2Qt/HDbuFl3UI2xmb+MLb2jLb/1MC3e6txanxTYzVxnPsWtvPdLG6MH7HeJIOfqt9e55WIKHwLvzmEyDB0FSLhGla72cK4jaij3PSzWUrNrC5/113vsrS4+5P/90JtGi8hGk1KffTJQsyT2mw2la6MJ82pp560b9+BlboqYTrMeCKiYZo6S2lk4/37LvUaYsW99+ibRl3V+7CUvEx7kWzFvahYY8MdHK7iEqYi+w/sW1pcrH1dWVlpm7HXokmuWT7Bhjs+rn1R02w2HY3b6Wy6a9euM04/9WX/7QV3u+tJr/wff/+iP3pJaC2ljic7pquzpmlqrzm3q8sri4uLn/vsZ+957wdYSFbrpQ7jn6IuGuoqUi3WTuKpq4SGm7jqMMRXVHy4PkujmonX+v4LPth30WkRySLRZvM69dqOx2PTeMyjf+LXn3neeEHe9rYPP+uZL5itpDwZzbpZ0+RK8pF8xyXZBofJm/kI2p55Vviw246XZCvjgjfVT4efMEd1m30F9Bb4u643my3Z3D5u27G1JgButObzkKop8kLnFiYmVjtVGalGzbMTTll8+i8+5kd//JGR5K3/9L5nP+d/zEpy8xKNSiNxSDx7XWpiZTGX85/zuAfc/15XXLH/+b//yn+98CsHV1K1ZKlKrGod1zzrXUajXbNVX2qjZImkUnPji8XcpdMcbjOPUdsvjkRCfJoiaWrKiSLWpVUbNct9jPJEa9W0orVbbJZSUjP3NJ2pTHVBI6muhDYSIxFPSfqpjiz9wH3O+a3f/E/nnrM7i/zSz//Q1Vd98S/+8h01ndh3s5SruGbL1Vfzgsxi9WMX7rvLvbqwmM36ZuR9TN0blZGESjTqfc0eaVidt6nSu+Ya2SWLmESSMA1Ri1mXZ7U9UPxNb72gxFjTgSQmkaXNXezwdMLB/orv+54zz3/WY3aMw6X78f9wz//zLw/8y7/6J9FsjVfXI+41D9EImd/aeMQ9J3HEdDWHT8od8XfZ4tQGJB8AAABw82NmfV+anCPckt3nPvf5mZ99TDNakCQPetAPPe93Xt337uJHru/lXpuU7nnPu/3sz/6ERj3zzLMe/eif+sSn/yCl5KKllPEo1247+rSWpDmFS4ooKw/7kQc/8AEPPu20E7r+YDPynES8X/cltdQmjzXKAx/4wDvc4Rx1lyKT8fi8837hHe/8xBe/fDCsDjc/HflVn/vs51UermoiGkf8x2NdnOJHhdZ88TMVMwtV3bPniksuuVRFI4Z5vnQ4k+VRR21+yEN+ZMfiWFxSTh525zvfWe1d1UNV1IZ57m2tJFXFbK0Ch5Xjr+MU3i3llCrJBwAAABwf92HBcTGzWuuuXbuG7nD38Lpz1+L+A1df60A7LCX16H7wAd/vHm22UK+1uM8XVzCzvu9tOwaasqjUKnW1Td1jz3vM03/tl5fGpiJiUqrnkNFRS9zmJvddP2mt1lprJBVJIlZPOeWEnTt35LzSX6sS5/O+XPaNPTWkeIjasObC4etF45g5FaK+NuA23EMV7pE01xp79ly+f/9+0QWZ95uKiIRmjdJP73C7syNEJWopkvN0tqqqKadSex3WWA8dAlIka1xrYS+dX2Ov15l7cTMPQC4CAQAAAI6Pquac3X3454io3ptJShLqqtK2ed2YWCldSN80SVRFqqqIxng8cq9N0xxzdt8tblvxJNFmyVZ/9qcf3iaPGiYSpW9zRBUvs3VfUkvNOUeEu4uoR3ipIj5q7eyzb9N1nSU9vELvWtftP7Dcd1XU1NJaug5PS1Rcj/F04tr/EKKhambm7vv27vdh7tJ5oQwBqaaiKrc683RLIuEpJxPTpKnJfSlmqVQPiWti08KOyrdyfWs7x5HPieQDAAAAIBIR627GbtscwzQqGl03m83WZ1U7as10OltJSVanK+Fea991Xc651iqbWL5lk1JqwmM2W11cGJ1169MWJjk3qklSDpVISeyoVVZzzsNmNE2Tk5iZNWlYQnTX7p1NY8fcNlWrIsmyiA2tqNceW9tkPKsmszydTVXXFlg+osBq7duUJuNJ6aomFZGQcPfhReu9Ws6ydtHpsAF65Lc/PK54XVtw899dST4AAADg+Lj7cG1nRISHiNRaYli1TyLnfEQjzWOjlD6ktm1yr+PxSE2bponwCO/7PqU0jBnecL2LWtZkt7/D7ceT3PUrIsWjV9OQYTRufeXUWvu+zzmXUtwlwiV8yK9aq6h2XSey/i696jUihr+bZRUbMjgk1OPI1yrkyDHMIydNiVrn8Tabza5riuNaa84pN0lCw11EUkqllJTS2lhrFV37axjTC4nahxcRDwkXr7WGhKh7lJAaUWM+i+l2Tb1I8gEAAAA3m2PoI0a91ob7hnG/iBjGAGVd8sn8xr9yzTwo7m5JRSQlWzdsqLr1Oa1Dk6uJpHY8do3cZFExSyISYmES2hydVWtXdYoN10Xq/G66nHPp+6Zphoc+8quapkkpefWIEPEhCFVVQlyHh03zF0aSSKQ0fF+99reWlFJElFLkWEudNU1TSjG10lcRUbNSi6nVWoevatt2Po6n8/Zz94iiWWv1rise5pFqmIf21dWseo2hEiVE/CZcOYvkAwAAAL59j6tDjpgZUq/jePu6Vn/ZtuoIsVANtbVJUIapLzVEXWy+9vv65pOIGEYaPURFooqqRUjflZRar3707W6LC+MkkbINg50REToM54WqhaqqeRVV60tRTX3fH/Egek3b9v3MvaSUVId5VmJtODFEoi9VUjq0spJyEpVwzynXWsajUa01q3npj3iRXcTVQlS9iqXG8rgr6d++/PVPfOozl11+VVguVUNSiMXhRRzi2nOK3twwYycAAACwHcl3OPaOGXU6Xwh9fQdeM5eJb0v3hfrhxw+Refut28Jrf0mEqrrXYfQyJEykuJQqX/jCFyMkjlxIVn14hNvc5tbtqInSm7glrSrh8ws6QzVEw9VdUqNJc6392gYMG1OHBzHTUGmaZjIZ1VqSaZ1P5umiIhLh1ozGX7/ksjvd9lYSqpY83GtIiHholtoXy+nwpC8irlI8TFJf9N3v/dBf/tVfX3Hl1SYaUh7+8Ic++lGP2LVr5KLp+u/xI/kAAAAArI+6w1m1YRneeHyeTCLDlCpHlugxE0dVRTUi+r43FRUTkaR5Ou0PHTrk1fM4Vy/X/hZ2wq5d4lVVzKzGMNvL8BRVRV2i67qcRcRKqXv2XBoRoutG+aTWmpOZSdu2tdaUrnn8+T+FpVL8iquudp9XXdImp6aU0jSNe2mapkYZVuSbP35oTjlCPvqxTz33/N971GN++qce9WMnnTT6xMcv+sP/+vsf+MAH/vvL/mjHjnFcE+cs0gAAAABgA7FuiO/otFs3+ndjFYZJDGskqPj8WP/waFZoyDG6b+0PLrzwwquu3i8RolJKefOb37JnzxWWcq1x9Ojlne9yh5CqJu61lF7XJgJV1RBx9ze84X9/8pNfmM36yy/f88pX/nk++l6+MFVx91LKmWeeuWPHDg9fWw1ifpddLR4hb33L22ddDY/w6Ev//ve/31RzSqoa7hJp/rzXNnLW10OHur/+6//94he//JJLrvrPTzv/SU9+wRv/5h+e+9zfuf8PPvi1f/WG4QLSuGXsmyQfAAAAsEHOzcfvqjfRSlnwmFTNYUWst7CmTDRaFdf5XXS9Sm81qxSxZdEq2qmVqNJoyhFaZincvCTRYYUDC82hnnorO5oySVGrda7elpz7JfFJsV5ErDa5jEbdUuPu1hURK+NJN2pK9rRc87LVna5t1Sq59/kEmEmkiPYibmGmYnKwiUOTlCx6TVPXotbU2kfIO9/1f9/+jgunbrMsX7j48he/5DUHDnQiVSOrt5akxiGLmNg4Fbvf/c6yGiJTsYNiFr7g0rrkcJXoLfKb/vnjj3r8cx//X17xkz//R29+++dnpQkprR5qdCV5bzU0QlIfsq/VuP3ptz1pKeU8dR9r2l29rVObhI3i0MTG73znJ172v/52b9U9y81LX/HW911wYe1rRPVarCmmU5Er8ugqcTHfLVFGTXrL319wxzvd7vTbzj7z+Y+effat/9OTnvzxj33uPRe8/nGP+/EvfPbyAweXVafDnJ2h3c17/+XCTgAAAOD6i28YEAqRIupqNVSGmUKG6yddPdRFrpmp00TMdbh5z0JNxULs8JiSmoiEXjP6oiLqKq6uOn/YYQjKNebfRV3CQ8XFLNzVQyVEXF3EQyOGwbHhRr6w9UM7MUzCKSLiYhGpLxGawlXFSikLCwt9t7o6nT37N88fT56/+8Tmla98zSWXXZ7ykntNTe56b03McqjPupV73OMeZ5x2dl9S24xELFnjoaLDGN38Cs+uq/sOHPzHt7/De5WQhclkNptWH647tTCV0FpjlLNZXtoxvud33+Orb/3nkLbrpm1uRu3ibOWgNXl1Om3H+UUvfPE/vv2dK8vdxRdd2nXWjCZ9P2vaputWU2oihio3CVNNLvJP73rXwx/xkJSalJrFpcVzztl5yikn79yxO0R27tx58ODBE3btGm4bvLmv0UDyAQAAANeffBJVxDWquUs/zHspWl3c1EMjxF0i1F3EVVyH6DGfp0SKSMN9dK7mahpJxKpYFYu1L1GxkBpaXN3VQ4arM0u14lFVq0gNFRd3F7daNaqIm1erYeHDmuPaS5iuzdcyXMU5v4Xumos6I7m2IRoRtcZ4Mp7NZl03K6UbNW1X+qf92vPUdNb17fiEQ8vTyXiheKQ8cq8RNaV6x7vc5rm//VTxlJOcevKtkl3ad25NUgkNF6nDrJtZF7qp52xhNadcxa1pSrEIUR0mzNSwpkqZdl1q5PGPP+9d7//wgRWNiL70uW3DUhelXRh1fdekEz75ya9JZImJWCo1cjPqyjTlJrwJKS5ZVF2lih081PclFheXam2q53e9672fu/BzTZ78x4c+zKuIxMqhQyG7hys7Q1iXDwAAALhFS8OibxESa7NRzoeqxELNTULDNUKGsT4PHcYGLSS7NC451MJchhjS7MPCdzrcA7i2BrkOXxuhFpJdk+uwvILO/+ehDy1CNKQJEZfk8y8ZriqNFKpx+L67UBHV+V/zu/bMrREbRbSmTek9abivNo1a04aODq3k1ZUdKZ1cajNaWFrtZx5uojk1GrI4SS/9k9+9291Oy0lKJ/f67nt4nY0a9drr4YlQVERLn5NN+r60I9XUPfqnf6oZNWqN6ii0ibCq4WLFPZJaknv8+7N+6AH36/sD40aaRqfTaVh2y6u9h4y7Mg5ZEhtLajXpaJz7WtpmUnobXmGX7KpuLmILS80Zt7711fv2HzpURu3S93/fD5x++qkrywcWF3fmJBFl1+5dKjaf7SVYlw8AAAC4BYv5cgEmIeamQ+eFWqh6Mk/mWdbqTSQsqkpRKRZVpbeoJq5RNHrR4iohaW14qZh0Kr1JEXFzGy4AVTeNZHWkYTL/Kw89pSESGpEkTEQ00tBXGqZhKqLhKlWjqpT55q9fdM5C+75bTRrZonaHfvGxj3jOs550ysmj2i/XUttmQTR3fXUPcc9J2uwp9bU/eMLO9PRffcKd73CqSV9rNx7LD//wvc+9w2khyykVDdcwjSTRiLdtaqKWJtXwg4877xF3u+vtxKfiVSVUXawz61VqTtokkYh+5k998i98x+1Oj7I/6vJopKLVtNVoVHNEqPYeB8L2nfeLP2ZpOm6tWy2jtEvFVapJUSki01DvOnnyE3/+fe+5YDJakKhLC+Nf+9VfOXTo6te99vUf/T8XqpQTTzxBZViTQo5obpIPAAAAuOWZ3yUWkcRNuxyl8b7xmj1y1CQ1SdFIJpZETNykZJmlmJkuJ11JsmK6knQl68ykVxEZhuG0JOmTTBtZSTJLOktS5n+FaJiFpahJuhwlh+coOcrw7ZLUYazRQpKUFCWFp/AUfdKpycy0F+1VRdRjfnPgNVzlUEqrSVe0Hti95A9+4L/7lSc87Pd+9+mLC3Vh7CadpWXV1dIvS52Nkkd/IPq9p52c/+D3n/nYn/tRqT5OjaVp8UO3PeekV7zyhff67nOTribpVaqFJDcLyzIbpdLa6nk/92P/+ck/rXW/+SGL5aSdxrLGcpKVFLMknfcrJjEZ27nnnP6617z8P/4/3z9JszLbm6xL4Y2JetfmorJ/1O5/6EPu+UuPf7iXK6LsW2hTv7qSZJpkajJLspxsxaJMWrnVrXacdeuTX/2qV/3Ws3/9UY98+Fm3mrzspS+64vIrfu1pz/iJR/zIKOdh4NTDVc1vziuxcy8fAAAAcL2G9eQai907G9EmIqXU9H2fUjaVWvs296aNipTSqdeFkZ2wa6F6Fiuuw2oAOalJjNosUSUn8xCTsnOpVS2qSURSsiqhxZLkZCKlS1p27Wx2LGjOI9HqXlxFNVlYTq13JWtOVk4/bXFlOs3tJFyiphDNlmotiwttKTLKsTb9jIuaF2mS7N6RvUgObfLYZPqdd7qt1PojD77vX73mFW98w9vf/Ob37jt0VZPyuLHSddLXHQv5jNNP/tWnPfFHH/a9EmJi4RLiTco1/Nzbn/qnf/qS33jW7/7zBR85sP/gqF0axhWTdGeccepjz3vcz/zcj7atJpstjGPSjkJTSBtmokVlLKU0uZpW8ariZ99q9x//0fnnP/+lf/umtx5cnmY1dw/xrHKHc2/9lKec94MPuF+ts5NOaLupasjCqM2tF229SpJ0wq42SVWXcHncL/zU057x7F992pPOe+xjL/7K6e9597s+/el/fepTn3q377qjrk2mMwz0ra0HeDM9Z3Gzv3QVAAAAuEHJJy4Se/ce3Lt3WTSVKinlWj2Z1FJTkp07d5+0Y6zJLXt1+/KXvpFS42KhLuqhImEWXsvszDNOnUzanM1dlg91l37j8pxHJcJUIsQa8V5SaC2zc253uph//dK9pSZR81oj3LLVWrOZRb3NWafmJl1xxcF9B6cukZK4hw2DkVoj+oVxe8YZJ6n0OkwdoxaeTO3Kq/ZdeWDZ1JKYia6uHLjznc9WKx4aMp5N5aKLv/GpL3xiz2VXeR+meffu3Xf8jrPOPuuME09cbBv1KkmbcJHU1Votj7oqZnb1vtUvfelrl1xy+d69V0f4jsWlc8+5/Wmn7z7t1J3tSKuX5eXZVVcciMguSeZTjIZGDu8WF5rTT92ZU0io12QpH1otX71kz2c++29XXn11Tjmn9uyzbnXuuWedftpuNSmlfO1rl4Qkiaw2Ei9hxT1UTGL1nLPPzJKHaXVWlusXL7r4Uxd+bu/Ve88993Z3v/tdTzrhRMtiqYiYiqlUEZFIN+MpXEg+AAAA4PqTr1OpfS0qOaemVlG1UjznNMxOWWrf2kJEaC6lLzlPapGUrrm/L0RUXFSl9NWymom7qJqKdF00jYZIrRLNikUbnTRt9nrQsoZkl/F8M3zmISk1Ei5eIkrOTUS4mGgWEYmiYsWziCQVMym1z0nda7IUoarmrhFhSect6zUlFSnunYiqtX0XyZqVsjwZL5Zek0hO4i4hRbQzFdNWIs9vD0xS3S1ZreGitYomsfkiFDVLEpVuNhuNzMNNk0i+ZpJMGeY1rVKLtyOrtUtJvVRLrYiVPlzUsqh5X2qbGhUpnTStlCKqriZ97XLSGtV8LKkma/pO2rZIqFTp+uVm1LhPinvOKqLuoaJmohYhvUhWMZVexMTTzfiON5IPAAAAuP7kq9Vn2VKpNaXkVVTNNNfap6yl9qphsRjqolPVFDWbpggRc5EiEiJZXFUlQsLmR+C6tn6CR4gm0RCdiqvJSGrV5KF9qJZoJHIyjbpqKZUqTTIJV1GJiHlVqohKhIiLN6Jilny+Ap6LqKpKSESYakSE1BARDbPUlz6npGriEeHzCURzEy7DV4lUtRThw+p+ESrDnxfVLC5V1SOGq1+TqkbUkGLqLqNaS05ZIlQ1wlVtGG8UEQkNFfWqptWHpQ5VQ8xMaohZRBXVYXtVJVxUkxdVHTZWLNUSq9lE6thlpjqJULVOatZImnv3vvpEskj0jeWIKtGES2hvqUiMVC2G5IukN99RPu7lAwAAAK43+SIlWwgZhtFysvlaB6qtiOSUQ0pfJduwOnq14c4wF5Uq6vOZPFXERMU8REwlwlREPNxFw8xEzKVVNRUTNQlRSxGRtBEVCbE0EokmZRXxvmpOw8aZhg9zdapIhKQyDKLZsLyDpgiJKpZERWstKWf1YYCuF9GUxyEiLhGSTESKSO+9WRLRIlpFJNzV2nDxEDUR9dBqqZHwkM5sWAAii6uE6LAQvJlISXlYFH7486RaRauIh5ho0hBNPp/NxhqZv64SJqbhXlJK4o2KlH6WW5HwZBbaDJeqek0pT4Z1K1Iyd1FVUxNLpZPcJLFQmy+0XurMLEybrpdmVNe+1bBw/M18Sktm7AQAAACuz3BtZrjklKerZbhIrp+J2TACqCqNmRSvLuJSRaQU13mEra2Jp+K1uvswxFcjilcRUdNkVkrn4qWKiklcc5CeYxgtjGGliBShItJ3YTlJiNR5Sg4JNB+Hq71EDHPOREStEiFeJVxEJc0nKtFailkuw8WVLqFiJuEi7hLV5tOZDAs8FDUtpejw/8xLKSREoqaktXa1diIRERIqamKthPY+ExGPGAbQ1EQkDS+Fqs5XCnQXkWSphvv83yQiRCUli6hRRURy04h4RC9Z1CRchglSvZpL8uF/GhouwiNyI16GthYPUZGczFREZDSajzLe3BdgP2IH5sJOAAAAALi5YpQPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfLwEAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAACTPzz/AAAgAElEQVQAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAD8/+zdbVLjyJqA0XxTsqGqYm7cFc1qZlmzmlnS7SoMtpQ5PwQu4U/ZGGPgnB8d1ZQsyQY69HRKmQBIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8vkIAAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOTzEQAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAAG5c6yPggPn//J8PAThq+b//7UMAgNsUtVafAgAAwJfkxk4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8PgIAAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+XwEAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAAfC6tjwAAuDW11vfYbUT4bIHvxigfAADAl2WUDwC4tmEQb3vM7Z0G9wAkHwDA943PMTd/ApIPAOBNWSUCASQfACDwAHgr07cAAAB8WUb5AIDznTemV2uNiOGfF9nhROfdorlxSu7zBD4Xo3wAAACSDwAAgM/GjZ0AwAnMzmJKT0DyAQB8jkrUb8CX58ZOAACAL8soHwCww3sPzQ373xhSK6UMX7zU0Tf2Pz7ovkMY9wO+GKN8AAAAX5ZRPgDgkm7qyb2LLKm3c0Dy8Fs2MAhIPgCAC7flGaF1NOfGWwo5QPIBAN+9u87byfr5un0P8k050NkRKOcAyQcA8E2LVBkCkg8AEFEnVNbQTsOA3jiihj9HxDB153tYHzQi+r4fDzCmPZOFjs9w5wlvv2T9FYkISD4A4CuU3qWO8hxdkS5xw2iKL/GxALyFRRoAgL2uP0g1RNT1S2p6vNValR7wiRjlAwAuEEIXPFat9SJHjvU/jh13XbYnhd9HVTGA5AMAbij5Tu2oiKg1pfg0H5HqAyQfAPDp7Zuq5HY6c+uFWgxA8gHAt3E0pTYKaWOVvJen7I7N2DmaKeBl49h1MilHzvHquDXFsHGtNVIcPvntnts6TC2vZ4GJVHOK7XYdv7Xt3Z53D6fRP0DyAQCfvhLPe+GBHJpeSmcvvP4en5K6AyQfAKASt7eMfcl0Rm1uvaSmVC+YgvuGAVUfIPkAgNtNr/fb275Xjdc9f1VKtaYUF39c8MAOpxxr+qij6gMkHwDw5cPyXWZ5mXIb5+Y2UePqn4bqAyQfAHCd9HprRB19Hu+8M1nPlVK3lmKoW3PGvOkt11TTkVtGt+/VPPqVw7O5THz7yhC4muwjAACuVp47p/3cTs3LrAeY6sYOp4fW9glcc1V6AMkHANxc2k3svbfX48Wa8PX6ExfvW4Bb4MZOAPjWnfbGnZw9GnbqrZvbd3ue+nTfEIrDNuu97Z1IZtdQ5Mb5JA/vAZIPAPhWAbn9eN7OV40e2Hv9yNz+l5/xdF9Ndcix8V2dNdUchw7x9gUDASQfAPCJuy6dO7h3/M7PrbIa33u5HqC7yFvYufOTdmugD5B8AMBVS+yMjQ9Mj/k8Fpfyjg1ie0WEHcfau+cU6fmvNu6lfL79sqaItHuKl1Pee7weRUylT20b6xk3U8p1/SGMNnt9xBrpSBnum8PzwM2ih6f9BLgg07cAwHevx8OzoXzqSUou+GDhlC1N6ALcIKN8APDFi+7NLz8+vLa90t2xcziy8l5NF1tF/egyehv3Z44ndEkpbb/o8C2d7vMEJB8AcKWEOzoktfOpuem7Orsna91RdG8fbDzcWofvX934QF5/cfeuds7zqfoAyQcAfHzvjbc5MFNlrbWmSTO1THyKb1INRqSato979ls+GmDjwNv3AF6cNc8nwIfzLB8A8F7ZeYX9vN/7OmkFQk/xATfLKB8AfEobM21e/IbPnbdZTlybYUIspUiplFJTE6N3NNo4jh5o+sDa9kBcxN/ZQTfmAp2+FMSB+TkP3/m5830ZJwQkHwAwNdumvPCkR84udTPnvqLb3CzVdHQRv2O3cU7MLc/jAV+bGzsB4Pvm35TX7ptVZUrvbbz2hCUT6mU+jXXUTZ8bZnOzL7p8BfB9GOUDgG8UextLgR8Y5hptFicE0ilBuC8R3z68tu8MX95vOnyE9a2tKaU4uCqDwUBA8gEAH19625m3M3JOPeLErtsRYLvC6dVmE27s3Gf6jZ0HPoG/maf6gE/OjZ0AwDkZeUbvfdQb2Tl/zPZ5uVET+JKM8gHAjdbX9mjSGydcKcMTcrG1TaSUUuTYiqJIKU4Pofz6BGL7X2uttZamacYvezXQV+PoFC/l2CcxHCltzgWaUirD0F1KZeME0o5Ru6gpIqK+bFOeP7Tyd27PuuMzP3Xoz/p+gOQDgO8Se4e//h4r4500Rnfqc3q7buy8wPnnepkP4cBzjNv3iBoJBD4dN3YCwK333qmld3h2yo0NTt3tqfdzntFI9Y1Tdp77sV/q8we4KUb5AOCmS2/ixpMWSY/Nr2/M2/mWI47+9VBBDWNlJZV4Xozh7+yZr6YPrekS1Vfj5S1PmZxmfWfp9pjevrlbACQfAHBy/r1XV9Q8HGN8vL/HjTyx985egGEjPt9Yv5f6wHd+2nsn8FR9gOQDAE5tvIkdMnEPl5o884zeq7WmdOh8Np/lix2b1VpLTREphhlYUk01RcR63G/4m3jZ6/Y8N9snMP5IY+e44uTe3si/jbtQN3a+vTfTtHyuX0/fKSQfAHDJ3rvgHCEbK92d9MLpLx9vtm/7fbuKiI35PMeX130pw1dyzrnJpZSI3DRNzjnnHBGzvL3DYVeplJRSWq1WpfTD0TdOYOd1/IGLe9f9gOQDAN7ae5fd7RVukjz/EDVtN9jzY36lREREbtt2GGMZ/PjxIyLlPbemjv+5rrP5fJbzrNbUdX3XdV3XjUfntm/UPDD+ZrTn2/6G+tYj+QCAj+y9KY/Vjb64OYS4vjXx8CSf04+y88bO3RvvmvxzHV1t2+Ycw5BeranWslwuhw1KKcMfuq7bPpnh6nwYBoxUm4i2bdu2nc3a+/t5rbFxuJ3Dqjsf23Pp/21/+3zrkXwAwI323olBuPsQ9dj208cVx1tuX0E3TTOfz3POTZNrpFLT09NquVwMA3Q551LKOskioh/96/CHnPOwTnrfdSmlJlJJaWjF4QbRf//738Orh94btl+n5rA0vMUY/Lqdt1tZiOQDAN7rAvSMlkvnrph3Uk/u3U/aHOVb/3m1Wj0+9k9d3/f9+os55zS6+XP8xZ3n8DJMV8p4SphSVqtVzvN42aZt29xE3/dd120M+p00oQvf4Vdsyrw+IhDJBwCuPqfW1PbF4njVuB0bxN8Rqpddxb5zOLBi3qjK0vgezdEA3avZNjfuGt0+yjCY1vf9MM6WUiql9Knczedt20aqpdQcuaZUSv3Pf/4pEX2puy+VI066lq+Rao5Uc9TnmT9rrRGp1D6nJiIeF93sPs/nbTvLy+WylD4iPy/m97oed7y1OowWnnFeO+r0pLTgOpm37wfgvF9qEcgHyj4CAPjUF7WnztdyqSUcph+l7/u2bZumqbUO7ffz58/ZbNY0TXo9cHfdzzPVWv/58+dp+ZRzns/nwxlerSUArsMoHwB8vurbmGRyYhBOWb9uY8KSXX84rdCGwb2+71NKOecfP+7atl3Vvlt1KcrdfPb8XN8Vwy8iIkUptZSyXHZ997Bc9ffzu1l7l1JdrbpSSqSXNfcMy3z7XzpDc0g+AOBQa135EDsfkHt9w2c6aSxr47Vn9FUppW3b+/t5zqnv62LxtOgeS9ffz+bzWTtene9KyTe65TXntuv71Z/Fatn9+vljNpvNZrO+77t+WUvJOUu+b/77e9nem7I+JEg+AOBNSXnSeOB5U7yML5cj4u7ubjZrck6rVX14eJslJZkAACAASURBVOi6blVXz4+/Dfd1ftC9kxHRdyVyzjn1fVksnpbL5a9fv5qmKTV3pUul5Byq73Z+yM9oJLfmguQDgBvqsaMptXMduZ3HPWPthI2vnvd21rNcNk3TNM2wQt7T0/Lx8WmYhDPGM2/WWmrN6apZVVONv/EQqUattaRaV6voIqWHX79+zmazjVlw+Iy/NZc6McNxSD4A4MKXrdvLA+ydOjK9lMuJ87hsbLne/3NVHryl89BqDTlyzrPZbDbLtaanp9WfP3/G5zkM6r1+gxHx9yu1loj8HmN/EVFqWX+QtdaI/Pw3qdSUaqqPj49dt/rXv/7r/v5+uVzW8hzb61X7Lnj1LyTO/v3a+dDpe6Tj8B3f95jrG7+b+07VDwaSDwC+1CXsevWFdInbNd9v4s3xCY/Peb2y+TCyN583EbnWulgsV6vVcrm85evXzYG8mmrOXSkPD4tfv362zbyrXa1l/B790N7s75GzAskHAO9+hfd+2++ZP/N4oU1py/p6YfSDpxo7Z4VpmmY2m7Vt7lNarbqHh4ch9tq2PXo/6keKUfk9v7tUU1osniKa+/v7tm26LpVSPBJ24793Gz/hl/pdnt5s+8bDVR+SDwD03gkXtXv/NjY3Hi/dfrgVz3vYb3ydnXOez2dNk1er/vfioZQyzNI5TNd525e8JaVUI/1dTb2mlKKm9Pj4FJF//rxrmlRrLaXsXLiPq/3KHN3JG5emfL+3qfqQfADwrXvvvGfw9i2yN32lvrPf13gApGmaIe1SqovF02Kx6FPdfhBxvf2tJdOrpyWHBCwl51xTWvUlPT41TZ7Nmpzz0YFQPjC03jWr3r5z1cfHyj4CALjla9l9R7nUgMbZBZhzbtt2Pm/bNpdS/vnn9+/fv9d/1TTNcI2bc96XWLclxmeYa43ZbF5qelg81lrbts05u73z9n8NfYNgm1E+ALhq6Z20DPpGKT1f1L5euvz5rs565FiHj/syLlfX87OkVIZ7MvtUa31ZUiEi1TI8oTebtbXWx1W3XC67riul5LYpKQ13RR56UxGp5ohSc9RhYfRIaZgjNCLVizVhjahR88uJ5JQipaglUtQoNeUarxOurj+NPiL1/SqltOrTw3L180fTtG0paX1+NZX0d6WJV9+j9QSP20sdrocKv/CYzwWja9/EmIeHuC91Agfm7Bl/feK38st/35F8AMBHXl5P6b29L4xXl9o5Yj6f55y6riwWi+VyOY7ST2f7xs7t0dTlctk2zd185nr9s7TiFc5ntLTkCRO9bOzTTxTX4cZOALjeFeQVVlDYPtaByTkn3vY5HqGaz2dNk/q+DnNyDn+bc/6kF69Tbpftum65XA63d/oxVqFqjU/Hf7kA4IOvHd+4t+c/76q4KTd2rv+57wyH2zvbtm3bJiJKqQ8Pi67r+r7f3tswzcln/dbU3Vf2femfnp7u5/P7u1np4z3WiPdL8emOMuUObVmI5AMArnQ5e/aNncNl62w2G5bX6/ryuFish7yGpQuufxF/cYenEh069vHp6W4+y00ur1uXL1mSR+fYPGPhPpB8AOAa9F0OdN6EMestm7adz9tU05/F4+LxMaWUm6bW2vV9RMQwIWfEUE19KRtTdH6K3nt+B3s+q9zkVGvf9X1fs8t7Tv+/BiD5AODLVtzExfG2/7Vpmn2vqtMOdPQxpI1ZJdevqjWt11e4u7urOa1W3WLx2HXdeOLQcdqtd3JS740eKUwRQ3TFoZssP+hSvpTS5Nx13ePj46+f98NXaqoxmjh151DP+ovbf1h/Al/gGciLv4XD8wntfHD0PXJr+O4M6zRu/GAPdzu/+q3cM7Hnvh+JiRuA5AOAr5CO17/I23eR+rw+Q+SUUs7N/X2bUvq9eHh8XA4Xvt9zKOP5QcdIXdfV+imfV/xE/5fkps5kyv83ee8ABskHAJ/sunZ7tsxTL4X3jBBGOuuZvf3jkGW57B8fH1elTymGUY7x4Ma30vd9E3m1WnV9N2vbiHiZNKe6xP/YJqwv0svdlUdH0ibudjxR7fZu10+x7jzcOAhP+gnxE4XkA4Cvf3V7/K/iUECetNudq4QNF519X/78+VNKqTki8ndeSPrv0uqlLJeru/ms1lxL+HG9eL+9cSeXXYr9cH2Nm/DwLZ3jDab8Hlm0HckHAB92mfseF2Eb14sHnv274GX3gaePRl+vw3NTfXqeljNe5mj5Zj8GKXKklw+q6zqX4jfbmdc8h32/tpf9r4RBPyQfAHzk5eZ52/w/e2+z40yz7HvFR2ZWuZ/33UtMGSAYcRnMEGLCCIkzYXAGXAE3cHR0ZkjcDtcAAokjJKQjJCRmnAl7rffptqsyM4JBVJXL5Y+23bbb3R2/vffa/djlclVWllf+KyL+ceAVC9sN1iw4KjzYWekhKuD4Lqi5myjshPzeU5L2cQXdWlOqIKLUGmJkQjNuQRy/H1G2eaN421X44agj6LEzuuulxmFcYZsju3NQCICqAIi51lIECUFo+AD+xMl/WpZclEJ86dOKRZqlAqiCXZ3DPROvS+wEtJkwBdYPnObunwj47ung3n10TNF5vajjks9xHMdxHrrkvdWD9oN7HpXYfBucbDOnDcf/XS424dBLB0MQat0I1P5ERKy1EkqMoW0bERm/Yis3FcDcXHS79r3BSnSqhTuxyQNNOwfdpnbiujgOBIXRShRVNRdp2zAlu9pgLkb+3QlzbIOvFdIZ/X7wXRF4T+xpCMzsXo/fGBee2ijU6NAE1rlj62nJd5Fg/oozwXHJ5ziO4zjOuVLw44/2T6WiqQ4BvHFLIkophUB9n0W1bZJfi3cppYj4Cuo2vpfX7fCUSLtpIHoWlLs+jPmuePPsTccln+M4juM86UL28Qc2LWrPbPe3EJOWsTm9ZW33mHG97jabTQjBJd+Zkg++Uevtmwit63Z+Q5+V++1hm9mMe/fjQtqdkWXt1iyOSz7HcRzH+Yli71Y1Tsde3L6lFYBsxUlEMQYizLm+bjoAZGKfA+dQa/U6q+scYu9xU8y7ZXy8hnCh0264w9M62QN9jks+x3Ecx/npy+ibyEIAQBBACiEwMyD8/fdbKcWq+Nws4iLJN2sB5yN3jcj5RLl4abHuPTTeB4fIcVzyOY7jOM6Nl5ULw735SvFIY/T3v3GWcnlqS/OTvGhJahtb2/TFESJialpm6rr+bb3JtRLRqPd2fTj0voM/72mGCCJANBw2M6vKw2bCdNZmKoNjh4oTH8k5NyeTYK1O8nvfLMdyFEVkX72czoO9SKTtzfZ3judq992dux4PnCMQzqfQsV+J839Y9p08XQc6Lvkcx3Ec59l149RGYdffb/efesHXneOGP0kOEam1WhqnqiKFpkmq8PttnftcRB4h73788wLnU57OPPQ2P9QT5eCtuijqcxyXfI7jOI7zPdeve6vDC8wAzw9Z2H9OsSYiim1bRNfrddd1izAUAqALv8sYIqhEX2nknlBpfNziZT7h72TaebAB48KXBeH98jyP2jku+RzHcRzny8u5c9TaCf12UfLbu94SU72ZFe+J6maz6ft+LgWda5XAFzPtvO2h3sS+5fyk6E858f1ky1Oa8FBw75jqg0MxQJeCjks+x3Ecx/miS2o9f3V7fv7Ymb6dtj0zMzMivL6Z3kNiglmnB9sjPbB87qtf6O+dlXenRMq7mqDcsLPlpfuc3UcHKvqOHfN+4Z+rPscln+M4juN8n1XychV766XqfAXZNA0zbTbdZrPpqlpRn4giIhHWWgEAXexdxRdaoN9Voz6JVnm2lncLj6InHz3HJZ/jOI7j/ERJdtAGc/7WOUmYalVysOfLue2Vp4AHcz7rYGaJZ50IYxARFaHAAFBrBcAQEzBtcn3r+lwqMw9HBACgoqAACiBICFBn1Xy2icwaEIwfWlY0fUBJkDUJXIycjcbD1sH7xpIAILvmOpMlJAGAgmhlZlUVLQBKwArLiM3gl/M0QuhWt8bBMPLi1hjYP/X9WjjBY1scOSqsVQIC792J8zZ6N9G3tkOzvd0/+CqASPPZj4hyIHA3/HP2e7DVpbjXvf2g06n/ejsu+RzHcRznC2jLhaK7+TJOVUstRISEZtHJzCkFAei6vF6vazW959xYJSL+IOvFRaeE+6mRq5unw4X1sRfs8JB9y5nfcjy3EwA8xOe45HMcx3GcZ13r32RFe5OgxODMGVhELCgRYwyBrHhvs9mYAtzGK5yPQUQz/fxThvQByvY6tfZZpZUnuvC9q4dPm744jks+x3Ecx/lSK+DZdu86uHwk+3TSe6tVAwA5l7f1pkidVpO+pryh5LMcQlUlpC9Xi3XDVM8PGr2c+PSl98JcgD1YAZ7OAPeO6o5LPsdxHMf5VD125y/SWcP125ZU7X9ERJg5pYiIb12/2WwsmdPqkWCsLvO5cRPJR0RWxvi5fRr2v/oxuuKsU1aC9xWe3vz+vaI5BDzBAxHXhI5LPsdxHMf5esLy0aEGQooBGDd96bpORGKMtVZrua6qnth5Q75WR75P0Htf7YCvEIFX+HAqKLrqc1zyOY7jOM4TrhEP2uid2RnvnA0WrhjTlyw2E5HpSEy/TRG8GGOToohuNv1ms7F3hwYM46EeXE3aTlQEiZ5nuflUC19EIKRBMKsi4q9fv6YhnRT1/LBPH/9dz24xV68oFj1/Yp/YUlUV9KJb7KIjWdyA88tx5FZ6d8zlnbsSD7x1uqn6fPC3bqIwS/UEPNi9HTwN23HJ5ziO4zhfRSve6SPzz1qSYYyhr5pzXq/Xqkq+XrzlNQVTL6oKqmNfexS5fe9vuCTUc49GjpfqrjvdI+9sc8Zx3qMh+z0uouO45HMcx3GcR6zP7vvZ8Y1zgiTnH4AFDRAxpUREOefXTTev2VMRIvL5cFMlBgDAzEQooiIyNly88fr+3YzBx9wyFynAm3zFuf6cMG+SgfOCwA/cU3rsRrv0NN+1b9l50W8txyWf4ziO4zxMs32tgxeREELTJFXoum6z2VQdszTNSZIZ3KzldiAiIIBqCGG6WESkcpd4zuFKsIdc0Csylk9o1Kvzn9/dZp7GeUN1+sAnCC73HJd8juM4jvNN1dp+JdIVy1NmNu3RdV3f9yIiRN5q/b6qDwAAiNCu1RhfUsS7WKGeWRR6Q+VwhXC6KA11XuF20xvqwEc+Xe+5qHNc8jmO4zjOFxBsC/+GfYsFAFDAfW+HnZ0stj+UeHYwnjP/yNRYz/4mohAYkF7fNn3uVRWRUEFQCXDH32W536WNxfBFtuGjF8l66CsRdofz8dNheUBolhsAoFNTe1UdBg/goE/JvSXHXWNuOvv/7xbV6eJZBoCCyuyd/cl/1eDgkb+3ryza4x29ovambrdCQLPSPHSP4zgthz/txAS2/jR0Mqd7x74FAbe5nLg71Dj8oeCt/ByXfI7jOI7zaB14cu2FeloxDLIBT8dkzjH9NxUXYySiIrLZbHLOqoBICkC7ezu4QxyXlnpoNf3w1aUeG61Dx/hQEA+IKBWNIQYmK8HSqS8fwNwvZ+7beb8l+5l7PmdeHdgAZy8e+R5RJUAYlfDiusqBrnynZOe8kfr87I4Y2OLeULzXUOGwSNxW2gakwWZ0fNpipbBm0qN7N4xeN0F1PrfmolSnpy74xRPUHZd8juM4jvPU0u70i+d//IBaOBTfuDTowczmz5lz3nR9HnswDK0aPCBwz0liVyiEgERa69PO3oNScP644RxvGD1/WKYQ8Y3urOP5mXqR1l0+QtADT0/mqqtKnfY8+R7tPKnBd+7x854QHTZ0cRyXfI7jOI7zUL13qx3e1tsQEZsmliLr9TrnLApzQ06LNTl3Ygo9xRg/N/z4KbfDMfG2b0F53Y32+CTYRSxxru6mKJ91QDEX3KHLIJ5Seme+5Tgu+RzHcRznSRe4N9nhsRDfObYWiCAymLUAACLJbPtz8vecjyg+BCBA/oI+qB8spbsmL/TsDe40ad/d7WRsO71Sp/TUMR3XknWJCQCASQ/F+U6E7M4RhK4MHZd8juM4jvMsIvCKz54Z1pgbPJymVlmvNzln+6eoABJ42c9DZsWkBUIgkfpzJv9Zcu6qFoKf21Zh0ntmhsTMgYYcaZpVYIoqmp3QtU3nXdE5Lvkcx3Ec53Fq7YpQw7GoiO5wwQf3X7QVYSnF6vTMCnJu+zFfm5ZShp57RKDXlzbN2bEY8dXpkQlCxFJrahOiOYEsr+B+sue79XJXXLgz5/DpPX+wQchi48lFdv5KKQWJbp3kvNzb/C6z9EuDiPYj5/Oztp6WRBRjZB4Ua1EQ0VqlL7nWOi/BVdWUErcRBtdNZOK2pb7PtjfY/SGYzJNEhIgOBvQORgWH4x97fuyPreO45HMcx3Gcx3EikfKKsqUQgoiUUnBERIAZbtp1zbn6apvSHtbuzyeNzxRUF+gHnQLIuL+XcVTkOR/9mPybPz2ZHs/Yg5UQQkoRESyCt9nknHNXsm0zduDYKi57fdXEqSuDguZc2iYBQKlS+1xHR59J7DFzjLHW6veP45LPcRzHcZ5lQXxzvXdpLGUKuNVamZmZd5bpnsD5afIeaq0IwERPKMDP13twtr3Qwe6R+6/oTBZel8N5rIr1ilbs894YQ1PKqWAPkZgCMwe2Zht9yTmX3OcqdWFSOt2Gk2K0ZoxEON2Dtda3t7f1Gpm5aZqmSaoqoqUUE5wWacw5zz2WHMcln+M4juN8Db23t3P8+HdNK1TbCTOnlJgRvFTvOUSfXRQO/GxX45zp8a6gOrQTvNUddDq3+U7Te3LaDCGEEDgQENSqudScc9/3XdeNQo6mG3Chihe5oCZwJ6vPKct6vV4nDqvVqmmaGDnn2ve9ZV8zs9+/jks+x3Ecx/m22vKiEJ+tI6dFaoyhlKqizGwhC48VfKbgQ1DVEAIz1aqg+rDMzksFw7HUzWMuQR+xV9Ft3PmyDOd3W7FfetaIyz0AQNs2zASAtdb1putyLqVMaZYxJRERVal1aHAy+tAsB9BChUcO2DbOOdda1+t1jLFt25eXVc6llOL3juOSz3Ecx3GebsV8ySoTz/+ic6xlhjgSMzOrwmazQZA//vjDuy88CcxMiEUEvqajxsf13mNuyau/evLetJzoWqHr+q7rij0+sY4L46MTq5s1b5VjDeWngJ5tCQhTm4apxm+cCSojXdeZ6gsh1Foni13HccnnOI7jOJctGfHQ+uxSh8CP6LQT787riOB44MU2m28fQqDIpcjb21pEVylZGwZbp6IiACmAoALS5CQx7Xr6Q/d16ZRHd8ibEwcz+p1Yx3KjE0vt/cE592LS7BMIIAAEINMB4DX7vANS28BtDCoCIEigo3PJ4speJAVv2BFkfgBmHLLYUhQPXCi8QAceMK0FspRXuzjzc5cKCIiHJ9Cx6DceHkMx5xwgQgCptSIicxy2VABRAKBIiBhTRERV+Pumq33OOVvqNSLZ925dMYlg1w53bsMqCABAtrF55IqSqt3TCgAUAFABh/0R2wkUBRGpm06QXl5ajiwCtdbRjBeYSVUWI7DfEd6f8jgu+RzHcZyfrvee7Yv2bethL81sIfa26+Zxs5QiIuVcN5vO1rV+uZ9m1gExTW46gM/bzOJ04O50aPp8sffguxURR3W6079EZHhmwIwRg6puNv1m04lIUUHRnVPGB42/qe71el1rDSG8NCkEyrnC6Oly4oo4jks+x3Ecx3lGnXl6oXzQkHB60V4nopQSAHRdt8mllBJC8Mf8T0WMkZkX8Zmnmo33iBl+pH3frb5UakUma1UnIoKAVUIIAEAWulMopf7j9+9SShW11E4VpdFs02xXHnaBJtPdvu/NwPNvf6yIQtcVEbHOEI7jks9xHMdx3lkj3u/p+MfXuGdmyk193pjZmvJ1XZdzFkB3+Xs2iDDGiAi1KlorN/zkW+CiKTrFks9svXDufXHTVvJHFRSTxc1UVQkDcxMjISqAVCUEBFBV82Vhomrt+AhBp6cqDxRZYzq3BfTMMKbk/Gv1EiOXgqqy6CnvgT7HJZ/jOI7jXL9Y/NyDPLGSmxaFMcZ5Gti0UvSF4FOBSDFGALAyOZH6zDPw2Mx5fGLnrc5ocDZKkRkRMecccPJhMcU39k9HMgeXooPLDiKONYv6sOmyGKX1ZlNF/unXHzGGWuGZ54/zjXHTZ8dxHMe13+2PcFpe6x72LrN5QKIlgNnGtnKd2284TyD5zDvkHSX/6ffCPW6N+7e1PCDw5jBzjLFtU4pEhH3f/+Mf/1hvNgBAhEhDb0zrv2cPUAb5t7vDR0puc0KyexwAUkq11rduU8GzOp1Pw6N8juM4zleSeafX3FdUOp3IbZsCIweDJ1Pa2OlSvenFKXw36j3u+2x6b/J1mAqBHi8tPK64mAB2UUQktSuR4eqIyImszsU8OeguO5f91ymuM5ub66xvuOq21fh+24/rEj7tNFR1fh4iAjh0PjgWV9uaZM4ei8Cui6YF60IgZhbRrs9dzrXmWquqinnhAoAqMmGtpvSQmAj18zJvdwYZoIqAqvXVtObvf/5aMbCF9D2Y77jkcxzHcZy7KMaH7WSh94hoSt2MMSDSULwn4hfoaaeNLcqJeE+q6VNN46tn+G1ujQ88XDB1Z0ppCnGHEGJkAKhV//rrVUT6WsQ6ZNhnv45Qwll7967rGPHPP15i5PW6m5JTHccln+M4juMK7UOf+pRE0EWkxYwcYDR+BNCu6/q+N73nT/qfeSoSUQgMs9YaD57n5wf64Hg4+uB/3uxOuaRtwxTcmxT17FFIZEYiVpW+77su932vqtYlz6ry9CvJvVEPq9rkEZHNZhOY2raJMVrE0m9/xyWf4ziO43z+ov+Da7JJ16WUrCOzxfe2ZT/uz/lkzC+KpeB+1jW6IrHzxDQ+/7HIWU6el0/d/ZaVqhpjNF1NBLXKer3JOXddBwAhBCXEUTIpqiVMPi2CgHtZpUMCKiIRidTX11cR+fXrZV5z6Dgu+RzHcRznlivme8u//aoqK0yygEbO2fTetI0/6X9O1WcQERFq3dZhAuqzTebPTez8yJMRZk4pMoMIrNf9ZrOxePhU19fnbLWvRCQAIkNupyDQU8ol3ZsgU82iqiKgiPR93zTNojO747jkcxzHcVykHdjsOiuX7QaDezva1juv7+wHVA9Y7dkh7Au8hZbjEJiZCEuVbtPVWs1MHtT6SNuuh1WiuVLsZa/Zmx+She/u4sBw6Ye+a/512+s1+wMBcL4NPEudlioQIagwQgoEKjtZnToeJJ6KtuGeWf+7AuldUacHx8c8hHbn5XSkCiBHUjpPBv3wnMusR47I3hUQBGucNxzVvAcJm4yLIZf6til935eSJ0U37FQlcLDbtNaq27xOxQtm5wP7sOvwfXjwCCyRVUBLfdt0v369oIrY7wuMU2JoeYgPaEPquORzHMdxnOfVe2cug06suXdXaIdXhVMT532DwXFJigf3bQVgMKsEE6Aul6F4DxEsOQ23ski3B4B6dMV47rIP989o1FpnfPgGi0vdE0S21rfF/xA+A1XVXdG0GN5PCYDg9gwUYuA2hmkVvq9k352BF4Vx9t0+Dx0e7n9sd2N99xNnHPYZ0WwQPHTkExy41mp+lYyoqjn3MYSmSZYrq6r//I+/SjFrFiAiIFpGyGzWmAnKKB+HazDNEdTdabN3gfChs+fEyCqiIgpAX0ojagajUGWaLfixKeQ4Lvkcx3Gcb6L3HvDVwyuzN84/vKkfAxGFEACp5NJ1Xa11Mif8CRcUD61c58p5T+Hgs53AUMj33DfCRQ9KzvnIra7F5MvCMNwRTdMwc4gBFPq+32w2fS7zVig/4FduuAUsx5ubCK7oHJd8juM4jnPd2vcsR4q7xZGmxmIA0HVdn4vFOmDm5vKNL8R+kZWt/ud6ODKnlKx99pDVps81lxBg7O6t956u52558jOjqD5yOidTSc98ErGzzXtTGGVrUMTMMQYiyrn89fpaSimlSBXiMO8W+O2TGKeKUHPvTJFxCvs7jks+x3Ec54dItW9wPKoaQgghAOh6ven6DETm1Qk/tSXD3MECAIjo16+XGKNax+4nW+iPNYU4SL5aAOlzJ+FYy4dXzFg9o5bviubs7y8xQ7AnHU3TAGhXyubtLec8GbRQ4FJl3jL+J9wLk2tLzjnn0raNypfrPeG45HMcx3Gc51NrZ7odnuN0f85KNwSutW42m1orEurPSFo7fWGmkrOUUts2KXIpVURiDPSUa32rw7SuAPgEc/iGG59xO+D7u8L3bwSTcn3fr7sulywiCgqENqpFKiLf6lHLF8JcakQk57xaNYDo2Z2OSz7HcRznxym063Z1xd4WH1mkt4kqE9VaibDWGkJYOIWKCBKpqrXYCiHEGBGh6/pSirVaVgWgnSDG/nHOKtzGP1TePfKLoiLjbvX9Dabd4m0uLgLYApeZm6ZZrZpIWKvUWmutKYZx2KdDUPjkLE8E0NQkACzFis3euQrH5t6xdMoTl++aHMu5nIPlznEwIdJ3j/nMYr/pIEUFAGJg0zBD6zmFtm2BEBVyruv127rvpugujIZFOvYz+FFxb8Rtnwki6rqu1pfIJGW8Ujr6uIzXyO06HZd8juM4juu967/o/Zjee8txUzJWtjf+gV2XJxPCMztHz9brN1Fbn4xlsaoqjaVcVtzYtu1L04Dq21vfNOGJW1FPTjMPlZ7ThNODBzR74+PjdpORNwk3NTGcVA0A1FJ/v61FpJRiUhAQ570u1IXM+NgIiFzXOS75HMdxHOf6peqxxmhzYXVR5dIifoIAFr9KKSFC3w/mnNOW+62795d33yylrdaKYOl7Q6Qixti2zSolVe1708NoNV1POccAYOi0cab8vmLJfshP6OI5f93MOT+Z+eQ5g8W3reHGVsMovr6+dubFOUbFh0cAtC2JdMcSo5QSiX0cHJd8juM4jiu3W0qjd50q9pfy+0vkeQiQmUMIRNj3eb1eDzGNHx1nxQAAIABJREFUHf1wvmDACz72xFcXx86EiJhS+vXrVyAUga7ra62r1coWu8wMk3XHE52x2jVVhaGV4ifdIIuW3HNdePRZBp6a8/NEwY+3YgereGTemcaqXddVUWEanXAQZV8wOgAAfd+3MRFRrdVjfY5LPsdxHOdHiz24ka3FbeIbs48TUYxBRNfrLuc8ib1ZbeEFMb3vkdg5NdomohjjatUyYe6HDmyTeenQqPBZT4EJrZM4nmHXebA+84bPI07rvXMcO9/d/tLbARFTjIhIhIvCs0EnW/TPDhxBATyYtU/OWUQCkQ+F45LPcRzHcaGoD/iK5TL90Kp93kkcEVMTuy5vNptFIGV7wD/vwb0pOmZ+eXmJMSBCv+6t1tEGJ0aeyh0Bz3WJfCDIzEgoWUSEA3/7W+OKnbRtw4Q5l27TNU2ylgzTfaFjQSTY/1ioT5V2G/t5dud0FziOSz7HcRzH9d5lWyrgYhl1SFecsusEAAFAVVElJMs7HOQcgAJwYALuK3SlFgUiRsRqHp47SuaoaIRZ/t705tGTRUFUQOtjp2Po6eLIzM318/wUBtlcS4zxZdXGwCpSa2U2E0JVFetQvykVOFRQVbAmDaiiStaW3U5yLrnxirO9QuqBAgCTNoGlCACE2EiteDAYqZa8CgAH+vaJKgFOVpa6nVSqx3IvhY5MWjhWd3o6gjdcDiWARWIl7X1k53tlm1+sNHpI8niSMUZmKgivb5u+Fq25/fWiAARoE1gQCirL8kZbnLfrve3Pju44+s6fK/kQOS75HMdxHNd799zJXk3T6D8J1kqrL6Xr8+S6/jOXaHv9AGC1WsUYY4wiMuZGbttaMDMimMPNk54RoOnS8zt/3CRJ+MQrN7ToPL+byShVh64PAhpDiIFFNOf8j82mlKyEPOhZV3CO45LPcRzHcZ5b7x0q8zvWOQ0UoNbad30Vsfo0cy/8garPavaIyOz4X15eXpoEALXWnLO9O092tXJHs+t8zrEiHrpuDDPh2oO8Wi6eo/fu17EdAAKSqkqVSfsxc4yBCNfrbr1e11oLgKoQhTHA68mJjuOSz3Ecx3E+Ve/dxOl+2BJRBawabd6RDH5qIpZZ8Js5Z5MiItQqpvdsfKZA3/hPfeYe00yMeOvy0fOk45nBvav13pnDbs8vTK6HEJg5RixF/3pbr9drAEAmGnJvcara8zif47jkcxzHcVy2PVrv3eurVa1mSUHn1Xc/U+9ZEA8AVqvVatWoatf1U0Bv0WbAIqLmUsjP6lIYQjAdawf/wct6vp3mCTvZC7QfnvPsA9/V8DYOMQZAFJB/vOau63IpRASqtVYkVtVZdM81n+O45HMcx3GcpxScl7bpG0v5Rj0zE3sWG6Ef5rcuIimltm1TYhHIuRKAdWKYWjUMFibj3/NW9U8I89BUcErvvG7u4XvKSp+1+2IIgYhCYER43XRvb29TQLvWyswhxjpL+/SfGsdxyec4juO44rrZp06E1JbdEWYmnNdVVSmoyRZmZpr1m1bVydtj1wNzrvf2LUDPYepnffhdwMHT8vPEAqnAKOoQMTWpbVtmrrnWWmnmejIp4flVUNWu6wCg1hpChEPZhnOLywfM0rlZYgiBOZRSYTLQn13FPYfV6YCP7nmYEtuvABEdL6V5k17/GGK/V3uts+Ckbrex9NopJDud9aLnu/WZ5MAiuu669WYztAifnm4QVdAqlQDHT7nkO3+yLadKCMEzwx2XfI7jOI5zsVzcV2LnL/0XH7FCJiISKebieFdt/FVasU+OLKvVarVqAaCUavYtB8fctrfCMLPxBHzGWCgi2hJ85ywOPVw4sJY/92IjWJeGQdvPp987Yu9WUcHReFbnCpCImqZhBhF423SllK7r7Faae646Hxt5WOhtC6j6yDh3/9H2IXAcx3GeR7CdX/j0kW0OaK0jQiWEwbyx7/tn7ivwYF1kxXhN0zRNo6q1Sq31WAQMZqGkj6RKPkbKWg+Jd0dgwRUTcj7bL4pFf3zay8xmdro0MVoNI7y+vr2+va03GwUgZhjtVaeHEaRAXrV37d2z/1CJiNTLIJ0741E+x3Ec51n03sc32C6+95LxLhV+RIREIppzyTlLLXcVUbMV9XAoT3ulRKRt25RSSklVcy5T+uKxKN+UNEgEQ6Lgk829qdQwxqgKN9GlJ6xfFnmVp6f6mc9BRvF27uHZhQghMA/R17/+WtujjUoAhKJDAmdsEohrktvPOiaKcXC4HX4HfJgdl3yO4ziOC8IbfvDEWxbtqao5D+ltTOS5bUbTNH/88QcR1HpBK8IpGpZzftqlLRHFSLVs28ffo5nEMZm3L5jvlNhpdZjMbHnLiND3+fX1dTIpLSJm3wIKtVYQZS/Yux2zrM4YAuOYWAvXFgA7jks+x3Ec50lF2sXd8GZ/77vnq4KaH8bQOu/AevrY9y7essbiqlJykapj8zG4X4Xd2bV8OttE9966weGJKs2jTyqgSkgKanVHgcOvl1ZEatX5tdhJU7RStZ0DRABEZlEoIooEKnsnet9BPjH8gGZFAoEJFbTKfHJcPXURwJTVMEGP1wSendh5uqoQAUBBFWZmoTrOfwBEFLtkAMycUiCirs/r9abUIqLDpxEDMahKqcOVA9yfXoObiwKObRp0/vpDLyDuHphO543Hh05g/E1QUHiYplVEUhVCJNDIhCLD2D5xp0rHJZ/jOI7jPA9mgYgw2CG+J29EFo3jLM+NCGuVrutzESZGpLHZNB7SYCcP6L1n9nv7PJnYecrGcrkmx3OO7/AQDh9DAEJAIqkCqinGl5eXGIOIqsrivKY2DFuZNMtdRCQAIKYiUBWmAjh7/d6K+r1TNhWkSJBCsIOYHDUUTRKevmrHxJjCIUVrA3yObtx3oN0vBts/kMVUkFoJERBLzsCUUooUYqTNJv/+/Y8Kg9pU3J4F6fuXQ3G42Yb/tLHCrRT8tIdNOHvusC/9pukqOt1lTPSwVGoLcdu8T4HHPokICqqKhC78HJd8juM4jnOHNeIYoTK9pwo551rrD3SfXzSZsP8Uqczctm2MARGs4d6ly1zb2xWffdgcMGtW1feTOW97CueU8x18/dxgI5rAUSIKKbVNAoGuq+v1pq9lfnW+3xOg8XGITv0q7JVa6/S4R1VrrfxA20z7XiZamADvJy84jks+x3Ec55vLsAfIG2tWZoU0Rs6llJJzhjEG9TMH31JbVbWU0jTtarUKgUVE5IL6vd0dDoV88HwtyE3xMzMz7TcVhPOCxhc9X9Dd/cORWr5Dt8PF3UeGjnzMTdsKaJ9zt85d11Udkk6/WfEY6jYCCUOsDxYDTkQ4xj+bmIho03cPmWkwRI5VmcPUJMNlnuOSz3Ecx3Gxd5+lIaKpF2a2+FXX5VLK1LFaVH9anG+xADWHj7Z5CYFzLh8JQUzeLc8oEhARMHAgwq7LO/MQZ0Gi3XO54Tw/Ucu3/+Ligwf6wu9t37YtB+5KeX197UuWojFGFDTTzkl4fBPJBzu5uJa3i3aOY6lqrTVxaJs2xphSqrU+RvKNlwwAIaVkPjr+m++45HMcx3FcAd4r08n2bMG9Uqo139stnfq5o22BPmvGAEq1yjz9zyJV51+X6aOllKkJ+LOdOzHB2LpgOw3uOfdOPON4N9x3vkhLKZYqf72+bvqujs84rMnk8GhD5JvN9V29N5ux1hwS6Y/VSwwhhBAYSpHfr2+Pergw1AyO7UDUo3yOSz7HcRznqbXBYk1/3QffffdgttsBvYE4N1k5toyeSxpVTCkwY87S90VEAGi+V53cDvHwCSIinFy4Xz2weFw43XxtaLrXElyn00RE5tAy11p1NxCxGIqdBMjxYg1uICMiwhz//tfrVDN5MLgx2r48NOJUa40xgmgIoe/LQovq5XN4tpnAXuB0fwynQTs/sfOdO04ByeowQQRqlb/++iubCY8OBqw21pc18ntWZBpGEZnyNhHtdBlQQACAEGOMbUxN0xCRSi2lDyGVmkvt4SFZ3JbPWUtumibGUEue33HvPh1wHJd8juM4jnNqRb4fHhmbIEOtcrqS6nuPlakvWyXv9r1Q0dtknS0UzlONgF33wIyAovKlV9iISHvPBHIppVZrYqKERATyDaexqhKxxfFyzjEEJEIBVQUFDtw0zSo1zIyIFs8nRFUopT7wiuP4PIWPPUhyHJd8juM4jnNK5s27w+1vMDUSsLhWCJCz9H3+4eU0B9xKhr/FjA1vsNoIwXwRbf9PNeDMLCKpXU21nTcb1SPq0Vo9nijSu9SWcwpfj1oCram6zfZaq6gooY4KH4G2+uMbgNMTitF6l1lVtQoTBuamaWJKzGynn/Nwy8dVW0TXXSd4RT+T6zQ51FoJMaboHdcdl3yO4ziOc80i+11vfRN7zMyMOWvOxRbH8O18C8/ERmNaBE/RzqFt3o2iEERUa7Wh1ifLVTNplFJSOPC8YGwsjge12Qdl9um3zv8Wq40cXIigTr0HtonH1qcBzJIIaNannXRfPYF+sRt/OMXJh6bWakqvaVKKkQhLlb7vt2azTERETF2fcy0UGOqDppuqhBhDCC75HJd8juM4jnMv7Wdhq1rVdM5OD/Gfx9R8z1oUzEfvholniENhG4xGqU+V0manr6ZIP2Mm7NfynV0uqDAaqzIzM+S+WqBv3Od4Rwy+pGitwCcEl6rvC87hYVJZGBkRA/PLy8sqpcCWulnMiddaNSgOk7yobvrO/vmokKciYghhuAv8x9pxyec4juM4F62aT6+VTWMQETPlXLqugzG9TX/w8/apTcVqtQpM+y4jtxqcbcHkkw24iIQQiDCXW0q+hYGN6tatcV+zLf6+6BiYOaUIgKWU19dOamcKEEaPom3O87d+cmGCNqUUQ2jbRMQg0vdl0oFbi1RRQCCmnPN6swGmIhKAH3OozNw0jc2Fn/ywyXHJ5ziO43yNNda7i5UzPVHOSXI7Z42NIGZRAQAABLD96lmZE/R9zjkj4rv7RoQKoggBQVStnzOMTb8ESYGmVfx+qERwKzXPP5chy/RQUZluW8WdNyJ7B8NAAIBoOYwKWkmBUX+tXlJiALHu8+OhooXmkHa7xuk71X2sIKPZqapSYGRY5wyIOq3Oh/7Y02nKOLCWjkh6yDkGj5/g4cFURFNeqAA2PxAwAAKoIihoDYoNBQboq+w3qbPLqlelOoo13bYZOUwGmCXQMuz6ZWaVyb1x+P+y6/YpOswCc2EBoBhSCqXKer3uuq6v5YUZiQUqIaoqIQMQKqMSqCCrqp4I6z1Yf+B7M1ZULNhMQ/YmgSopo26TU0lUS00h/Pnnn6Z1a62177NUGz1ClNlI1lpDagjp919/oRJUCBhucuqsw2Hr7Ixw1P+IiCp/ts0qmkGuiLqDi+OSz3Ecx/nZnDZiOeezc/t7W8rnXHLOVvv0ox6vk4IO0kV1qGgCZo4cUhNSTCICIMy3j3UM6noWwnqqZa6IMPM0GR6QdHqs8ToefwQw/YMQRRUQiIhjQNTNpn9br+0pRggBvsu0JgUZjGS3tkw46/G4XcuG8Le//Y2ZEKmUYhdxW7Y3e0Q1mNMyxci51Hn96m2u7OnnOKpMZLeYt+NzXPI5juM4zsU6cLleRFQYDBhDCMxUq9Rap/q9nzBWCxtCBFAVIoIhxxXa1DRtJCIVFRGr5buJxsPZohYRS9VnboMRYxTR+2rRq4rFFiFiEakAYUhcxE2u6/W663tVtehWXzIwf5sJTADWZAHns6bKrC4UYNbWfHqas9B7Uymj3fvMzIS/N93Nr7giHJTxQ5NAgBhjjPH079hUXntA8zuOSz7HcRznSeTW/b7rggNAVBmcLZhJFWw5aCvCcVc/bi1l7aoBIAQKIaQUh/Wx3PHKImAZ2zPA81VO2gyxiq8TTT6e4b4johCCmX+s+7LZbPq+H3RQrYjIxN/vNwdHDTRcHikADYzlkbZNrXVrCXug+8VOAi0Ti4LFA2EMAN7wt2D6erPGmfkhDcYtXr/nuORzHMdxnANrvkulgoogEjObpOn7XOtQ2DNbRn9/yXcg0AcaQlg1TYrBuoSBAg0jfBeRiQhDcHVs8fdUgYsYB+8TuH9Wp+pJjxY8JfZMmhJhFfn7X+v1ZjPcFwCWtDxWen7VWX1w9jEgAlotJVk7jdimNAXKUBVExoxNoqHx4G50FGe/JESEiJtNX2qd+pGICBPd++crxphihIckDzuOSz7HcRznSwq/S5UGh0AEOde+76fgnlgCnyoz/5AG7LtLS0kpvjRtjCwCVaqlnE0r5rscAKL549NTxjemRDs7zoV9y5PAzCmFKvKP17eu68xlFABEFVSnxxlfTkjoefe+qhIiM6fIv1YvNHOWHRtP4CKZc/bEAacgNhGZ5Ou6zn4ESim3nfbzEN/8HhTVSByYB0skRNd+jks+x3Ec58vLs2MeFafX0/uuBkcytXRfV8z9OTkwgOYspZSpDmq+CpyifPPvOrbbS2t+rvvU+StKPOj3f+QwxngHqGqT4qpdMWOtoiCEqAr7nQkXphfH9rwYtP1+A1ZjJqJmLnJwUX50GtwnCquqiKCgZLEd5qZppoTAG67+Vc3YFXYHdtQw+2IchiTA+R6EMMYYAiHiW9ev1+tB3RHV2ROL+WGbE+syl/EL/oLgNIERYwxt26YQhlicmgzG8RbbiezNJtgwCXEUV4iYUuxyniakKfxbXXfd/2PcOSOtVqvh0uxWuu4dtuO45HMcx3F+jGi8ajWPlv0GSDkP/ZcnO4eD0uU7j2MVHmNWzMzML7/SoNZQUQ7JjpvJKpwuR1/yU02tKaV3nC1odXwnnlM8hsVjCwBoVy0zisDr69t6vZabitLnvPEJkZjNchMRUwoppVXTMA0OTKrKhMzh/PvXkipLKdaAse/6u58I7qhxVU0xhnC49YjjuORzHMdxvpju+lwscQsAailm5wDvNWf/rpACkrX/UotlhRAIVEURAAGB7phmObkjEoE8WQbtEH6zRoXM1ivvupLRc6Tv+dtPjyfskrVtqgCbTe66rus6AGAi/TG/PGZU80+/XsxIttZtxJ7mVpxnjfAQcg+BRbbGLY98zBBDQLTWkD/i98dxyec4juM4t1eetkpmZlUtpeRcdGgWcMEevuXQxRib0axloW3ut+gc9R6pPnyFfZYkHZdBIagOw3JiIb548ZypYomdl3kOqVqRHjMRUa3193rT970lc37L+N4ie3fudLJatSkGVLDgHkwp2VKnD505vIhoIT4A2Gw2pRYAut8Zzd0/pxh7SkkruFOn45LPcRzHca5nMusrpdRa9YyCtG+s96yPmaqmlFarVSBQBamAJGOHsLt3Gx/tUlXqE0X5rHgKYZAWRFR3O/KdWTt6lzVZCEQUY0CEzaZ/e3vLMog9i/5VVSC06/s9IkSKuz33AFJKTdO0TUSEUhVqXTxKIFxcTXzXBQYRFTQE7vu82WzggWa9dnwppZS4ZsXvnJbruORzHMdxvtY67PIF7rGQ0fm72tly606y+PwYipkt2aboTK0itdYqqoBIcHYg6+YL+o/scN/AZnuaSgAKCqP5h06nP7cFISIbttWqjTEygVo4BXVqkw67IdBLD/hdD57BFYOpihaRZ9PTCjpNoZyLDfk4W/Cgi8+7O9xei3FGquLORJ3FVxVAoBISjlOckEJkQOxy1/el63qRCkSWFmht9xDx+eNEMwm3ONZpvg2TUBV4sJsxj5bUtk1KCRGkiojCODqTDh8uxPHLMdWRTneF/YiEEInor9e3XKqOR7boX3KDeSUKhNNJKogCpBjbNqmKmXT6f784Lvkcx3Gc78ZpP8wjn4FtL63dxnI6N8Lb3ZuIlmIuHAh7JnhXtz8e19l6YoNH1QoiAI1LRhxz4uaDI6NbfWWkXy8v1n5gPBj7Pzp4YDdvD02IVQQJpWo9oPjw3WHX+4sbKzisVUaZZ3rv4OG9J/lw+vgsrU8JEEBxLB0c2ujZ/xKTiIBA4MDMMYRepdt01oNBzUp1Jm+es48k7o7O/A+E2VgozqaZCSICUKgFAUIILy8vMcbB7ERURYbB2mu6YH0ZLhPkCiHEWmsuVWB4HgS7GZg3mW7WMGIQqwCkiohtm1IMWgsx1frOQ6jJ98gr/RyXfI7jOM4Xln+XVjed87qCTmYtP3Fg5+oUABFTjE0TP3c8ps5jTzVWy5lzozpPE6g4W6rrfnwal/tUVSZOKTGjiK7X65xzHVMZv/qiXw91lp86gkwR6Rhj27Zt2wBAraKzpzkfeRIxPqsZrgsRbDb13n3wtoINABRElZljjARQdFCEpx8Pfb+KYscln+M4jvMjuDxpEPYbmr3/qR/hjKD754rj6wigVZhotXpJKVpjNtV5BzB42HpSRDgEUc0539Un5qp1Oeg4u8z0/1Zr7vMTiQUBFWKMKUVU6Lq8Xq+7WqbWhd8hyLOj+YZbGhFUxMReYH5pfzVNIsJqmZyzTOMP6r35pTRf1q7vt5cYh5JIxRvfn7qbidqkFDiIyrYd456e94Ce45LPcRzH+Vl670yYeWfNBEhIiPLdn5EPFUr74RNUUJGUUtu2cTDnXC4oj43NzVecY1tzzKU+o13n7DhF5Lb5knsZxwe2ICJiatsWAHIur69vtc+IiISW2XjzPNtPwWrXprYSCIAEWgVVmXnVtqvVysRerTJ3kZ2rvo8fBhFxoJwl1zJc9DHhFOHGD4qmYO/YlDK0TUMARQQApxijt193XPI5juM434qre52d/ggR7fvm/6CcqKHSTeelUzGlpmliDKowhfg+UUrZf947le4WjyTwdrvaSusDZy2qiEjEAJyidRN5e1v3fQ8AvNeD4dmiox/XgADIRDHGGGPbxMBYqk4tKOYJnzc58W1RHOJbtz7YpZMUBG8587ePPBAjMzOLiogw8ZPfC45LPsdxHOebc7VYWlTd7GfHndjzRWae8+fihLQjJofCmdvrm7mv49Nco8mzdFwZ12LFe6uXlggBdHB1VMujw/MlxKWFbe9WWpZSRAQuX+aq6gPsSk64lV46UPPDnY/PfEObq0PPPamvb29VpOS6LW/7cELjU/2M7HSSUFXQxKFpUtukoaVKrbWq9dI0OXTs3OdDesDM9qS7EhFJlb7vj83/m7e3NwsfIlq1LQGKVHt1EeJzHJd8juM4zhfQe3dlsfjTIUBCti4sucQYF7md88/uP1A/Uaz1wTqu4eN3HkYc+pEN0mIQCbUyUUpp1TZEy4DqsRFYvHhzjWFNGkzy3TBoc8vBhMHb49iBfSTCdrhbCag1BFTRru83uZ/yDOd9Db50idckaRBRFXC8E1UkpfCr/RVCCIEJodaqIoQ0zb2p0fzB2ThP+zznGKb4njWH7Lr+xH1x+18tM+qMqU1JRFGBAKeb4qLb03Fc8jmO4zifpvfO+dTVyZyL+M7Mc4+IqNaac9YqzMzMP+xaLYc0hrBatTEwgOqseu+Q5ADYa3t9vwMNIVhW59ddy87b6H1cCE39Bvq+f3t7q6jwHZf4JvaGP6SqQkBKL+1Lu4oxgIKqjE07UPT9QdiPxJ45nVQVCUPgWqXrulor3OHpxsHTR8TAvFq1cIdyQcdxyec4juN8Q/FpKzzzaxERyxXEpZ7RnzA+SApibctQVduY2jbFQKqqsh0DBFj0ljvcau6eC19m7p/Pq/ORiAgREeH2qoyvC1rjQQAYCslIv9VEFRFACATM/PLy0jatKqjo1LGDiIH0uqdCZ3qijq6nmHPOOU+Pke4adrZaRCJKMYWAUnUhU5+zuaLjks9xHMf5cRLro7LkBmspPKj6RORg872f0Z5hMu5XVUUEZk4pBSYRsN7r82H73NiCtUGz/geIX1jOfOQeISLmrSeLJR5biaLV+CGhjNfp+wk/RGxibJqmSY2K1Fqtfu/S/hPXZT/aZpYUYNnFxxKY7yHAiCimiOpN9hyXfI7jOM7XXMveaRGzm7gFMLjn7+VzTk/o59uP/pU/4ZLZ4tX6uQUme40XfjZPsNwHgMmJsdT6A2N9IYSUAsBUqac2MDjmHH7fZxPQNE27altGRKy1mLASEcShFlfG7E+4uGmnnq/6iKjrur7v9YiMxDvcpIgYQmgi12o+Lohw4+5/juOSz3Ecx/k0oXh+jc3+B+f+7ACkAqA0Al2XRQaHe1s8I+74raPpPpwVs+GDUqimI8czzvqoIeHQHtx8OJVUAABBcEgEIwBArSAaEFarlVnXqA7nq7NEQZgtZ2fj86Go30Wlm6qqgQtAURkb3509mDBzYb3F1VMAxW30jBRoFipVBDkj1U5QAOwsaNwPzU4cUIFQEUEBVVXZ+hDw23rd9/0fLy2lNIRoARQJkQEQ1AKgX+JpxYEhYhRg0FqBuADwOPcQ4D/48wVURa2ub25TOfQqXyQdT9P4wIuC+7cbAO4EDHGnj58SimhIQQE2Xc5F5r4pOx62p89wfxDUShXtwqGqEJGIiBYiUgCulZn/6aVB0CKZiMzW6V2ROXck9tig45LPcRzH+YaYu+bC2p6ImAkA+r78rJ57xzGlF0JYrAufLYZGRLWKiNjq/MkjHCccXId/KijiCVGgqExkBiExRk4BEV5f193QC26FQ6bt1431HDh46zWHRIfeJwC5h3o53Y9Bh18KREQm2mxyzvkBk2dqKggAKSU4Ixrp/pyOSz7HcRznZzHPSBwsFyy6B1CrlFIO1PPoTxylpmnmHaufqs3X3G2fCbu+WGLnNvz4hfTNrq7QIXZ1Qg5BrZVDaJoVM6z7sl6vc861ViLAb2LYsbyMgdhMWZkZRIEXE/HA5PygAjzeB3LnXVWNMQJi13VmonNL8YkHZNv0RwhhtVpZIvqxG/N0daI/23Jc8jmO4zhffM143moGEYkJAHIui/Z6P9kBcnK/GBwRL9TSD2byzBiW5F/7qi1DfGPj9O1zCg4xxkgEXZH1et113dhG0hxbvo3w22J6j4gCM92/NPFkfO/AzVIS48GHAAAgAElEQVRKMc8Yu3Hu+phjOrwY4w/rHOO45HMcx3Gcs/XetuoMEQlVtZQ6Wj4eyCijH6n7hsbWUzj0bB+Lu6q+ef+6oSwTYIrNisiXb0Cn+/Vn2+IxDsxEIcRS5Pf6dQjuMU9tEr+T2MPd6/7SrlJKMYT9K6xn3PW3+vWAsTvCILMJVXW9XluobR4Sv9F02DmqoapWIcbQti14pM5xyec4juM4x9ZzphaICJByLjlnZrYUqflz+h+7nJovWy91un/8QVp4VsS6bX8DzWNOOrqYtMycUggc/nrrNptNKYWIkNhOv9o/R8OYLzUOOFc3u8c9SNk/f61+/fqFgFXqdTrtTo9FkEhEcs4WhLy1/D/0jYpImGJKKU35zGcerf/+Oy75HMdxnLuIq9t+6kSvrTMje0O0ZGy2nnOvCsy8/3h+9rc+z5B+fGmLiCqyL+pqrSEE2HW4mYfUPmkK4b4Cn1JwEaHrerDyNmbrGn9OoA8Rq1QEZKZS5VYnZ2M7PTUIIUxxRwQzFH1PFah5NQ6TTlUrKTGllAJz123+efOPUoYvEwUAuzRqU/quvb8foeFhSp0UUGWitmljjKkJIgIKRAi7U3dqwfDB3x+bbIsXRUSZdvO9hwC4CbwUwz/++j1OvzsOPiFWEVBFhBDCH3/8UjlgWrNf8nda77kOdFzyOY7jON8Qa1ptIqHWqqKA9DPHYdKQIYSUkq1Zh+DnE0c4pyJDU6pTB8XPPzCrwxtFsmkwxMuW12NB4vbRRtM2IQRV+ev3781mg4g66Mb53hC+vsuQ9cC0lhagmkJ8eVk1bUJAFQGdjfLu5x77XEanaF6MsVTpug7ukdI8XlLrHGHWNSoCoE3T4N4DIO+44DzRf7/4EDiO4zinV/P33q0lv4lIrVVEfuASyUJkk6KwZuunfSCeJxSwv8y16/hUwYpJSNMYH1JQhcv6epvqa9s2xSAiv3+/9n1/RpItfsW7fp5ubScYObRt2zQJAesQ1rzjL8Mlvzxbt1gi7Pv+hGHmjZ90AKgqEcUYQYZxc5nnPCEe5XMcx3EeKvb2dQsillLM4xF+ZF6T5QGaNUsI4aVZhcAHx/9pS/isJzUzi6iVM8GRxLzPXPSEcGiS43tnN+TcphRjjKr61+91zjnnTESIUEohZhg7vwMAmtuLflXrltEYVhGViYggxfalXcXIUquoRdX0fr85F/74qFX8hsA5l/V6fT+vWt0dJfPObds2MpVcCPXJb1XHJZ/jOI7jPFjkDPG9Wuvk6Y9DNdTPgoikFmuz3rZNCqTbkrDlQvwJL6UtfK0gs9Yy9/C0s/isg7YgDKjaTGOmaUQRUM8TLURIjEwxhFBrfXt7K0OtGtZaibhJba5ZAXXIZ0RFRf3yt6eVIzYppRRemlRFpNaxYWZlmgTuUxytdfR8e3szt1i9U73rLF3XZn7btqvVSmW4kT3E5zzpf8v4EDiO4ziftVCbTErmFWvw89ZMJplCCE3ThECqIPJlDB4X/jqLJNVPP7iDx3npIj+l1LZJRF5fhzYMljrIzCralwyj/BnQr72+mpyTmLltm7ZJtQ4hS7tbQyAAAJQnUHyDfYs1S7A60kV25f1kmBWIMm3NY55o8jvODI/yOY7j/AjeXfTstxU+c4dTT+rJwANmtUDzB+3DR5ABwHo352L9nAGRFaDaAvKspCwaG2Trcn2uCICg8iQ5dTrZHu6OM4rYwSOiSmmapm0jEVo/N0K4YXuD5SU4tL4/KHVAFFSnB8QH0yBt1TsGaaGUKopj+/Eh3fHQqCwvqKoQsoKKCNFt4pmogICqAiBNCMxQSrH0zqlxQgU9pl2JKIQQIxfR19/rrutEBCnMryyMgUPSnWs+fP2XMXGZG2BqwsKB27Zt29YsT4eTHMWMTVK7BRWAlhNV3j3r4fdhPrV0OIxpmlmU+PSP0lDFFwMHfn3ruirMURBo1lTjRveRDgFcBQYgEan60sSXFKFWhApq7+x84ywCednTE8dxyec4juM8u4A8ITkQkRkBoO+XxXsPyImahOgR4XHPpfTsGBCRCCerml+/fsUYrRxusAH8UqFOE0iT7eqzzVUiEqmxjUQkVXYkoR5WBSKSUmqaCACbTb/ebIaHE8O0+X5L8+04IOLL6sU8Yy0I/+RqhJgCDfnhNPjz3PH2IYIh75o0pRRCECku2ByXfI7jOM5XUnG3FRvzxtxjp3UUUREdF9DbSOC849xdNc/4RZ8kkABwVB7MHGNMKU0jf/Pm0Y+ZPHbV5pf1iQ4NEQBCCLUK7JiLDpNhblBpl6BpEhF2Xe77Pucs4wl+F9v9nSYKqjqG6TQw/3p5WaUAu76dTy5XVaXrupzzXQ/VovWWdw0ALy8vbdvCEJcmkUpeL+W45HMcx3G+mTg8U1wtHPxFtZS6EAaLLuT3WGXu9m4+vJB9zGp+6hQXQogxphQRh+CYxSi+lqjQwb8RrIWbiDxPEGyM5moIIYRQSr+bgogLYWPjv1o1IvD2tt5sNlMf+XnG8leP5wx5j2PSKQKIlCbEP/7402ajitiYWMC5jq4tT6v4+j73fS9TJ3S8041rOQKiCiGEX79+mV8rDNFRF3yOSz7HcRznW8i5S9WILcImYwNVrXVZOXZiAX3DIMOdwphXrRwVRrMWS4acHC+/6LSZ/CrM2wOe6USICFRijESoKkN5oR5wQ7WIq/WZWK83m81m8ORYhgG/Vf4eAgBC4tiumtQEApBR703xzyefmapaShERQqsEvldi5/xxTEoJcXimMC9jdhyXfI7jOM4XFnsHtznnlUkSWLP1KnAiQe7eeuzSWr5hJae3OTAEha05Z4qRhyU1bMfk2NrxkUr14DHsa+bpD5NGiNj3/bNNbCISUUudrVUIt34hOoQoWURijCkGBci522x66xpijypUZB7o++ore1VFUdOxCErMTQqrtomBQaQOfTV4urJwRu+BAy5NJ2fvsX+e+Vxm8a5U6bqu1grIFocFuuM1QkQibZpUa1WVSfIRsf3TcVzyOY7jON+c/UzOKVmx1ioi02ry4BpxsZ6+uc7ZfR7/TmInmuXirMLw4A5PH+dUA4ZSQUHH+F4MbHmQAIBj1twiu/Xx1+66T9VaU0oAaC3Rnmk2DoVqFrub0onHsKQiooq2bRsj930x5bA0LFkqvS9p3zJJXBj8YIUQm6ZNKTQhEg9Ji4jDtD9zej/DL4zCGIO1a3PnPpDzmPbsRZ4ifsfuqRO3hkcIHZd8juM4ztfDolUm9kwSzAwPfxYEgCoqKqpElFJKKQb+PgGBua/JkAD5TOtXEWlSJKLS57k/p/0dY+QUEGC96d/e3iwP+Xs/kbFBicRt26xWLRMByDzg7a3Ez/x9m4+rKzfHJZ/jOI7z49j6cwJYmc0PHgtQGQRw27YxRkRzgBi6z58ZQpkHNz4983Mpa4mIqJT8bMYz9rghxghDTEYPBWHw9e1ts9nYWXxL1YdW5DYKlVUT2rZtUoOIogIyDQu9oxWfY759vmYGsGaP44jhmYPmOC75HMdxnO+zHprbG5obxDcyuL8MK9Vj5qZpUopgtWHwFbzvL5H3MHm3PB/EOM7DncMW1Vrr7/Wm1vq5KbWPm4rWdq9dWc89EYFDGcuuVc4ZTgCYqT7Xe45LPsdxHOeHYcGrqSwKfmpMAAAQMAROKcVoXpEwxZqu6Gj/nMaAJvombf9MIgcQkZAmObrb+1H6vi+lzl1Dvp/14pSFGGNo/2gDcSQAkFptQGghYuA7dpq/05DuvkqA1QfHccnnOI7jPOPa5SPbTB6Gw0oaFAAVodQiIio4PALHa756vhDfW4VboGzp+4cICoI4776276pfLx0fPHoY2zYS23KoWiyjlRQQMaXQNGk+RAp4jqg44RZzevtLleTx7dHMZebjh5YfOGkEVBFp04sq9FWAg8jQhWJfSCy18M475nw4Hc9tRAeqkEgTwnrd1Vrbpg0hTqKGkECW4daL9N7VY/6BJwiLiwe6c8BEmFGVKYxjr6CZIDep+fPPP6y81gKe+2d90aC/m2l85nz7yE/Q0EVjdkxwmwthP2tmWKoAqpAVFHdq9mh24mbCdMqGykOpjks+x3Ec58uLRm9LNVt00zQsIQQOYTFQ3+x8x7jZM54aERGxVZK2bRtjuK25zKefsu5LwEMXqGma1WplsfevPgNVdYpM3vU3Z+7Aifihr/LfRscln+M4juN8pli97R4JtnEPq99jRnwOeXA/yae67d/9VIho2zZEmlJkxq7rmTmGMK3ArzvmTzxTvfz9tm0RMcZo1+h8x6DnvE9VlcdTeIyUGh/WgAs3xyWf4ziO43w9rXLbpfwk7YjImq0zE8yCe9/yYb9JvtGXFZ/s2CClRIQ5y3r91vf9r1+/Yvhmi5938mBTSlP/jC/XTX7/lgwhMPNOfvHdJs8Uu776u77imDsu+RzHcRxnuRrDEZgehP9IoxZUtRo2Zo4xhhCYUH9Adwqr6bLWi0T8XMfGrIR//70uOfebdUrJpLmt5q9ehX+W96zuZXKimto7dTDWImW6SZf1b1+NGIOo0v2vwjyxk4jwNvv0BHjHJZ/jOI7zZRf9cNiV4akXN7daL5IKDNY1AAAppbaJtra2iN/0ddfZXXyJq/+crRdLzl3Xvb6+xhgpBuu5N5rEAKIdvF591jefSxfPYQTU9+e59RtUVWb+comdi2FHxFIKBb7/rWSdMxERmPkjaZ0u8xyXfI7jOM6Tqp39baZCIFs6W+tqmIUR5h6bcNLi8vSR7O9qb4Oj66rJGBPhBotyszfkmSnLwshh0Hs6NFuPMaYU5uruusyuh60RT9qijtditpl1coPtIAMR5T7nnO1dhCeKICHRerMhZpuiQyc1AUIg+qhOe7xwslmFu3a0W89YEUT89cevxYEN/rGzRw9XzLfzT/ai4Nvp29z2RkSlFGYupaQUVSH3fYov946Y2TQXkaZJq9VqOsT92/lEU0fc/b1w7ee45HMcx3GenfnKZortmAIMZ9dHLUKC17Yr+GynRF0ucC2fM6WIn6HcPnFKIKCIbGW/6BOetEWc9YtfDSSc5ts2pRMBQBE0Bnp5ebGOIHBhj8GnjfvZzwsz11qZmYjf3t5U6unnFDea24NgXq1WVrDqcs1xyec4juN8DW4S2bBH77amnJqtXyoVPn2VeYV9y+IjiChSzQ4xhBBjIPxoiuOXUIlDtBMQERV0aMJOZP98KqWnCNYv7ZwcyC8x8qpKCnYDIqjV5v3Trz9SSiEQzFSQPZr56laxU/FhjFFV1ut1SvExvxAi9WX1kmJQFQTwHvWOSz7HcRznp8jFaR1psZ3dB+3v1+/NF6AnsrlOK7GbyKJbLYVDCCklZto3EUS4rKDxi0UFcevd8sy6QmCbbKr7ovALjfcQaEIFVRFEBIVValZt2zQNoEoVm0HTTfrV9Z4lrFqgjwhfXzvVIVh7bx8aS9VumlSqgJQYIjiOSz7HcRznq2i2jyy/YGbXUWv9YKXKQd+X84SQfuowbv9umiaEEAIBgMpOBSOCIl5woF8uC9SifLYin0r+8Ak9W8cjOuB4+QUl0HTLMGMbV6vVKgYSEZt+U5vyK3b7gOcj1z1SUdUYY63SdZ1Fl2GvTO4eQ71atSGEUkq4kWOn47jkcxzHcZ5a780ln4X4Ri8TvKhqaNrs0+0rb9KXL8Zoq0E90Odaf0Qm2ORljyiydM1x7nILqxJzCKFtmxBIZHAPAtH5/XjmI5UnP2VmVlUiKGVIK3iMFrWmjqoCAESkntbpuOT7VkgGLKpaMhMEDqwogEVRLKUC1QftTiMPxNhrj4isEQUrQVbtujWLEqRMIUL2cboHVTvAhjQwKzWaRFBYGEALgXaKfylG6H2g7rOiEQVGBIAqpAgtKf0hWIH6SAk01g64fRJlOIV0Jq8OWDQZHxb8CEqgcCzac3qVtnj3CkGoOhceOh6GHvjdOX08CgQECoBk+s02JIRatWFYxYYITP/CrIXX+Hl+dzX6GLl7kYPiPE3XQnewNOEURAYAVSAMXV7bp0QP9zzA40qRttuSXQ4rt8MbxQlxu8PhuEh3tPh5hi66dyq2l5kKQJvuOO2QhjGXYbuxD+Ds1HbnOYgCH7ggCKAgqkjIoCQFEVOTVqtVCAFx6P04KD1Qmt+Pnz3xrrlzdw+MEEspMcauq3/9fi12SwINw2l3uiINd7ko2ryi+QXTs64xjpaowACq2jTNKnKtgqJagXg5ZqfH8MS77tvpuOT7fLocQxP7Hv7Vv/of//d/+39tNoSIShlABAkkErrquAv/4r/5L/67//a/SsrAAAVKAEGB//l/+3//+//hz3/+/frnL+pQ0psP1D2gl5pe61/Yrv7Ff/mf/Mv/Wl/+BkDUCwBBjf/T39/+zb/797Be+UDdgxJfsfwZayLIlfpW/r//WLp//Z//p/9RAMrAQeHzFgcm8IZJQjS19prH9554aHFPqOgZa/pjry83YEZEPmHOfuYIf+GHFePqXEfg2y5k8fCLuNzmSErrEBx/ZzwPfFhN1agqIyIgAVrhqOm9qV3Kd9ISi/hkLqVpGlV93ayLVBwfQug42rh9DgEH87/x3O8dH2ONmrltWvDm6Y5Lvu8KRhFASPh//t//z//6f/y7Kn8oMWAFENCAGpVcddxsNTn/53/27/8OokBUUIIKCAmvV+vN3/6Xf/vS/f77iv7D/7+9u1luI1nOMPxlVnU3SI0mdMLh4wgvfAu+AN//ynsvvPbCG0dMjMQfoLsyvWgAbAIQAZ0hJIp6n5UkUvgpFID6urKq1sOdNdrtGsa8+6cw7/v1f/y7bDXPz0w1qx4z2/9N/p9//CYn8l1pgNM03dh0K0X2rbTP/3P/5c8qtfviSithm6Lhx47p99Wb8y4dP/uGEN/aDLuR+Hbcvjye4dfttpnzhYDl3i37+d5L+sfPflzC0V+3T9rTFjHjcII0T11FsBP/8lTAuZ2niual9H13uxr6vpc0TdObv+zyCkqtXsvjer3ZbPYfSrkLyfu2jkVgzt2PLp/iW45M5hRda+37EpH7lwAg8r0rvbemMPWlRnrKLSSpmTXPUGRa0kqvNIx61pKhkJlKTrJqRZKrqusfWgy3/eam3W/WUT/Qbtf5Tv24vvvzLsaMKruRacpxLF6V5u02y6fsP8cjDXWdwB2lPZaI5rEJU7bx4U4mdVNETLkqtvphb9LM+TAG7c7fWy7e0y9x/XtfEbqcSNmNOxf7l35zYngX7ba/EHD0vOzitv1Hf/xWkt5BXnMt814+20rlYIlnLnPh9hiJ3erWXL4NW2Z2Xj7c3q5Wg5vmbZNKKXpesvsOOtXxISjd0EXker2OxULZNIXJd4XkT5nM9rXa21lT+/a7nvPearVys6k1XX+fGIDI9yO+3sfwYp2bhU3rjXdhJrNmmkxuSqXTSlf6Jk0LCw0uSc2VGlRXY+nyfhzCOr9pE7N8V/HZsrr13UqTa0ytxtLbGBaP5p03TdN4X/qehrqGyT6EddXGamNLv232t9WnIqm5+1DaUPyoPvE7Dr+Wu7PMRZ7vbIj5isPTX/C5m2m+FPCjGiTO3aFdMOiPy3YdOnVN5Okf/fh3nio17VnesxOBdg4wx3eZ2TxVSr25uRmGwd3yK9smvafeuLyYYtI4jlOb5ue7fJrz2Rv5Qln27iTGvGDRZpFFbPtCrXXV1blv2+JaD0Dke0dfY9GpeE7qbOjrqmXx+WMn5BkmU9Bo1xpBhEeZwlpRajI1aaVabfikKR5VZb0T+a6it+Ky0lrdhCLD2lrTSh/dPkrRyuNjN03JFOuVfAjPSXI1hXz0WCtSWX5TpI+S6y/WdS6L7s7+2vIP80Z5J4s5l2Ovb53rO34kl/zL8c2ce/ypCwpQL9/9r5RysC7oHRxyfdxJLn8p51+epvGvN8J+iB+R+8VUumBx4NnHenoR3ree0/C0EdGuzyt3f9n978ij4x+eijMzlXqp0PCpGHR+IXYJxc1WwzAMw9B3ZpqP3Zvn95ZbKL2dkPa1j4ivv93shTeyu7cW4zi2CLPytHDRFv/d5vd67lvafbt1jl3+EksZMd+Ku/e11Orj2BY9IHf77+jXK24Hke99Nskks1CXpXnV1KJJlmGWIbewYDnZ62e97Yd3yaLi6WmTako2afPQcv1F7Y/b+O3BP3eF5rqGcdzcZmStm6GouKvr5JOrH0YpSuSqdQ+FjYuuouWfHrWPSZYbt1bbOh4yZXkvr63ri3+/d+J+KLPcPmG5g8v+zxduW3IyFB3/l+OD188PZJ+XmM4P79l0R3rqm48aOzjZOTMyw91LKcOq21d4Lh5eXDIJ+53H5cfNfjz4Xjb18cztC5v7m5mZz5tz7jf4yV1QWSail5u6uO9u7WkjFJs3CtLuIsXZgfXFP1/22MMFmXH58H0X/PJwD9j5DbOrzHQpLDUf5TZ3zHkrz5TczOfVaJHxbMlZuoXNB36kXFZKuR1Ww6qrXnYTeud719n312t1qhdueXmaywsXR7Y7mD5/y++P/XT3WsuXh4dxHJU5nwI5/yhj7h3bJvbFNYtsrZVtQZbnt5UHu3vENAzD7c32MpubZTYzX/ZSfaXU88J9dKgRBZHvTQjLUGTt7tf3mzalybxKIXNLlzo5A99XtvsKNYWp5lpaSSVUSsrjtuRY13+W9qlbFSPyXcXNUG/u9DCuW2mqUtTO6xfbFL8vWS1LWs8q1quNzu9MH5S1mUexe3ucBuuKpCliE7VJtaj7zoFhjk/H83vH2ewfSDv73Hh5EjsxOLPFSFRKZWvt8JbTzwa8g4e3XJY2/6d5bFe7UrxkhJ6FvXfxCfyN8xXbIt+0eQZmmqanqPz1Q8BPdoN5fB6Ryph73TS11to+Tx4k8BNf2Rc/eD/MRV/N+Zc8/og4mDrKFtvcZpLavjuZZUQoFdHmZ5W7k+t9vuPlOrQI5e6Ax1r7Ulc3vZtrMbP0owLD2X6yvKzwtcqCs+cEzi0zX2kqpUxT22w2rbXlctpSirubqdhT+xVZ2HZjYTPLRbWuXXhIQ0xSZGYtJVPjOJnZ/m2+3JPnPU3vg8j362rWyTxSxVeddy28tZy/xiKrZSeOhrtW2pYy1VRLKkLFUqOmjY/T7WQfp9pv7BONfx2b7suN2krdxpv0qFxpo1VXSriiezDddSnd0lBX0UWzm5aDLGVT2tjkm5Sm6pbmavkg+x6R72BR0P4whheGfScKMvXsJO6vX9o/P3Y8N6g6rK3a57ftE0nl81R2fLeZ7eBxHp+7VWst1efD1pcH1r2bOLccv37tpTkozJtn5kop0nbvloNZvlNltyfuWftZvl1W3L1228LObY564QlevgfMbvgesc2J+4WIGXG+IZ8Xdj7liP1soe/uz7YJIRVmaa75ooT79tQQNyuymCsJn38LekrKst2Zc9X1Xe5ms56OEHgzXevlSa2DIs+XPjQWvWtOwhFRa+26cnf3MG42Spmb7Woro7VsMZ+MbnPFbO56S8l52V4uz+VblOG+/EaIiGEYVn2/ffwZ+1dztx7TLnzjcLQDiHxv3uRhKtLvfenicfDKuXzf58tjVSPdLKZqkpncXKu7Uv7rnz99untcf/r9fz9PQ8emkVfx+faxv2uP9bd/+f2D7v/Q6u9Kr80VN/LuQ/7xrw//vcq/01DXMHZ3Nn3pW2caY72+aZt/i/vhXrq5zZRl1JPnM3+7sxN0tnD5yXvLUxxO3tqJyzvxCvNjxxN0h2Msy7Mjrv0j2SeHgwmfUnxYdSaLjFSejHxveWB3yWN7uQJt2yD5rPouWpNsuYPrwU35JYszS9mNs2WK/amPtdaMlJQRZ2sLzv5C7Pbt2NcQHjzfWmvZnI98soPN2/blKdtbm3LabuC5S4KluLubZ0SLmNx8G9uk+Ui99jyvesqLu9uw6vu+d/fWWtm2UqrM5cp2fPjc9+mBBxdiXsh7x1XEJ39591NbXqnZX2ly9wiN47h9iSPDYu4VwzDUuVly2wfmKcF5wj/m+s95AjB3pyVeosjMhmGQbJqapO2FHtkL9as/6ZH3+AUxN330ud5G82maJtPKvUomi7RJFilTmpGTXz3t7b6ZvfomN25eo0oWqbXauH6saR5lU3pjlu9a3+Wj1Hl0pUvrpl6myaNqysde/hi6t2LJKtZrfehIVZZmU5qkvmT9mDmFb3rvM/pc/8VDES//nP/aiq8Xbnk/XNud5TDX5CnzaUh3dC86+y9nRWtP03rzgPBoQ7+DwfHxjNDZX9Buw4bI8KcqsnjeAm+x4PzCIsAT03enLg3sV0XOf3NTyjLT3SKe7mhfTOfnmlpSS6W2VzNsF6dTitguWbPd0QUvPf6zqV7bGR5b3HEplrunFNHMz76C+eypnLyjE6eApykV6T6fHVDmhzs3WJrMDqcO9XwqLzPNPdWWz8DkP0sfu+RjJJ8VBcwzorbfuCdi+2Jt39rzGQwpRday3WDTZNqulHw6U2X+q3/LCHdO4MVM+4+R/TZC8+fA87j9tJcMuQ5Evp86gOBHBI/DocbBZhJ8qn43x/Mwlyx3was09TySoM8DP9FQgbcqgLeMCSv8HAmQse+Pjd/4nk19uPMkAADAXxlsMKkFAAAAAO8VlVoAAAAAQOQDvruz28ED77Xn09sBAMBrobATAAAAAN4tZvkAAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAAEQ+AAAAAACRDwAAAABA5AMAAEudhfgAAACCSURBVAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAAgMgHAAAAACDyAQAAAACIfAAAAAAAIh8AAAAAgMgHAAAAAEQ+AAAAAACRDwAAAABA5AMAAAAAEPkAAAAAAEQ+AAAAAACRDwAAAACIfAAAAAAAIh8AAAAA4E36f+hVsjdirn6gAAAAAElFTkSuQmCC"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls23 ws0">53<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff2 fs3 fc0 sc0 ls7 ws0">2.<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">Spółka <span class="_ _16"> </span>została <span class="_ _16"> </span>ostateczni<span class="_ _1"></span>e <span class="_ _e"> </span>pociągnięta <span class="_ _16"> </span>do <span class="_ _16"> </span>odpowiedz<span class="_ _1"></span>ialności <span class="_ _e"> </span>lub <span class="_ _16"> </span>uznana <span class="_ _16"> </span>za <span class="_ _16"> </span>narus<span class="_ _1"></span>zającą <span class="_ _e"></span>prawo </span></span></div><div class="t m0 x93 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">pracy <span class="_ _0"></span>lub <span class="_ _0"></span>prawa <span class="_ _0"></span>człowieka w <span class="_ _10"></span>niektóryc<span class="_ _1"></span>h <span class="_ _10"></span>rodzajach spraw <span class="_ _10"></span>sądo<span class="_ _1"></span>wych <span class="_ _10"></span>z<span class="_ _1"></span> <span class="_ _10"></span>zakresu prawa <span class="_ _10"></span>pracy<span class="_ _1"></span> <span class="_ _10"></span>lub praw </div><div class="t m0 x93 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">człowieka.<span class="ff2"> </span></div><div class="t m0 x4 h6 y647 ff2 fs3 fc0 sc0 ls7 ws0">3.<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">Brak <span class="_ _19"> </span>wspó<span class="_ _1"></span>łpracy <span class="_ _18"> </span>z <span class="_ _19"> </span>Krajo<span class="_ _1"></span>wym <span class="_ _18"> </span>Punktem <span class="_ _13"> </span>Kontaktowym <span class="_ _19"> </span>OECD <span class="_ _19"> </span>(dalej <span class="_ _19"> </span>KPK <span class="_ _19"> </span>O<span class="_ _1"></span>ECD) <span class="_ _18"> </span>w<span class="_ _1"></span></span> spraw<span class="_ _1"></span>ie </span></div><div class="t m0 x93 h6 y648 ff1 fs3 fc0 sc0 ls0 ws0">zgłoszenia przyjętego<span class="_ _1"></span> przez KPK OECD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6ad ff2 fs3 fc0 sc0 ls7 ws0">4.<span class="ls0"> <span class="_ _1c"> </span><span class="ff1">Business<span class="_ _1"></span> <span class="_ _d"></span>and <span class="_ _d"></span>H<span class="_ _1"></span>uman <span class="_ _d"></span>Righ<span class="_ _1"></span>ts <span class="_ _d"></span>Resource <span class="_ _e"></span>Centre <span class="_ _e"></span>(BHRRC) <span class="_ _e"></span>podjęło <span class="_ _e"></span>zarzut <span class="_ _d"></span>w<span class="_ _1"></span>obec <span class="_ _d"></span>firmy, <span class="_ _e"></span>a<span class="_ _1"></span></span> firma <span class="_ _e"></span>nie </span></div><div class="t m0 x93 h6 y6ae ff1 fs3 fc0 sc0 ls0 ws0">odpowiedziała na nie<span class="_ _1"></span> w ciągu 3 miesięcy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y6af ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"></span>procesie <span class="_ _10"></span>wery<span class="_ _1"></span>fikacji <span class="_ _5"></span>w<span class="_ _1"></span> <span class="_ _10"></span>Grupie <span class="_ _10"></span>Kapitałowej<span class="_ _1"></span> <span class="_ _5"></span>MIR<span class="_ _1"></span>BUD <span class="_ _10"></span>niezgodność <span class="_ _10"></span>z <span class="_ _10"></span>wyż<span class="_ _1"></span>ej<span class="ff3"> <span class="_ _10"></span><span class="ff1">wy<span class="_ _1"></span>mienionymi <span class="_ _10"></span>przesłanka<span class="_ _1"></span>mi </span></span></div><div class="t m0 x4 h6 y6b0 ff1 fs3 fc0 sc0 ls0 ws0">została zbadana w nastę<span class="_ _1"></span>pujących sposób: <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y6b1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka <span class="_ _12"> </span>1:</span> <span class="_ _12"> </span><span class="ff1">Weryfikacj<span class="_ _1"></span>a <span class="_ _13"> </span>kompletnośc<span class="_ _1"></span>i <span class="_ _13"> </span>procesów <span class="_ _12"> </span>należytej <span class="_ _12"> </span>staranności <span class="_ _12"> </span>odbywała <span class="_ _12"> </span>się <span class="_ _12"> </span>na </span></span></div><div class="t m0 x93 h6 y6b2 ff1 fs3 fc0 sc0 ls0 ws0">podstawie <span class="_ _e"></span>wewnętrz<span class="_ _1"></span>nej <span class="_ _e"></span>weryfikacji <span class="_ _e"> </span>istnienia <span class="_ _e"> </span>i <span class="_ _e"> </span>dzi<span class="_ _1"></span>ałania <span class="_ _e"></span>elementów <span class="_ _16"> </span>procesu <span class="_ _e"> </span>należ<span class="_ _1"></span>ytej <span class="_ _e"></span>staranności </div><div class="t m0 x93 h6 y6b3 ff1 fs3 fc0 sc0 ls0 ws0">wynikających z <span class="_ _0"></span>ram tych <span class="_ _0"></span>procesów zwartych w <span class="_ _0"></span>dokumentach wymienianych<span class="_ _1"></span> <span class="_ _10"></span>w definicji Minima<span class="_ _1"></span><span class="ff2">lnych<span class="_ _1"></span> </span></div><div class="t m0 x93 h6 y6b4 ff1 fs3 fc0 sc0 ls0 ws0">Gwarancji. Na <span class="_ _0"></span>kształt procesów należytej <span class="_ _0"></span>staranności w <span class="_ _0"></span>ujęciu definicyjnym proponowanym w <span class="_ _10"></span>art. 3 </div><div class="t m0 x93 h6 y6b5 ff1 fs3 fc0 sc0 ls0 ws0">lit. <span class="_ _1d"> </span>c) <span class="_ _17"> </span>Rozporządzen<span class="_ _1"></span>ia <span class="_ _1d"> </span>Parlamentu <span class="_ _17"> </span>Euro<span class="_ _1"></span>pejskiego <span class="_ _1d"> </span>i<span class="_ _1"></span><span class="ff2"> </span>Rady <span class="_ _1d"> </span>(<span class="_ _1"></span>UE) <span class="_ _1d"> </span>2020/852 <span class="_ _17"> </span>wpływ <span class="_ _17"> </span>mają <span class="_ _17"> </span>przede </div><div class="t m0 x93 h6 y6b6 ff2 fs3 fc0 sc0 ls0 ws0">wszystkim <span class="_ _f"> </span>zapisy <span class="_ _11"> </span><span class="ff9">Wyty<span class="_ _1"></span>cznych <span class="_ _11"> </span>ONZ<span class="_ _1"></span> <span class="_ _11"> </span>dla <span class="_ _11"> </span>bizn<span class="_ _1"></span>esu <span class="_ _11"> </span>i <span class="_ _f"> </span>praw <span class="_ _11"> </span>człow<span class="_ _1"></span>ieka</span> <span class="_ _f"> </span>oraz <span class="_ _11"> </span><span class="ffa">Wyty<span class="_ _1"></span>cznych <span class="_ _11"> </span>OECD <span class="_ _f"> </span>dla </span></div><div class="t m0 x93 h6 y6b7 ff9 fs3 fc0 sc0 ls0 ws0">przedsiębiorstw wielonarodowyc<span class="_ _1"></span>h<span class="ff2">. <span class="_ _0"></span>Weryfikacja <span class="ff1">zgodnośc<span class="_ _1"></span>i</span> <span class="_ _10"></span><span class="ff1">odbył<span class="_ _1"></span>a <span class="_ _10"></span>s<span class="_ _1"></span>ię <span class="_ _10"></span>z<span class="ff2"> </span>uż<span class="_ _1"></span>yciem <span class="_ _0"></span>narzędzia do <span class="_ _0"></span>oceny </span></span></div><div class="t m0 x93 h6 y170 ff1 fs3 fc0 sc0 ls0 ws0">zgodności <span class="_ _13"> </span>wykorzystuj<span class="_ _1"></span>ącego <span class="_ _19"> </span>metodyk<span class="_ _1"></span>ę <span class="_ _19"> </span>oce<span class="_ _1"></span>ny <span class="_ _13"> </span>proponowaną <span class="_ _13"> </span>przez <span class="_ _13"> </span>Platform <span class="_ _13"> </span>on <span class="_ _13"> </span>Sustainabl<span class="_ _1"></span>e </div><div class="t m0 x93 h6 y6b8 ff2 fs3 fc0 sc0 ls0 ws0">Finance: <span class="_ _16"> </span><span class="ffa">World <span class="_ _16"> </span>Benchm<span class="_ _1"></span>ark <span class="_ _e"> </span>Alliance <span class="_ _16"> </span>Cor<span class="_ _1"></span>e <span class="_ _e"> </span>UNGP <span class="_ _16"> </span>ind<span class="_ _1"></span>icators</span>. <span class="_ _16"> </span>W <span class="_ _16"> </span>wyniku <span class="_ _16"> </span>prze<span class="_ _1"></span>prowadzonej <span class="_ _16"> </span>analizy </div><div class="t m0 x93 h6 y6b9 ff1 fs3 fc0 sc0 ls0 ws0">określono, że <span class="_ _1"></span>w GK MIRB<span class="_ _1"></span>UD nie funkc<span class="_ _1"></span>jonuje kompletn<span class="_ _1"></span>y proces należytej <span class="_ _1"></span>staranności <span class="_ _1"></span>wypełniający </div><div class="t m0 x93 h6 y656 ff1 fs3 fc0 sc0 ls0 ws0">założenia wytycznyc<span class="_ _1"></span>h. <span class="ff2"> </span></div><div class="t m0 x4 h13 y6ba ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka <span class="_ _16"> </span>2:</span> <span class="_ _e"> </span><span class="ff1">Przesłanka <span class="_ _16"> </span>druga <span class="_ _e"></span>została <span class="_ _e"> </span>zwery<span class="_ _1"></span>fikowana <span class="_ _e"></span>w <span class="_ _e"></span>procesie <span class="_ _e"> </span>uz<span class="_ _1"></span>upełniania <span class="_ _e"></span>odpowiedzi <span class="_ _e"> </span>do </span></span></div><div class="t m0 x93 h6 y658 ff1 fs3 fc0 sc0 ls0 ws0">przesłanki <span class="_ _d"></span>1 <span class="_ _d"></span>poprzez <span class="_ _d"></span>s<span class="_ _1"></span>prawdzenie, <span class="_ _d"></span>czy <span class="_ _d"></span>w<span class="_ _1"></span><span class="ff2"> </span>stosunku <span class="_ _d"></span>do <span class="_ _d"></span>osób <span class="_ _d"></span>wym<span class="_ _1"></span>ienionych <span class="_ _d"></span>w <span class="_ _d"></span>treści <span class="_ _d"></span>przesłanki, <span class="_ _d"></span>w<span class="_ _1"></span> </div><div class="t m0 x93 h6 y212 ff1 fs3 fc0 sc0 ls0 ws0">okresie <span class="_ _17"> </span>które<span class="_ _1"></span>go <span class="_ _17"> </span>dotyczy<span class="_ _1"></span> <span class="_ _17"> </span>weryfikacja, <span class="_ _17"> </span>ni<span class="_ _1"></span>e <span class="_ _17"> </span>zapadły <span class="_ _18"> </span>prawom<span class="_ _1"></span>ocne <span class="_ _17"> </span>wyroki <span class="_ _18"> </span>skazujące. <span class="_ _18"> </span>W <span class="_ _18"> </span>wynik<span class="_ _1"></span><span class="ff2 lsf">u </span></div><div class="t m0 x93 h6 y6bb ff1 fs3 fc0 sc0 ls0 ws0">przeprowadzonej <span class="_ _1d"> </span>w<span class="_ _1"></span>eryfikacji <span class="_ _1d"> </span>s<span class="_ _1"></span>twierdzono <span class="_ _1d"> </span>brak <span class="_ _1d"> </span>infor<span class="_ _1"></span>macji <span class="_ _1d"> </span>kwalifikując<span class="_ _1"></span>ych <span class="_ _1d"> </span>Grupę <span class="_ _1d"> </span>do <span class="_ _1d"> </span>spe<span class="_ _1"></span>łnienia </div><div class="t m0 x93 h6 y6bc ff1 fs3 fc0 sc0 ls0 ws0">warunków przesłank<span class="_ _1"></span>i 2. <span class="ff2"> </span></div><div class="t m0 x4 h13 y674 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka<span class="_ _1"></span>  3:</span>  <span class="ff1">Przeprowadz<span class="_ _1"></span>ono  weryfikację  bazy  zgłoszeń  K<span class="_ _1"></span>PK  OECD,  która  wykazała<span class="_ _1"></span>  brak </span></span></div><div class="t m0 x93 h6 y65a ff1 fs3 fc0 sc0 ls0 ws0">zaistniałych <span class="_ _1b"> </span>z<span class="_ _1"></span>głoszeń <span class="_ _1b"> </span>w <span class="_ _22"> </span>stosunku <span class="_ _1b"> </span>do <span class="_ _22"> </span>Grupy<span class="_ _1"></span> <span class="_ _1c"> </span>w<span class="_ _1"></span> <span class="_ _1b"> </span>okresie, <span class="_ _1b"> </span>k<span class="_ _1"></span>tórego <span class="_ _1b"> </span>dotyc<span class="_ _1"></span>zyła <span class="_ _1b"> </span>weryfikacja. </div><div class="t m0 x93 h6 y6bd ff2 fs3 fc0 sc0 ls0 ws0">[<span class="fc7">http://mneguidelines.<span class="_ _1"></span>oecd.org/database/<span class="_ _1"></span></span><span class="ls25">].</span> </div><div class="t m0 x4 h13 y6be ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff6">Przesłanka<span class="_ _1"></span> 4:</span> <span class="_ _1"></span><span class="ff1">Przeprowadzono w<span class="_ _1"></span>eryfikację bazy<span class="_ _1"></span> zgłoszeń Bus<span class="_ _1"></span>iness and <span class="_ _1"></span>Human Righ<span class="_ _1"></span>ts Resource<span class="_ _1"></span> </span></span></div><div class="t m0 x93 h6 y6bf ff1 fs3 fc0 sc0 ls0 ws0">Centre <span class="_ _10"></span>(BHRRC) <span class="_ _10"></span>któr<span class="_ _1"></span>a <span class="_ _5"></span>wy<span class="_ _1"></span>kazała <span class="_ _10"></span>brak <span class="_ _10"></span>zaistniałych <span class="_ _10"></span>zgło<span class="_ _1"></span>szeń <span class="_ _5"></span>w<span class="_ _1"></span><span class="ff2"> </span>stosunku <span class="_ _0"></span>do <span class="_ _5"></span>G<span class="_ _1"></span>rupy <span class="_ _10"></span>w <span class="_ _10"></span>okresie, <span class="_ _10"></span>któreg<span class="_ _1"></span>o </div><div class="t m0 x93 h6 y6c0 ff1 fs3 fc0 sc0 ls0 ws0">dotyczyła weryfikacja. [<span class="_ _1"></span>https://www.business<span class="_ _1"></span><span class="ff2">-humanrights.org/e<span class="_ _1"></span>n/companies]. </span></div><div class="t m0 x4 h6 yce ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _0"></span>wyniku przeprowadzone<span class="_ _1"></span>go <span class="_ _0"></span>procesu weryfikacji ustalono, że <span class="_ _0"></span>działalności Grupy Kapitałowej <span class="_ _0"></span>MIRBUD<span class="_ _1"></span> </div><div class="t m0 x4 h6 ycf ff1 fs3 fc0 sc0 ls0 ws0">nie jest prowadzona <span class="_ _1"></span>w pełnej zgodności z Minimalny<span class="_ _1"></span>mi Gwarancjami na podstawie Prz<span class="_ _1"></span>esłanki 1.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 yd0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 ha8 y6c1 ff9 fs3 fc6 sc0 ls0 ws0">Weryfikacja zgodności z Te<span class="_ _1"></span>chnicznymi Kryteriami Kw<span class="_ _1"></span>alifikacji<span class="_ _1"></span><span class="ffa"> </span></div><div class="t m0 x4 h6 y6c2 ff1 fs3 fc0 sc0 ls0 ws0">Weryfikacja <span class="_ _d"></span>zgodności <span class="_ _d"></span>z <span class="_ _d"></span>Techniczny<span class="_ _1"></span>mi <span class="_ _c"></span>Kryteria<span class="_ _1"></span>mi <span class="_ _c"></span>Kwalifikacji <span class="_ _d"></span>(TKK) <span class="_ _d"></span>była <span class="_ _d"></span>prowa<span class="_ _1"></span>dzona <span class="_ _c"></span>dla <span class="_ _d"></span>wszystk<span class="_ _1"></span>ich </div><div class="t m0 x4 h6 y6c3 ff1 fs3 fc0 sc0 ls0 ws0">rodzajów <span class="_ _19"> </span>działalności <span class="_ _19"> </span>kwalifikuj<span class="_ _1"></span>ących <span class="_ _18"> </span>się <span class="_ _19"> </span>do <span class="_ _19"> </span>syste<span class="_ _1"></span>matyki <span class="_ _18"> </span>i<span class="_ _1"></span><span class="ff2"> </span>polegała <span class="_ _19"> </span>na <span class="_ _19"> </span>analizie <span class="_ _19"> </span>pos<span class="_ _1"></span>zczególnych </div><div class="t m0 x4 h6 y6c4 ff1 fs3 fc0 sc0 ls0 ws0">kryteriów istotnego wkładu i<span class="ff2"> </span>niewyrządzania poważnyc<span class="_ _1"></span>h <span class="_ _0"></span>szkód ora<span class="ff2">z sprawdzeniu, w jakim stopniu <span class="_ _0"></span>dany </span></div><div class="t m0 x4 h6 y6c5 ff1 fs3 fc0 sc0 ls0 ws0">rodzaj  działalności  zgodny  jest  z  TKK<span class="_ _0"></span>  określonymi  w  przepisach  Rozporządzenia  Delegowanego<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6c6 ff2 fs3 fc0 sc0 ls0 ws0">Komisji (UE) 2021/21<span class="_ _1"></span>39 oraz 2023/2486. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y6c7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6c8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _17"> </span>odniesie<span class="_ _1"></span>niu <span class="_ _17"> </span>do <span class="_ _17"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _17"> </span>6.15. <span class="_ _17"> </span>I<span class="_ _1"></span>nfrastruktura <span class="_ _17"> </span>ws<span class="_ _1"></span>pomagająca <span class="_ _17"> </span>transport<span class="_ _1"></span> <span class="_ _17"> </span>drogowy <span class="_ _18"> </span>i <span class="_ _17"> </span>transp<span class="_ _1"></span>ort </div><div class="t m0 x4 h6 y6c9 ff1 fs3 fc0 sc0 ls0 ws0">publiczny, <span class="_ _e"></span>do <span class="_ _e"></span>kierown<span class="_ _1"></span>ików <span class="_ _e"></span>realizowanych <span class="_ _e"> </span>inwesty<span class="_ _1"></span>cji <span class="_ _e"></span>drogowych <span class="_ _e"> </span>rozesłano <span class="_ _e"> </span>k<span class="_ _1"></span>westionariusz <span class="_ _e"> </span>oceniający<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6ca ff1 fs3 fc0 sc0 ls0 ws0">spełnienie <span class="_ _16"> </span>Tech<span class="_ _1"></span>nicznych <span class="_ _16"> </span>Kryteriów <span class="_ _11"> </span>Kwalifikacji. <span class="_ _16"> </span>Zak<span class="_ _1"></span>res <span class="_ _16"> </span>pytań <span class="_ _11"> </span>obej<span class="_ _1"></span>mował <span class="_ _16"> </span>zarówn<span class="_ _1"></span>o <span class="_ _16"> </span>kryteria <span class="_ _11"> </span>istotnego </div><div class="t m0 x4 h6 y6cb ff1 fs3 fc0 sc0 ls0 ws0">wkładu <span class="_ _1d"> </span>w <span class="_ _1d"> </span>r<span class="_ _1"></span>ealizację <span class="_ _1d"> </span>celu <span class="_ _17"> </span>środowiskoweg<span class="_ _1"></span>o <span class="_ _1d"> </span>Adaptacja <span class="_ _17"> </span>do <span class="_ _1d"> </span>zmian <span class="_ _1d"> </span>k<span class="_ _1"></span>limatu, <span class="_ _1d"> </span>jak <span class="_ _1d"> </span>i <span class="_ _1d"> </span>k<span class="_ _1"></span>ryteria <span class="_ _1d"> </span>„nie <span class="_ _1d"> </span>cz<span class="_ _1"></span>yń </div><div class="t m0 x4 h6 y6cc ff1 fs3 fc0 sc0 ls0 ws0">poważnych szkód”. <span class="_ _1"></span>Weryfikację dla pozostałyc<span class="_ _1"></span>h działalności przeprowadzo<span class="_ _1"></span>no w sposób analogiczny. <span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6cd ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>wyniku <span class="_ _f"> </span>przeprowadzonej<span class="_ _1"></span> <span class="_ _11"> </span>analizy <span class="_ _11"> </span>nie <span class="_ _f"> </span>stwierdzono <span class="_ _f"> </span>spełnienia <span class="_ _11"> </span>wszy<span class="_ _1"></span>stkich <span class="_ _11"> </span>wymaganyc<span class="_ _1"></span>h <span class="_ _11"> </span>warunków </div><div class="t m0 x4 h6 y643 ff1 fs3 fc0 sc0 ls0 ws0">formalnych umożl<span class="_ _1"></span>iwiającej uznanie jakiejkolwiek<span class="_ _1"></span> działalności za zgodną z Takson<span class="_ _1"></span>omią UE.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6ce ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><span class="d m1" style="border-style:none;position:absolute;left:176.756000px;bottom:755.800000px;width:182.402000px;height:16.220000px;background-color:rgba(255,255,255,0.000001);" /></div><div class="pi" ></div></div><div id="pf36" class="pf w5 hc" ><div class="pc pc36 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls23 ws0">54<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 ha8 y6cf ff9 fs3 fc6 sc0 ls0 ws0">Zasady rachunkowośc<span class="_ _1"></span>i<span class="ffa"> </span></div><div class="t m0 x4 h46 y6d0 ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y47d ff1 fs3 fc0 sc0 ls0 ws0">W celu <span class="_ _1"></span>obliczenia <span class="_ _1"></span>odsetka <span class="_ _1"></span>obrotu, nakładów <span class="_ _1"></span>inwestycyj<span class="_ _1"></span>nych (CapEx) <span class="_ _1"></span>i wydatków <span class="_ _1"></span>operacyjnych <span class="_ _1"></span>(OpEx) </div><div class="t m0 x4 h6 y6d1 ff1 fs3 fc0 sc0 ls0 ws0">kwalifikujących się do s<span class="_ _1"></span>ystematyki i zgodnych z nią zas<span class="_ _1"></span>tosowano następujące zasady.<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y6d2 ff6 fs3 fc0 sc0 ls0 ws0">Obrót<span class="ff3"> </span></div><div class="t m0 x4 h6 y6d3 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>odniesieniu <span class="_ _1"></span>do <span class="_ _1"></span>obrotu <span class="_ _1"></span>mianownik <span class="_ _1"></span>stanowiły <span class="_ _1"></span>skonsolidowane <span class="_ _1"></span>przyc<span class="_ _1"></span>hody Gr<span class="_ _1"></span>upy Kapita<span class="_ _1"></span>łowej <span class="_ _1"></span>MIRBUD </div><div class="t m0 x4 h6 y6d4 ff2 fs3 fc0 sc0 ls0 ws0">w <span class="_ _1d"> </span>roku <span class="_ _1d"> </span>2024 <span class="_ _1d"> </span>ujawnione <span class="_ _1d"> </span>w <span class="_ _1d"> </span>skonsolidowanym <span class="_ _1d"> </span>spra<span class="_ _1"></span>wozdaniu  f<span class="_ _1"></span>inansowym <span class="_ _1d"> </span>w <span class="_ _1d"> </span>pozycj<span class="_ _1"></span>i  przy<span class="_ _1"></span>chody  z<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y6d5 ff1 fs3 fc0 sc0 ls0 ws0">sprzedaży <span class="_ _1d"> </span>opisane <span class="_ _17"> </span>w <span class="_ _1d"> </span>noc<span class="_ _1"></span>ie  1<span class="_ _1"></span>7: <span class="_ _1d"> </span>„przychody <span class="_ _1d"> </span>z<span class="_ _1"></span>e <span class="_ _1d"> </span>sprzedaży”.<span class="_ _1"></span><span class="ff2"> <span class="_ _1d"> </span>Do <span class="_ _1d"> </span>licznika <span class="_ _1d"> </span>prz<span class="_ _1"></span>ypisano <span class="_ _1d"> </span>przychody <span class="_ _1d"> </span>z<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6d6 ff1 fs3 fc0 sc0 ls0 ws0">działalności kwalifikując<span class="_ _1"></span>ej się do systematyki i<span class="_ _1"></span><span class="ff2"> </span>jednocześnie zgodn<span class="_ _1"></span>ej z nią.<span class="ff2"> </span></div><div class="t m0 x4 h6 y6d7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y6d8 ff6 fs3 fc0 sc0 ls0 ws0">Nakłady inwestycyjn<span class="_ _1"></span>e (CapEx)<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y6d9 ff1 fs3 fc0 sc0 ls0 ws0">W odniesieniu do nakładów inwestycyjnych (CapEx) mianownik stanowiły nakłady inwestycyjne przede </div><div class="t m0 x4 h6 y6da ff1 fs3 fc0 sc0 ls0 ws0">wszystkim <span class="_ _1"></span>na: <span class="_ _1"></span>uzupełnienie <span class="_ _1"></span>parku <span class="_ _1"></span>maszynowego <span class="_ _1"></span>oraz <span class="_ _1"></span>zakup <span class="_ _1"></span>nowych <span class="_ _1"></span>środków <span class="_ _1"></span>transportowy<span class="_ _1"></span>ch. <span class="_ _c"></span><span class="ff2">CapEx<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6db ff1 fs3 fc0 sc0 ls0 ws0">jest ujęty <span class="_ _10"></span>w skonsolidowa<span class="_ _1"></span>nym <span class="_ _10"></span>s<span class="_ _1"></span>prawozdaniu finansowym w <span class="_ _0"></span>pozycji „Nabycie” i<span class="_ _0"></span> opisana w <span class="_ _10"></span>notach<span class="_ _1"></span> <span class="_ _0"></span>1 oraz </div><div class="t m0 x4 h6 y6dc ff2 fs3 fc0 sc0 ls7 ws0">32.<span class="ls0"> <span class="_ _1"></span><span class="ff1">Do <span class="_ _1"></span>licznika <span class="_ _1"></span>przypisano<span class="_ _1"></span> <span class="_ _1"></span>tę c<span class="_ _1"></span>zęść <span class="_ _1"></span>CapEx, <span class="_ _1"></span>która <span class="_ _1"></span>dotyczy <span class="_ _1"></span>rodzajów <span class="_ _1"></span>działalnośc<span class="_ _1"></span>i k<span class="_ _1"></span>walifikujących <span class="_ _1"></span>się <span class="_ _1"></span>do </span></span></div><div class="t m0 x4 h6 y6dd ff2 fs3 fc0 sc0 ls0 ws0">systematyki i <span class="ff1">jednocz<span class="_ _1"></span>eśnie zgodnej z nią.<span class="_ _1"></span></span> </div><div class="t m0 x4 h6 y695 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y6de ff3 fs3 fc0 sc0 ls0 ws0">Wydatki operacyjn<span class="_ _1"></span>e (OpEx) </div><div class="t m0 x4 h6 y6df ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _d"></span>odn<span class="_ _1"></span>iesieniu <span class="_ _d"></span>do <span class="_ _e"></span>wydatkó<span class="_ _1"></span>w <span class="_ _d"></span>operacyj<span class="_ _1"></span>nych <span class="_ _d"></span>(OpEx)<span class="_ _1"></span> <span class="_ _d"></span>mianownik <span class="_ _e"></span>stanowiły <span class="_ _e"></span>wszys<span class="_ _1"></span>tkie <span class="_ _d"></span>koszty <span class="_ _e"></span>służące <span class="_ _e"></span>do </div><div class="t m0 x4 h6 y6e0 ff1 fs3 fc0 sc0 ls0 ws0">bieżącej <span class="_ _d"></span>obsługi <span class="_ _d"></span>aktywów <span class="_ _d"></span>s<span class="_ _1"></span>półki <span class="_ _c"></span>i <span class="_ _c"></span>utrz<span class="_ _1"></span>ymywania <span class="_ _c"></span>ich<span class="_ _1"></span> <span class="_ _c"></span>we <span class="_ _d"></span>właściwej <span class="_ _d"></span>ko<span class="_ _1"></span>ndycji. <span class="_ _c"></span>Zalicz<span class="_ _1"></span>one <span class="_ _c"></span>do <span class="_ _d"></span>nich <span class="_ _d"></span>zostały </div><div class="t m0 x4 h6 y6e1 ff2 fs3 fc0 sc0 ls0 ws0">takie <span class="_ _d"></span>koszty<span class="_ _1"></span>, <span class="_ _c"></span>j<span class="_ _1"></span>ak: <span class="_ _d"></span><span class="ff1">kosz<span class="_ _1"></span>ty <span class="_ _c"></span>związane <span class="_ _e"></span>z <span class="_ _d"></span>utrzy<span class="_ _1"></span>maniem <span class="_ _c"></span>w<span class="_ _1"></span>łaściwego <span class="_ _d"></span>funkc<span class="_ _1"></span>jonowania <span class="_ _e"></span>budynków, <span class="_ _d"></span>urządz<span class="_ _1"></span>eń <span class="_ _c"></span>i<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6e2 ff1 fs3 fc0 sc0 ls0 ws0">pojazdów  wykorz<span class="_ _1"></span>ystywanych  przez  Grup<span class="_ _1"></span>ę.  Do <span class="_ _28"> </span>liczn<span class="_ _1"></span>ika  przypisano  tę  cz<span class="_ _1"></span>ęść  OpEx,  która  dotyczy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6e3 ff1 fs3 fc0 sc0 ls0 ws0">rodzajów działalnośc<span class="_ _1"></span>i kwalifikujących się do system<span class="_ _1"></span>atyki i jednocześnie zgod<span class="_ _1"></span>nej z nią.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6e4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6e5 ff1 fs3 fc0 sc0 ls0 ws0">Dane <span class="_ _1"></span>wykorzys<span class="_ _1"></span>tane do <span class="_ _1"></span>o<span class="_ _1"></span>bliczeń <span class="_ _1"></span>pochodziły <span class="_ _1"></span>z <span class="_ _1"></span>systemu <span class="_ _1"></span>finansow<span class="_ _1"></span>o<span class="_ _1"></span><span class="ff2">-</span>księgowego <span class="_ _1"></span>Spółki <span class="_ _1"></span>MIRBUD <span class="_ _c"></span>S.A. <span class="_ _1"></span>i<span class="ff2"> <span class="ls1">z </span></span></div><div class="t m0 x4 h6 y6e6 ff1 fs3 fc0 sc0 ls0 ws0">systemów <span class="_ _1d"> </span><span class="ff2">finansowo-</span>ks<span class="_ _1"></span>ięgowych  poszc<span class="_ _1"></span>zególnych  sp<span class="_ _1"></span>ółek  zależnyc<span class="_ _1"></span>h  wchodząc<span class="_ _1"></span>ych <span class="_ _1d"> </span>w  skład <span class="_ _1d"> </span>Grupy </div><div class="t m0 x4 h6 y6e7 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD. </div><div class="t m0 x4 h6 y6e8 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y413 ff1 fs3 fc0 sc0 ls0 ws0">Grupa uniknęła <span class="_ _0"></span>podwójnego liczenia podczas przypisywania obrotu i <span class="_ _10"></span>nak<span class="_ _1"></span>ładów <span class="_ _0"></span>inwestyc<span class="_ _1"></span>yjnych poprzez </div><div class="t m0 x4 h6 y2ff ff1 fs3 fc0 sc0 ls0 ws0">dokonanie <span class="_ _2d"> </span>stos<span class="_ _1"></span>ownych <span class="_ _2d"> </span>wyłączeń <span class="_ _2e"> </span>konsolidacyj<span class="_ _1"></span>nych <span class="_ _2d"> </span>zgodnie <span class="_ _2d"> </span>z<span class="_ _1"></span><span class="ff2"> </span>obow<span class="_ _1"></span>iązującymi <span class="_ _2d"> </span>przepisa<span class="_ _1"></span>mi </div><div class="t m0 x4 h6 y6e9 ff1 fs3 fc0 sc0 ls0 ws0">rachunkowymi. <span class="_ _1"></span>W <span class="_ _1"></span>prz<span class="_ _1"></span>ypadku <span class="_ _1"></span>wydatków <span class="_ _1"></span>operacyj<span class="_ _1"></span>nych, k<span class="_ _1"></span>tóre w<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>Rozporządzeniu <span class="_ _1"></span>Del<span class="ff2">e<span class="_ _1"></span>gowanym <span class="_ _1"></span>Komisji </span></div><div class="t m0 x4 h6 y6ea ff1 fs3 fc0 sc0 ls0 ws0">(UE)  2021/217<span class="_ _1"></span>8  definiowane <span class="_ _28"> </span>s<span class="_ _1"></span>ą  w<span class="_ _1"></span><span class="ff2"> </span>sposób  nie <span class="_ _1d"> </span>odnoszący <span class="_ _1d"> </span>się  do  m<span class="_ _1"></span>iędzynarodowych  standard<span class="_ _1"></span>ów </div><div class="t m0 x4 h6 y6eb ff1 fs3 fc0 sc0 ls0 ws0">sprawozdawczości <span class="_ _1"></span>finansowej, <span class="_ _1"></span>dokonano <span class="_ _1"></span>przeglądu <span class="_ _1"></span>wszystk<span class="_ _1"></span>ich kont <span class="_ _1"></span>w sys<span class="_ _1"></span>temie rachunkowym <span class="_ _1"></span>Grupy, </div><div class="t m0 x4 h6 y6ec ff2 fs3 fc0 sc0 ls0 ws0">a <span class="ff1">następnie zidenty<span class="_ _1"></span>fikowane pozycje spe<span class="_ _1"></span>łniające definicję<span class="_ _1"></span></span> <span class="ff1">OpEx’u przypisan<span class="_ _1"></span>o każdorazowo do d<span class="_ _1"></span>anego </span></div><div class="t m0 x4 h6 y6ed ff1 fs3 fc0 sc0 ls0 ws0">rodzaju <span class="_ _0"></span>działalności kwalifikującej się <span class="_ _10"></span>do <span class="_ _0"></span>systematyk<span class="_ _1"></span>i <span class="_ _10"></span>lub do <span class="_ _10"></span>zbioru pozostałych <span class="_ _0"></span>wydatków operacyjnyc<span class="_ _1"></span>h<span class="_ _0"></span> </div><div class="t m0 x4 h6 y6ee ff1 fs3 fc0 sc0 ls0 ws0">(nie kwalifikujących s<span class="_ _1"></span>ię do systematyki).<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y6ef ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y4bd ff2 fs3 fc0 sc0 ls0 ws0">Ujawnienie <span class="_ _19"> </span>w <span class="_ _13"> </span>niniejszym <span class="_ _19"> </span>r<span class="_ _1"></span>aporcie <span class="_ _19"> </span>dotyczy <span class="_ _13"> </span>ostatniego <span class="_ _19"> </span>roku <span class="_ _13"> </span>obrotowego, <span class="_ _19"> </span>tj<span class="_ _1"></span>. <span class="_ _18"> </span>okr<span class="_ _1"></span>esu <span class="_ _18"> </span>01.<span class="_ _1"></span>01.2024<span class="_ _1"></span>-</div><div class="t m0 x4 h6 y6f0 ff2 fs3 fc0 sc0 ls0 ws0">31.12.2024 <span class="_ _22"> </span><span class="ff1">GK <span class="_ _22"> </span>MIRBUD <span class="_ _22"> </span>uniknęła<span class="_ _1"></span> <span class="_ _1c"> </span>po<span class="_ _1"></span>dwójnego <span class="_ _1b"> </span>l<span class="_ _1"></span>iczenia <span class="_ _1b"> </span>poprzez <span class="_ _22"> </span>przypor<span class="_ _1"></span>ządkowanie <span class="_ _1b"> </span>pozy<span class="_ _1"></span>cji </span></div><div class="t m0 x4 h6 y6f1 ff1 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _0"></span>poszczególnych <span class="_ _0"></span>rodzajów <span class="_ _10"></span>dz<span class="_ _1"></span>iałalności <span class="_ _10"></span>go<span class="_ _1"></span>spodarczej <span class="_ _10"></span>wyłącznie <span class="_ _0"></span>do <span class="_ _10"></span>j<span class="_ _1"></span>ednej <span class="_ _10"></span>z <span class="_ _10"></span>od<span class="_ _1"></span>powiadającej </div><div class="t m0 x4 h6 y6f2 ff1 fs3 fc0 sc0 ls0 ws0">im działalności kwa<span class="_ _1"></span>lifikującej się do Taksono<span class="_ _1"></span>mii, w ramach jednego celu śr<span class="_ _1"></span>odowiskowe<span class="_ _1"></span><span class="ff2 ls7">go. <span class="ls0"> </span></span></div><div class="t m0 x4 h6 y6f3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6f4 ff1 fs3 fc0 sc0 ls0 ws0">Analiza  wykazała  brak  k<span class="_ _1"></span>onieczności  szczegółowej  dezagregacj<span class="_ _1"></span>i  kluczowych  wskaźników  wyników<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6f5 ff1 fs3 fc0 sc0 ls0 ws0">pomiędzy <span class="_ _14"> </span>poszc<span class="_ _1"></span>zególne <span class="_ _14"> </span>jednostki <span class="_ _14"> </span>operacy<span class="_ _1"></span>jne <span class="_ _12"> </span>Gru<span class="_ _1"></span>py <span class="_ _12"> </span>z<span class="_ _1"></span>godnie <span class="_ _12"> </span>z<span class="_ _1"></span> <span class="_ _12"> </span>pk<span class="_ _1"></span>t <span class="_ _12"> </span>1.2.<span class="_ _1"></span>2.3. <span class="_ _12"> </span>Za<span class="_ _1"></span>łącznika <span class="_ _14"> </span>I <span class="_ _14"> </span>do<span class="_ _1"></span> </div><div class="t m0 x4 h6 y6f6 ff1 fs3 fc0 sc0 ls0 ws0">Rozporządzenia Delegowa<span class="_ _1"></span>nego K<span class="_ _0"></span>omisji (UE) 2021/2178. Więcej informacji na <span class="_ _0"></span>ten <span class="_ _1"></span>temat <span class="_ _0"></span>znajduje się w </div><div class="t m0 x4 h6 y433 ff1 fs3 fc0 sc0 ls0 ws0">komentarzach do posz<span class="_ _1"></span>czególnych kluczowy<span class="_ _1"></span>ch wskaźników wyników.<span class="_ _1"></span><span class="ff2 fc8"> <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6f7 ff2 fs3 fc8 sc0 ls0 ws0"> </div><div class="t m0 x4 ha8 y6f8 ff9 fs3 fc6 sc0 ls0 ws0">Działalność związana z<span class="_ _1"></span> energią jądrową <span class="_ _1"></span>i gazem ziemnym<span class="ffa"> </span></div><div class="t m0 x4 h26 y6f9 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 20: Działalno<span class="_ _10"></span>ść związana z energią jądro<span class="_ _0"></span>wą i gazem<span class="_ _0"></span> ziemnym<span class="ffa"> </span></div></div><div class="c x20 y6fa wb5 h48"><div class="t m0 x1f h2 y6fb ff2 fs0 fc5 sc0 ls0 ws0">Wiersz </div></div><div class="c xb3 y6fa wb6 h48"><div class="t m0 x1f h2 y6fb ff1 fs0 fc5 sc0 ls0 ws0">Działalność związana z energią jądrową<span class="ff2"> </span></div></div><div class="c x20 y6fc wb5 h4d"><div class="t m0 x1f h16 y2fe ff2 fs1 fc0 sc0 ls9 ws0">1.<span class="ls0"> </span></div></div><div class="c xb3 y6fc wb7 h4d"><div class="t m0 x1f h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _20"> </span>prowadzi<span class="_ _0"></span> <span class="_ _20"> </span>badan<span class="_ _0"></span>ia, <span class="_ _20"> </span>rozwój,<span class="_ _0"></span> <span class="_ _20"> </span>demonstrację<span class="_ _10"></span> <span class="_ _20"> </span>i </div><div class="t m0 x1f h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">rozmieszczenie <span class="_ _24"> </span>innowacyjnych<span class="_ _0"></span> <span class="_ _24"> </span>ins<span class="_ _1"></span>tala<span class="_ _0"></span>cji <span class="_ _24"> </span>wytwarzania <span class="_ _33"> </span>ener<span class="_ _0"></span>gii </div></div><div class="c x8e y6fc w3c h4d"><div class="t m0 xb4 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div></div><div class="pi" ></div></div><div id="pf37" class="pf w5 hc" ><div class="pc pc37 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls23 ws0">55<span class="ff5 fs8 ls0"> </span></div></div><div class="c xb3 y6fd wb7 h5b"><div class="t m0 x1f h16 y291 ff1 fs1 fc0 sc0 ls0 ws0">elektrycznej <span class="_ _11"> </span>wytwarzają<span class="_ _0"></span>cych <span class="_ _11"> </span>energię <span class="_ _16"> </span>w  ramach <span class="_ _16"> </span>procesów  jądr<span class="_ _0"></span>owych<span class="_ _0"></span> </div><div class="t m0 x1f h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">przy <span class="_ _1d"> </span>minimalnej <span class="_ _1d"> </span>ilości <span class="_ _1d"> </span>odpadów <span class="_ _1d"> </span>z <span class="_ _1d"> </span>cyklu <span class="_ _17"> </span>paliwow<span class="_ _0"></span>ego, <span class="_ _1d"> </span>finansuje <span class="_ _1d"> </span>tę </div><div class="t m0 x1f h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">działalność lub je<span class="_ _0"></span>st ma na nią<span class="_ _0"></span> ekspozycję.<span class="ff2"> </span></div></div><div class="c x20 y6fe wb5 h21"><div class="t m0 x1f h16 y1f9 ff2 fs1 fc0 sc0 ls9 ws0">2.<span class="ls0"> </span></div></div><div class="c xb3 y6fe wb7 h21"><div class="t m0 x1f h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _c"></span>prowadzi <span class="_ _c"></span>budowę <span class="_ _c"></span>i <span class="_ _c"></span>bezpieczną<span class="_ _0"></span> <span class="_ _c"></span>eksploatację <span class="_ _c"></span>nowych </div><div class="t m0 x1f h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">obiektów <span class="_ _1"></span>jądrowych <span class="_ _1"></span>w <span class="_ _c"></span>celu <span class="_ _1"></span>wytwarzania <span class="_ _1"></span>energii <span class="_ _c"></span>elektrycznej <span class="_ _1"></span>lub <span class="_ _1"></span>c<span class="_ _1"></span>ie<span class="_ _0"></span>pła </div><div class="t m0 x1f h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">technologicznego<span class="_ _0"></span>, <span class="_ _28"> </span>w <span class="_ _28"> </span>tym <span class="_ _28"> </span>na <span class="_ _28"> </span>potrzeby<span class="_ _0"></span> <span class="_ _28"> </span>systemu <span class="_ _28"> </span>ciepłownic<span class="_ _0"></span>zego <span class="_ _28"> </span>lub </div><div class="t m0 x1f h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">procesów <span class="_ _11"> </span>przemysłowy<span class="_ _0"></span>ch, <span class="_ _11"> </span>takich <span class="_ _11"> </span>jak <span class="_ _11"> </span>produkcja <span class="_ _11"> </span>wodoru, <span class="_ _11"> </span>a <span class="_ _11"> </span>także  ich<span class="_ _0"></span> </div><div class="t m0 x1f h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">modernizację <span class="_ _2c"> </span>pod <span class="_ _3b"> </span>kątem <span class="_ _3b"> </span>bezpieczeń<span class="_ _0"></span>stwa, <span class="_ _3b"> </span>z <span class="_ _3b"> </span>wykorzystani<span class="_ _0"></span>em </div><div class="t m0 x1f h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">najlepszych dostępnych <span class="_ _1"></span>techn<span class="_ _0"></span>ologii, <span class="_ _1"></span>finansuje<span class="_ _0"></span> <span class="_ _1"></span>tę <span class="_ _1"></span>dzia<span class="_ _0"></span>łalność <span class="_ _1"></span>lub ma <span class="_ _1"></span>na </div><div class="t m0 x1f h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">nią ekspozycję.<span class="ff2"> </span></div></div><div class="c x8e y6fe w3c h21"><div class="t m0 xb4 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x20 y10d wb5 haf"><div class="t m0 x1f h16 y276 ff2 fs1 fc0 sc0 ls9 ws0">3.<span class="ls0"> </span></div></div><div class="c xb3 y10d wb7 haf"><div class="t m0 x1f h16 y201 ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _1b"> </span>prowadzi <span class="_ _1b"> </span>bezpieczną<span class="_ _0"></span> <span class="_ _22"> </span>eksploatację <span class="_ _1c"> </span>istniejących </div><div class="t m0 x1f h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">obiektów <span class="_ _28"> </span>jądrowych<span class="_ _0"></span> <span class="_ _28"> </span>wytwarzających<span class="_ _0"></span> <span class="_ _28"> </span>energię <span class="_ _28"> </span>elektryczną <span class="_ _28"> </span>lub<span class="_ _0"></span> <span class="_ _28"> </span>ciepło </div><div class="t m0 x1f h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">technologiczne<span class="_ _0"></span>, <span class="_ _19"> </span>w <span class="_ _19"> </span>tym <span class="_ _13"> </span>na <span class="_ _19"> </span>potrzeby <span class="_ _18"> </span>systemu <span class="_ _19"> </span>ciepłowniczego <span class="_ _18"> </span>lub </div><div class="t m0 x1f h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">procesów <span class="_ _17"> </span>przemysłowych, <span class="_ _17"> </span>takich <span class="_ _17"> </span>jak <span class="_ _18"> </span>produkcja <span class="_ _17"> </span>wodoru <span class="_ _18"> </span>z <span class="_ _18"> </span>energii </div><div class="t m0 x1f h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">jądrowej, <span class="_ _19"> </span>a <span class="_ _13"> </span>także <span class="_ _19"> </span>ich <span class="_ _19"> </span>modernizację <span class="_ _13"> </span>pod <span class="_ _19"> </span>kątem <span class="_ _13"> </span>bezpieczeń<span class="_ _0"></span>stwa, </div><div class="t m0 x1f h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">finansuje tę działalno<span class="_ _10"></span>ść <span class="_ _1"></span>lub<span class="_ _0"></span> ma na n<span class="_ _0"></span>ią ekspozycję.<span class="ff2"> </span></div></div><div class="c x8e y10d w3c haf"><div class="t m0 xb4 h16 y276 ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x20 y341 wb5 h48"><div class="t m0 x1f h2 y382 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xb3 y341 wb6 h48"><div class="t m0 x1f h2 y382 ff1 fs0 fc5 sc0 ls0 ws0">Działalność związana z gazem ziemnym<span class="ff2"> </span></div></div><div class="c x20 y6ff wb5 h5b"><div class="t m0 x1f h16 y1ed ff2 fs1 fc0 sc0 ls9 ws0">4.<span class="ls0"> </span></div></div><div class="c xb3 y6ff wb7 h5b"><div class="t m0 x1f h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _19"> </span>prowadzi <span class="_ _18"> </span>budowę <span class="_ _18"> </span>lub <span class="_ _19"> </span>eksploatację <span class="_ _18"> </span>instalacji <span class="_ _18"> </span>do </div><div class="t m0 x1f h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">wytwarzania  energii  elektrycznej<span class="_ _0"></span>  z <span class="_ _28"> </span>w<span class="_ _0"></span>ykorzystaniem  gazowy<span class="_ _0"></span>ch  paliw </div><div class="t m0 x1f h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">kopalnych, finan<span class="_ _0"></span>suje tę działalno<span class="_ _10"></span>ść <span class="_ _1"></span>lub<span class="_ _0"></span> ma na nią e<span class="_ _0"></span>kspozycję.<span class="ff2"> </span></div></div><div class="c x8e y6ff w3c h5b"><div class="t m0 xb4 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x20 y700 wb5 h54"><div class="t m0 x1f h16 y118 ff2 fs1 fc0 sc0 ls9 ws0">5.<span class="ls0"> </span></div></div><div class="c xb3 y700 wb7 h54"><div class="t m0 x1f h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _14"> </span>prowadzi <span class="_ _12"> </span>budowę, <span class="_ _14"> </span>modernizację <span class="_ _12"> </span>i <span class="_ _14"> </span>eksploatację </div><div class="t m0 x1f h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">instalacji  do  skojarzon<span class="_ _0"></span>ego  wytw<span class="_ _0"></span>arzania  energii  cieplnej<span class="_ _0"></span>/chłodnicz<span class="_ _0"></span>ej  i </div><div class="t m0 x1f h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">energii <span class="_ _1d"> </span>elektrycznej <span class="_ _1d"> </span>z <span class="_ _17"> </span>wykorz<span class="_ _0"></span>ystaniem <span class="_ _1d"> </span>gazowych <span class="_ _17"> </span>paliw <span class="_ _1d"> </span>kopalnych, </div><div class="t m0 x1f h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">finansuje tę działalno<span class="_ _10"></span>ść <span class="_ _1"></span>lub<span class="_ _0"></span> ma na n<span class="_ _0"></span>ią ekspozycję.<span class="ff2"> </span></div></div><div class="c x8e y700 w3c h54"><div class="t m0 xb4 h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x20 y1f wb5 h1c"><div class="t m0 x1f h16 y118 ff2 fs1 fc0 sc0 ls9 ws0">6.<span class="ls0"> </span></div></div><div class="c xb3 y1f wb7 h1c"><div class="t m0 x1f h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Przedsiębiorstwo<span class="_ _0"></span> <span class="_ _14"> </span>prowadzi <span class="_ _12"> </span>budowę, <span class="_ _14"> </span>modernizację <span class="_ _12"> </span>i <span class="_ _14"> </span>eksploatację </div><div class="t m0 x1f h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">instalacji <span class="_ _15"> </span>do <span class="_ _3f"> </span>wytwarzania <span class="_ _15"> </span>ciepła <span class="_ _3f"> </span>wytwarzają<span class="_ _0"></span>cych <span class="_ _15"> </span>energię </div><div class="t m0 x1f h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">cieplną/chłodni<span class="_ _0"></span>czą <span class="_ _12"> </span>z <span class="_ _12"> </span>wykorzysta<span class="_ _0"></span>niem <span class="_ _12"> </span>gazowych <span class="_ _13"> </span>paliw <span class="_ _14"> </span><span class="ff2">kopalnych,<span class="_ _0"></span> </span></div><div class="t m0 x1f h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">finansuje tę działalno<span class="_ _10"></span>ść <span class="_ _1"></span>lub<span class="_ _0"></span> ma na n<span class="_ _0"></span>ią ekspozycję.<span class="ff2"> </span></div></div><div class="c x8e y1f w3c h1c"><div class="t m0 xb4 h16 y118 ff2 fs1 fc0 sc0 ls0 ws0">NIE </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h6 y701 ff2 fs3 fc0 sc0 ls0 ws0">Z <span class="ff1">uwagi <span class="_ _19"> </span>na <span class="_ _19"> </span>to, <span class="_ _19"> </span>że <span class="_ _19"> </span>Grupa<span class="_ _1"></span> <span class="_ _18"> </span>MIRBUD <span class="_ _13"> </span>nie <span class="_ _18"> </span>prow<span class="_ _1"></span>adzi <span class="_ _18"> </span>działal<span class="_ _1"></span>ności <span class="_ _18"> </span>związanej <span class="_ _19"> </span>ro<span class="_ _1"></span>dzajami <span class="_ _19"> </span>działalności<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y1a0 ff1 fs3 fc0 sc0 ls0 ws0">wymienionymi <span class="_ _d"></span>w <span class="_ _e"></span>powyższ<span class="_ _1"></span>ej <span class="_ _d"></span>tabeli, <span class="_ _d"></span>w<span class="_ _1"></span><span class="ff2"> </span>raporcie <span class="_ _d"></span>nie <span class="_ _e"></span>zamieszcza <span class="_ _e"></span>się <span class="_ _d"></span>tabel <span class="_ _d"></span>tow<span class="_ _1"></span>arzyszących <span class="_ _e"> </span><span class="ff2">ujawnieniom<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y1a1 ff1 fs3 fc0 sc0 ls0 ws0">kluczowych <span class="_ _e"> </span>wsk<span class="_ _1"></span>aźników <span class="_ _e"></span>wyników <span class="_ _e"></span>dla <span class="_ _e"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _e"></span>4.26<span class="_ _1"></span><span class="ff2">-</span>4.31, <span class="_ _e"></span>na <span class="_ _e"></span>co <span class="_ _e"> </span>ws<span class="_ _1"></span>kazują <span class="_ _e"></span>przepisy <span class="_ _e"> </span>art. <span class="_ _e"> </span>8 <span class="_ _e"> </span>ust <span class="_ _16"> </span>6<span class="_ _1"></span><span class="ff2">-<span class="lsf">8 </span></span></div><div class="t m0 x4 h6 y1a2 ff1 fs3 fc0 sc0 ls0 ws0">rozporządzenia UE 2<span class="_ _1"></span>021/2178, gdyż we wszys<span class="_ _1"></span>tkich wykazywano by jedynie wart<span class="_ _1"></span>ości zerowe.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y702 ff2 fs8 fc8 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf38" class="pf w3d h64" ><div class="pc pc38 w3d h64"><img class="bi x4 y0 wb8 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls23 ws0">56<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 ha4 y703 ff9 fsa fc6 sc0 ls0 ws0">Obrót<span class="ffa"> </span></div><div class="t m0 x4 h26 y704 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 4<span class="ls11">: </span>Odse<span class="_ _0"></span>tek obrotu <span class="_ _0"></span>zgodnego z systema<span class="_ _0"></span>tyką<span class="ffa"> </span></div></div><div class="c x20 y705 wb9 hb0"><div class="t m0 x2b h5a y507 ff2 fsc fc0 sc0 ls0 ws0">Rok obroto<span class="_ _0"></span>wy 2024 </div></div><div class="c xb5 y705 wba hb0"><div class="t m0 x5d h5a y507 ff2 fsc fc0 sc0 ls0 ws0">Rok </div></div><div class="c xb6 y705 wbb hb0"><div class="t m0 x70 h5a y507 ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące is<span class="_ _0"></span>totnego wkła<span class="_ _0"></span>du<span class="ff2"> </span></div></div><div class="c xae y705 wbc hb0"><div class="t m0 x30 h5a y37e ff1 fsc fc0 sc0 ls0 ws0">Kryteria dot<span class="_ _0"></span>yczące za<span class="_ _0"></span>sady DNS<span class="_ _0"></span>H<span class="ff2"> </span></div><div class="t m0 x76 h5a y66d ff1 fsc fc0 sc0 ls0 ws0">(„nie czyń<span class="_ _0"></span> poważny<span class="_ _0"></span>ch szkód”)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xb7 y705 wbd hb0"><div class="t m0 x29 h5a y706 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y705 wbe hb0"><div class="t m0 x2b h5a y706 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y705 wbf hb0"><div class="t m0 x2b h5a y706 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xba y705 wc0 hb0"><div class="t m0 x2b h5a y706 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y707 wb9 hb1"><div class="t m0 x2b h5a y708 ff1 fsc fc0 sc0 ls0 ws0">Działalno<span class="_ _0"></span>ść gospodar<span class="_ _0"></span>cza<span class="ff2"> </span></div></div><div class="c xb5 y707 wc1 hb1"><div class="t m0 xbb h5a y709 ff2 fsc fc0 sc0 ls0 ws0">Kod lub </div><div class="t m0 x14 h5a y70a ff2 fsc fc0 sc0 ls0 ws0">kody </div></div><div class="c xbc y70b wc2 hb2"><div class="t m0 x36 h5a y70c ff1 fsc fc0 sc0 ls0 ws0">Obrót w uję<span class="_ _0"></span>ciu </div><div class="t m0 x2b h5a y70d ff1 fsc fc0 sc0 ls0 ws0">bezwzględn<span class="_ _0"></span>ym<span class="ff2"> </span></div></div><div class="c xbd y70b wc3 hb2"><div class="t m0 xbb h5a y70c ff1 fsc fc0 sc0 ls0 ws0">Część </div><div class="t m0 x10 h5a y70d ff2 fsc fc0 sc0 ls0 ws0">obrotu </div></div><div class="c xb6 y70b wc4 hb2"><div class="t m2 x1d h5a y505 ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x37 h5a y70e ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x37 h5a y70f ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x1a y70b wc5 hb2"><div class="t m2 x1d h5a y66e ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x11 h5a y70e ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x11 h5a y70f ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y70b wc6 hb2"><div class="t m2 xe h5a y5f1 ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _10"></span> <span class="_ _1"></span>i mor<span class="_ _10"></span>skie</div><div class="t m2 xe h5a y710 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y70b wc6 hb2"><div class="t m2 x22 h5a y711 ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o obiegu<span class="_ _0"></span> </div><div class="t m2 x34 h5a y712 ff1 fsc fc0 sc0 ls0 ws0">zamknięt<span class="_ _0"></span>ym</div><div class="t m2 x34 h5a y713 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x8a y70b wc6 hb2"><div class="t m2 xe h5a y1ed ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 xe h5a y714 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbf y70b wc7 hb2"><div class="t m2 x22 h5a y4f3 ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x34 h5a y715 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x34 h5a yb ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xae y70b wc8 hb2"><div class="t m2 x14 h5a y505 ff1 fsc fc0 sc0 ls0 ws0">Łagodzenie <span class="_ _0"></span>zmian </div><div class="t m2 x28 h5a y70e ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x28 h5a y70f ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y70b wc9 hb2"><div class="t m2 x2f h5a y66e ff2 fsc fc0 sc0 ls0 ws0">Adaptacja<span class="_ _0"></span> do zmian<span class="_ _0"></span> </div><div class="t m2 x28 h5a y70e ff2 fsc fc0 sc0 ls0 ws0">klimatu</div><div class="t m2 x28 h5a y70f ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y70b wc8 hb2"><div class="t m2 x29 h5a y5f1 ff2 fsc fc0 sc0 ls0 ws0">Zasoby wodne<span class="_ _10"></span> <span class="_ _1"></span>i mor<span class="_ _10"></span>skie</div><div class="t m2 x29 h5a y710 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y70b wc9 hb2"><div class="t m2 x2f h5a y711 ff2 fsc fc0 sc0 ls0 ws0">Gospodarka<span class="_ _0"></span> o obiegu<span class="_ _0"></span> </div><div class="t m2 x28 h5a y712 ff1 fsc fc0 sc0 ls0 ws0">zamknięt<span class="_ _0"></span>ym</div><div class="t m2 x28 h5a y713 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y70b wc8 hb2"><div class="t m2 x29 h5a y1ed ff2 fsc fc0 sc0 ls0 ws0">Zanieczysz<span class="_ _0"></span>czenie</div><div class="t m2 x29 h5a y714 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y70b wca hb2"><div class="t m2 x2f h5a y4f3 ff1 fsc fc0 sc0 ls0 ws0">Bioróżnorodno<span class="_ _0"></span>ść i </div><div class="t m2 x28 h5a y715 ff2 fsc fc0 sc0 ls0 ws0">ekosystem<span class="_ _0"></span>y</div><div class="t m2 x28 h5a yb ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb7 y70b wcb hb2"><div class="t m2 xe h5a y26d ff2 fsc fc0 sc0 ls0 ws0">Minimalne gw<span class="_ _0"></span>arancje</div><div class="t m2 xe h5a y716 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y70b wcc hb2"><div class="t m0 x29 h5a y717 ff1 fsc fc0 sc0 ls0 ws0">Udział </div><div class="t m0 xbb h5a y718 ff1 fsc fc0 sc0 ls0 ws0">działalnoś<span class="_ _0"></span>ci </div><div class="t m0 x2e h5a y719 ff2 fsc fc0 sc0 ls0 ws0">zgodnej z </div><div class="t m0 x36 h5a y71a ff1 fsc fc0 sc0 ls0 ws0">systemat<span class="_ _0"></span>yką </div><div class="t m0 x3c h5a y70c ff2 fsc fc0 sc0 ls0 ws0">(A.1.) lub </div><div class="t m0 x2b h5a y70d ff1 fsc fc0 sc0 ls0 ws0">kwalifikują<span class="_ _0"></span>cej </div><div class="t m0 x29 h5a y71b ff1 fsc fc0 sc0 ls0 ws0">się do </div><div class="t m0 xbb h5a y118 ff2 fsc fc0 sc0 ls0 ws0">systemat<span class="_ _0"></span>yki </div><div class="t m0 x2e h5a y66e ff2 fsc fc0 sc0 ls0 ws0">(A.2.), ro<span class="_ _0"></span>k </div><div class="t m0 x33 h5a y71c ff2 fsc fc0 sc0 ls26 ws0">2023<span class="ls0"> </span></div><div class="t m0 x35 h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y70b wcd hb2"><div class="t m0 x7f h5a y71a ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x2e h5a y70c ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 x2b h5a y70d ff1 fsc fc0 sc0 ls0 ws0">wspomagają<span class="_ _0"></span>ca </div><div class="t m0 x34 h5a y71b ff2 fsc fc0 sc0 ls27 ws0">lub)<span class="ls0"> </span></div></div><div class="c xba y70b wce hb2"><div class="t m0 x2 h5a y71a ff2 fsc fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x2b h5a y70c ff1 fsc fc0 sc0 ls0 ws0">(działalnoś<span class="_ _0"></span>ć </div><div class="t m0 x2e h5a y70d ff2 fsc fc0 sc0 ls0 ws0">na rzecz </div><div class="t m0 x2 h5a y71b ff1 fsc fc0 sc0 ls0 ws0">przejścia)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xbc y707 wc2 hb3"><div class="t m0 x68 h5a y2a6 ff1 fsc fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c xbd y707 wc3 hb3"><div class="t m0 x24 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xb6 y707 wc4 hb3"><div class="t m0 x1e h5a y66e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x1a y707 wc5 hb3"><div class="t m0 x1e h5a y66e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbe y707 wc6 hb3"><div class="t m0 x31 h5a y66e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x3d y707 wc6 hb3"><div class="t m0 x31 h5a y66e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8a y707 wc6 hb3"><div class="t m0 x31 h5a y66e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbf y707 wc7 hb3"><div class="t m0 x31 h5a y66e ff2 fsc fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xae y707 wc8 hb3"><div class="t m0 x31 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xc0 y707 wc9 hb3"><div class="t m0 x31 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xc1 y707 wc8 hb3"><div class="t m0 x31 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xc2 y707 wc9 hb3"><div class="t m0 x31 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xc3 y707 wc8 hb3"><div class="t m0 x31 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xc4 y707 wca hb3"><div class="t m0 x31 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xb7 y707 wcb hb3"><div class="t m0 x2e h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T/N </div></div><div class="c xb8 y707 wcc hb3"><div class="t m0 x32 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xb9 y707 wcd hb3"><div class="t m0 x84 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">E </div></div><div class="c xba y707 wce hb3"><div class="t m0 x30 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">T </div></div><div class="c x20 y71d wcf hb4"><div class="t m0 x2b h84 y42a ff6 fsc fc0 sc0 ls0 ws0">A. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>KWALIFIK<span class="_ _0"></span>UJĄCA SIĘ <span class="_ _0"></span>DO SYS<span class="_ _0"></span>TEMATY<span class="_ _0"></span>KI<span class="ff3"> </span></div></div><div class="c x20 y71e wcf hb5"><div class="t m0 x2b h84 y42a ff6 fsc fc0 sc0 ls0 ws0">A.1. Ro<span class="_ _0"></span>dzaje działa<span class="_ _0"></span>lności z<span class="_ _0"></span>równoważ<span class="_ _0"></span>onej śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (zgodna<span class="_ _0"></span> z systematyk<span class="_ _10"></span>ą)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x20 y73 wb9 hb6"><div class="t m0 x2b h84 y71f ff6 fsc fc0 sc0 ls0 ws0">Obrót ze z<span class="_ _0"></span>równowa<span class="_ _0"></span>żonej </div><div class="t m0 x2b h84 y4fb ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo </div><div class="t m0 x2b h84 y720 ff6 fsc fc0 sc0 ls0 ws0">działaln<span class="_ _0"></span>ości (zgo<span class="_ _0"></span>dnej z </div><div class="t m0 x2b h84 y721 ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.1)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb5 y73 wd0 hb6"><div class="t m0 xe h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y73 wc2 hb6"><div class="t m0 x85 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c xbd y73 wd1 hb6"><div class="t m0 x10 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xb6 y73 wd2 hb6"><div class="t m0 x10 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x1a y73 wc5 hb6"><div class="t m0 x10 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbe y73 wc6 hb6"><div class="t m0 x36 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x3d y73 wc6 hb6"><div class="t m0 x36 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x8a y73 wc6 hb6"><div class="t m0 x36 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbf y73 wc7 hb6"><div class="t m0 x36 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xae y73 wc8 hb6"><div class="t m0 x2f h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y73 wc9 hb6"><div class="t m0 x2f h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y73 wc8 hb6"><div class="t m0 x2f h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y73 wc9 hb6"><div class="t m0 x2f h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y73 wc8 hb6"><div class="t m0 x2f h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y73 wc9 hb6"><div class="t m0 x2f h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y73 wbd hb6"><div class="t m0 x1d h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y73 wab hb6"><div class="t m0 x28 h84 y722 ff3 fsc fc0 sc0 ls26 ws0">0%<span class="ls0"> </span></div></div><div class="c xb9 y73 wcd hb6"><div class="t m0 x27 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y73 wce hb6"><div class="t m0 x34 h84 y722 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y723 wd3 hb7"><div class="t m0 x33 h84 y582 ff6 fsc fc0 sc0 ls0 ws0">W tym ws<span class="_ _0"></span>pomagająca<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb5 y723 wd4 hb7"><div class="t m0 xe h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y723 wd5 hb7"><div class="t m0 x27 h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y723 wc3 hb7"><div class="t m0 x29 h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y723 wc4 hb7"><div class="t m0 x10 h5a y582 ff2 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x1a y723 wc5 hb7"><div class="t m0 x10 h5a y582 ff2 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbe y723 wc6 hb7"><div class="t m0 x36 h5a y582 ff2 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x3d y723 wc6 hb7"><div class="t m0 x36 h5a y582 ff2 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x8a y723 wc6 hb7"><div class="t m0 x36 h5a y582 ff2 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbf y723 wc7 hb7"><div class="t m0 x36 h5a y582 ff2 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xae y723 wd6 hb7"><div class="t m0 x2f h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y723 wca hb7"><div class="t m0 x2f h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y723 wd6 hb7"><div class="t m0 x2f h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y723 wca hb7"><div class="t m0 x2f h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y723 wd6 hb7"><div class="t m0 x2f h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y723 wca hb7"><div class="t m0 x2f h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y723 wbd hb7"><div class="t m0 x1d h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y723 wbe hb7"><div class="t m0 x28 h84 y582 ff3 fsc fc0 sc0 ls26 ws0">0%<span class="ls0"> </span></div></div><div class="c xb9 y723 wd5 hb7"><div class="t m0 x84 h84 y582 ff3 fsc fc0 sc0 ls0 ws0">E </div></div><div class="c xba y723 wce hb7"><div class="t m0 x34 h84 y582 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y724 wd3 hb8"><div class="t m0 x31 h84 y725 ff6 fsc fc0 sc0 ls0 ws0">W tym na r<span class="_ _0"></span>zecz przejś<span class="_ _0"></span>cia<span class="ff3"> </span></div></div><div class="c xb5 y724 wd4 hb8"><div class="t m0 xe h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y724 wd5 hb8"><div class="t m0 x27 h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbd y724 wc3 hb8"><div class="t m0 x29 h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb6 y724 wc4 hb8"><div class="t m0 x10 h5a y725 ff2 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x1a y724 wc5 hb8"><div class="t m0 x29 h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbe y724 wc6 hb8"><div class="t m0 x1d h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x3d y724 wc6 hb8"><div class="t m0 x1d h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x8a y724 wc6 hb8"><div class="t m0 x1d h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbf y724 wc7 hb8"><div class="t m0 x1d h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xae y724 wd6 hb8"><div class="t m0 x2f h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y724 wca hb8"><div class="t m0 x2f h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y724 wd6 hb8"><div class="t m0 x2f h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y724 wca hb8"><div class="t m0 x2f h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y724 wd6 hb8"><div class="t m0 x2f h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y724 wca hb8"><div class="t m0 x2f h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y724 wbd hb8"><div class="t m0 x1d h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y724 wbe hb8"><div class="t m0 x68 h84 y725 ff3 fsc fc0 sc0 ls26 ws0">0%<span class="ls0">  </span></div></div><div class="c xb9 y724 wd5 hb8"><div class="t m0 x27 h84 y725 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y724 wce hb8"><div class="t m0 x30 h84 y725 ff3 fsc fc0 sc0 ls0 ws0">T </div></div><div class="c x20 y726 wcf hb9"><div class="t m0 x2b h84 y727 ff6 fsc fc0 sc0 ls0 ws0">A.2. Działa<span class="_ _0"></span>lność kw<span class="_ _0"></span>alifikująca<span class="_ _0"></span> się do syste<span class="_ _0"></span>matyki<span class="_ _0"></span>, ale nie<span class="_ _0"></span>zrównowa<span class="_ _0"></span>żona śro<span class="_ _0"></span>dowisko<span class="_ _0"></span>wo (dział<span class="_ _0"></span>alność <span class="_ _0"></span>niezgodna z<span class="_ _0"></span> systematyką)<span class="ff3"> </span></div></div><div class="c x20 y728 wd3 h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb5 y728 wd4 h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y728 wd7 h73"><div class="t m0 xe h5a y2a6 ff1 fsc fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c xbd y728 wd1 h73"><div class="t m0 x24 h5a y2a6 ff2 fsc fc0 sc0 ls0 ws0">% </div></div><div class="c xb6 y728 wd2 h73"><div class="t m0 x14 h5a y589 ff2 fsc fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x1a y728 wc5 h73"><div class="t m0 x14 h5a y589 ff2 fsc fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbe y728 wc6 h73"><div class="t m0 x2e h5a y589 ff2 fsc fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x3d y728 wc6 h73"><div class="t m0 x2e h5a y589 ff2 fsc fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8a y728 wc6 h73"><div class="t m0 x2e h5a y589 ff2 fsc fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbf y728 wc7 h73"><div class="t m0 x2e h5a y589 ff2 fsc fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x31 h5a y71c ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xae y728 wd6 h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y728 wca h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y728 wd6 h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y728 wca h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y728 wd6 h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y728 wca h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y728 wbd h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y728 wbe h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb9 y728 wbf h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y728 wce h73"><div class="t m0 x2b h84 y2a6 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y729 wb9 hb6"><div class="t m0 x2b h5a y72a ff2 fsc fc0 sc0 ls0 ws0">Transpor<span class="_ _0"></span>t motocykla<span class="_ _0"></span>mi, </div><div class="t m0 x2b h5a y503 ff2 fsc fc0 sc0 ls0 ws0">samochoda<span class="_ _0"></span>mi osobo<span class="_ _0"></span>wymi </div><div class="t m0 x2b h5a y72b ff2 fsc fc0 sc0 ls0 ws0">i lekkimi poja<span class="_ _0"></span>zdami </div><div class="t m0 x2b h5a y72c ff1 fsc fc0 sc0 ls0 ws0">użytkowy<span class="_ _0"></span>mi<span class="ff2"> </span></div></div><div class="c xb5 y729 wd0 hb6"><div class="t m0 x2b h5a y72d ff2 fsc fc0 sc0 ls0 ws0">CCM6.5 </div></div><div class="c xbc y729 wc2 hb6"><div class="t m0 x29 h5a y72d ff2 fsc fc0 sc0 ls0 ws0">3,61519 </div></div><div class="c xbd y729 wc3 hb6"><div class="t m0 x10 h5a y72d ff2 fsc fc0 sc0 ls0 ws0">0,11% </div></div><div class="c xb6 y729 wc4 hb6"><div class="t m0 x2f h5a y72d ff2 fsc fc0 sc0 ls28 ws0">EL<span class="ls0"> </span></div></div><div class="c xc5 y729 wc4 hb6"><div class="t m0 x2 h5a y72d ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbe y729 wd8 hb6"><div class="t m0 x31 h5a y72d ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xc6 y729 wd8 hb6"><div class="t m0 x31 h5a y72d ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8a y729 wd8 hb6"><div class="t m0 x31 h5a y72d ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbf y729 wcb hb6"><div class="t m0 x31 h5a y72d ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xae y729 wd6 hb6"><div class="t m0 x2f h5a y72d ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y729 wca hb6"><div class="t m0 x2f h5a y72d ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y729 wd6 hb6"><div class="t m0 x2f h5a y72d ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y729 wca hb6"><div class="t m0 x2f h5a y72d ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y729 wd6 hb6"><div class="t m0 x2f h5a y72d ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y729 wca hb6"><div class="t m0 x2f h5a y72d ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y729 wc7 hb6"><div class="t m0 x1d h5a y72d ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y729 wcc hb6"><div class="t m0 x28 h5a y72d ff2 fsc fc0 sc0 ls26 ws0">0%<span class="ls0"> </span></div></div><div class="c xb9 y729 wbf hb6"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y729 wce hb6"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y4d wb9 h8b"><div class="t m0 x2b h5a y50b ff2 fsc fc0 sc0 ls0 ws0">Infrastruktu<span class="_ _0"></span>ra </div><div class="t m0 x2b h5a y722 ff1 fsc fc0 sc0 ls0 ws0">wspomagają<span class="_ _0"></span>ca </div><div class="t m0 x2b h5a y72e ff2 fsc fc0 sc0 ls0 ws0">niskoemis<span class="_ _0"></span>yjny tran<span class="_ _0"></span>sport </div></div><div class="c xb5 y4d wd0 h8b"><div class="t m0 x2b h5a y722 ff2 fsc fc0 sc0 ls0 ws0">CCA6.15 </div></div><div class="c xbc y4d wc2 h8b"><div class="t m0 x10 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">1 911,61734<span class="_ _0"></span>8 </div></div><div class="c xbd y4d wc3 h8b"><div class="t m0 x2b h5a y722 ff2 fsc fc0 sc0 ls0 ws0">58,80% </div></div><div class="c xb6 y4d wc4 h8b"><div class="t m0 x2 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xc5 y4d wc4 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls28 ws0">EL<span class="ls0"> </span></div></div><div class="c xbe y4d wd8 h8b"><div class="t m0 x31 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xc6 y4d wd8 h8b"><div class="t m0 x31 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8a y4d wd8 h8b"><div class="t m0 x31 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbf y4d wcb h8b"><div class="t m0 x31 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xae y4d wd6 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y4d wca h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y4d wd6 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y4d wca h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y4d wd6 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y4d wca h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y4d wc7 h8b"><div class="t m0 x1d h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y4d wcc h8b"><div class="t m0 x24 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">53,39% </div></div><div class="c xb9 y4d wbf h8b"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y4d wce h8b"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf39" class="pf w3d h64" ><div class="pc pc39 w3d h64"><img class="bi x4 y0 wb8 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls23 ws0">57<span class="ff5 fs8 ls0"> </span></div></div><div class="c x20 y72f wb9 h8b"><div class="t m0 x2b h5a y570 ff2 fsc fc0 sc0 ls0 ws0">drogowy i tran<span class="_ _0"></span>sport </div><div class="t m0 x2b h5a y571 ff2 fsc fc0 sc0 ls0 ws0">publiczny </div></div><div class="c x20 y730 wb9 h8b"><div class="t m0 x2b h5a y722 ff1 fsc fc0 sc0 ls0 ws0">Budowa no<span class="_ _0"></span>wych bud<span class="_ _0"></span>ynków<span class="ff2"> </span></div></div><div class="c xb5 y730 wd0 h8b"><div class="t m0 x2b h84 y50b ff3 fsc fc0 sc0 ls0 ws0">CCM7.1<span class="ff2"> </span></div><div class="t m0 x2b h5a y722 ff2 fsc fc0 sc0 ls0 ws0">CCA7.1 </div><div class="t m0 x2b h5a y72e ff2 fsc fc0 sc0 ls0 ws0">CE3.1 </div></div><div class="c xbc y730 wc2 h8b"><div class="t m0 x36 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">1 2<span class="ls20">74</span>,441 565 </div></div><div class="c xbd y730 wc3 h8b"><div class="t m0 x2b h5a y722 ff2 fsc fc0 sc0 ls0 ws0">38,34% </div></div><div class="c xb6 y730 wc4 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls28 ws0">EL<span class="ls0"> </span></div></div><div class="c xc5 y730 wc4 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls28 ws0">EL<span class="ls0"> </span></div></div><div class="c xbe y730 wd8 h8b"><div class="t m0 x31 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xc6 y730 wd8 h8b"><div class="t m0 x3c h5a y722 ff2 fsc fc0 sc0 ls28 ws0">EL<span class="ls0"> </span></div></div><div class="c x8a y730 wd8 h8b"><div class="t m0 x31 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbf y730 wcb h8b"><div class="t m0 x31 h5a y722 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xae y730 wd6 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y730 wca h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y730 wd6 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y730 wca h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y730 wd6 h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y730 wca h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y730 wc7 h8b"><div class="t m0 x1d h5a y722 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y730 wcc h8b"><div class="t m0 x2f h5a y722 ff2 fsc fc0 sc0 ls0 ws0"> 43,06%<span class="_ _0"></span> </div></div><div class="c xb9 y730 wbf h8b"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y730 wce h8b"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y731 wb9 hba"><div class="t m0 x2b h5a y1ed ff2 fsc fc0 sc0 ls0 ws0">Nabywanie <span class="_ _0"></span>i prawo </div><div class="t m0 x2b h5a y679 ff1 fsc fc0 sc0 ls0 ws0">własności<span class="_ _0"></span> budynków<span class="ff2"> </span></div></div><div class="c xb5 y731 wd0 hba"><div class="t m0 x2b h84 y1ed ff3 fsc fc0 sc0 ls0 ws0">CCM7.7<span class="ff2"> </span></div><div class="t m0 x2b h5a y679 ff2 fsc fc0 sc0 ls0 ws0">CCA7.7 </div></div><div class="c xbc y731 wc2 hba"><div class="t m0 x24 h5a y580 ff2 fsc fc0 sc0 ls0 ws0">35,46346 </div></div><div class="c xbd y731 wc3 hba"><div class="t m0 x10 h5a y580 ff2 fsc fc0 sc0 ls0 ws0">1,06% </div></div><div class="c xb6 y731 wc4 hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls28 ws0">EL<span class="ls0"> </span></div></div><div class="c xc5 y731 wc4 hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls28 ws0">EL<span class="ls0"> </span></div></div><div class="c xbe y731 wd8 hba"><div class="t m0 x31 h5a y580 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xc6 y731 wd8 hba"><div class="t m0 x31 h5a y580 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8a y731 wd8 hba"><div class="t m0 x31 h5a y580 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xbf y731 wcb hba"><div class="t m0 x31 h5a y580 ff2 fsc fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xae y731 wd6 hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y731 wca hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y731 wd6 hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y731 wca hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y731 wd6 hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y731 wca hba"><div class="t m0 x2f h5a y580 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y731 wc7 hba"><div class="t m0 x1d h5a y580 ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y731 wcc hba"><div class="t m0 x29 h5a y580 ff2 fsc fc0 sc0 ls0 ws0">1,78% </div></div><div class="c xb9 y731 wbf hba"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y731 wce hba"><div class="t m0 x2b h5a y71c ff2 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y732 wb9 hbb"><div class="t m0 x2b h84 y733 ff6 fsc fc0 sc0 ls0 ws0">Obrót z <span class="_ _0"></span>działalnośc<span class="_ _0"></span>i </div><div class="t m0 x2b h84 y734 ff6 fsc fc0 sc0 ls0 ws0">kwalifiku<span class="_ _0"></span>jącej się d<span class="_ _0"></span>o </div><div class="t m0 x2b h84 y735 ff3 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i, ale </div><div class="t m0 x2b h84 y736 ff6 fsc fc0 sc0 ls0 ws0">niezrówn<span class="_ _0"></span>oważonej </div><div class="t m0 x2b h84 y118 ff6 fsc fc0 sc0 ls0 ws0">środowisk<span class="_ _0"></span>owo </div><div class="t m0 x2b h84 y66e ff3 fsc fc0 sc0 ls0 ws0">(niezgodne<span class="_ _0"></span>j z </div><div class="t m0 x2b h84 y71c ff6 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>ą) (A.2)<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xb5 y732 wd0 hbb"><div class="t m0 x2b h84 y737 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbc y732 wc2 hbb"><div class="t m0 x10 h84 y736 ff3 fsc fc0 sc0 ls0 ws0">3 225,10757<span class="_ _0"></span>0 </div></div><div class="c xbd y732 wc3 hbb"><div class="t m0 x2b h84 y736 ff3 fsc fc0 sc0 ls0 ws0">98,31% </div></div><div class="c xb6 y732 wc4 hbb"><div class="t m0 x2b h84 y736 ff3 fsc fc0 sc0 ls0 ws0">39,51% </div></div><div class="c x1a y732 wc5 hbb"><div class="t m0 x2b h84 y736 ff3 fsc fc0 sc0 ls0 ws0">58,80% </div></div><div class="c xbe y732 wc6 hbb"><div class="t m0 x10 h84 y736 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x3d y732 wc6 hbb"><div class="t m0 x10 h84 y736 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x8a y732 wc6 hbb"><div class="t m0 x10 h84 y736 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbf y732 wc7 hbb"><div class="t m0 x10 h84 y736 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xae y732 wd6 hbb"><div class="t m0 x2f h84 y736 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y732 wca hbb"><div class="t m0 x2f h84 y736 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y732 wd6 hbb"><div class="t m0 x2f h84 y736 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y732 wca hbb"><div class="t m0 x2f h84 y736 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y732 wd6 hbb"><div class="t m0 x2f h84 y736 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y732 wca hbb"><div class="t m0 x2f h84 y736 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y732 wc7 hbb"><div class="t m0 x1d h84 y736 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y732 wd9 hbb"><div class="t m0 x7f h84 y736 ff3 fsc fc0 sc0 ls0 ws0">98,45% </div></div><div class="c xb9 y732 wbf hbb"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y732 wce hbb"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y738 wb9 hbc"><div class="t m0 x2b h84 y739 ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>.1.+A.2.) </div></div><div class="c xb5 y738 wd0 hbc"><div class="t m0 x2b h84 y739 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y738 wc2 hbc"><div class="t m0 x2 h84 y739 ff3 fsc fc0 sc0 ls0 ws0">3 293,49079<span class="_ _0"></span> </div></div><div class="c xbd y738 wc3 hbc"><div class="t m0 x2b h84 y739 ff3 fsc fc0 sc0 ls0 ws0">98,31% </div></div><div class="c xb6 y738 wc5 hbc"><div class="t m0 x2b h84 y739 ff3 fsc fc0 sc0 ls0 ws0">39,51% </div></div><div class="c xc5 y738 wc5 hbc"><div class="t m0 x2b h84 y739 ff3 fsc fc0 sc0 ls0 ws0">58,80% </div></div><div class="c xbe y738 wc6 hbc"><div class="t m0 x10 h84 y739 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xc6 y738 wc6 hbc"><div class="t m0 x10 h84 y739 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x8a y738 wc6 hbc"><div class="t m0 x10 h84 y739 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xbf y738 wcb hbc"><div class="t m0 x10 h84 y739 ff3 fsc fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xae y738 wd6 hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc0 y738 wca hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc1 y738 wd6 hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc2 y738 wca hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc3 y738 wd6 hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xc4 y738 wca hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb7 y738 wc7 hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xb8 y738 wd9 hbc"><div class="t m0 x7f h84 y739 ff3 fsc fc0 sc0 ls0 ws0">98,45% </div></div><div class="c xb9 y738 wbf hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xba y738 wce hbc"><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y73a wda h73"><div class="t m0 x2b h84 y589 ff6 fsc fc0 sc0 ls0 ws0">B. DZIAŁ<span class="_ _0"></span>ALNOŚĆ <span class="_ _0"></span>NIEKWAL<span class="_ _0"></span>IFIKUJĄC<span class="_ _0"></span>A SIĘ DO </div><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">SYSTEM<span class="_ _0"></span>ATYKI </div></div><div class="c xb6 y73a wdb h73"><div class="t m0 x2b h84 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x1a y73a wdc h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y73a wdd h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y73a wdd h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x8a y73a wdd h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbf y73a wbd h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xae y73a wd6 h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y73a wca h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y73a wd6 h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y73a wca h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y73a wd6 h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y73a wca h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb7 y73a wbd h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y73a wbe h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y73a wbf h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xba y73a wc0 h73"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y73b wb9 hbd"><div class="t m0 x2b h84 y73c ff6 fsc fc0 sc0 ls0 ws0">Obrót z <span class="_ _0"></span>działalnośc<span class="_ _0"></span>i </div><div class="t m0 x2b h84 y66e ff6 fsc fc0 sc0 ls0 ws0">niekwalif<span class="_ _0"></span>ikującej się<span class="_ _0"></span> do </div><div class="t m0 x2b h84 y71c ff3 fsc fc0 sc0 ls0 ws0">systematyk<span class="_ _0"></span>i (B) </div></div><div class="c xb5 y73b wd0 hbd"><div class="t m0 x2b h84 y66e ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y73b wc2 hbd"><div class="t m0 x14 h84 y66e ff3 fsc fc0 sc0 ls26 ws0">26<span class="ls0">,992430<span class="_ _0"></span> </span></div></div><div class="c xbd y73b wde hbd"><div class="t m0 x10 h84 y66e ff3 fsc fc0 sc0 ls0 ws0">1,69% </div></div><div class="c xb6 y73b wdb hbd"><div class="t m0 x2d h84 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x1a y73b wdc hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y73b wdd hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y73b wdd hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x8a y73b wdd hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbf y73b wbd hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xae y73b wd6 hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y73b wca hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y73b wd6 hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y73b wca hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y73b wd6 hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y73b wca hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb7 y73b wbd hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y73b wbe hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y73b wbf hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xba y73b wc0 hbd"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y73d wb9 hbe"><div class="t m0 x2b h84 y4be ff3 fsc fc0 sc0 ls0 ws0">Razem (A<span class="_ _0"></span>+B) </div></div><div class="c xb5 y73d wd0 hbe"><div class="t m0 x2b h84 y4be ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c xbc y73d wc2 hbe"><div class="t m0 x2d h84 y4be ff3 fsc fc0 sc0 ls26 ws0">3 <span class="ls0">252,1 </span></div></div><div class="c xbd y73d wde hbe"><div class="t m0 x2b h84 y4be ff3 fsc fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xb6 y73d wdb hbe"><div class="t m0 x2d h84 y0 ff3 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x1a y73d wdc hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbe y73d wdd hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x3d y73d wdd hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x8a y73d wdd hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xbf y73d wbd hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xae y73d wd6 hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc0 y73d wca hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc1 y73d wd6 hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y73d wca hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc3 y73d wd6 hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xc4 y73d wca hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb7 y73d wbd hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb8 y73d wbe hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xb9 y73d wbf hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c xba y73d wc0 hbe"><div class="t m0 x2b h5a y0 ff2 fsc fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3f h64"><div class="t m0 x4 h10 y73e ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y73f ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y740 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y741 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y742 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y743 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y744 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y745 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y746 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y747 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y748 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3a" class="pf w3d h64" ><div class="pc pc3a w3d h64"><img class="bi x51 y0 wdf h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls23 ws0">58<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y749 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"> </span>MIRBUD <span class="_ _16"> </span>uz<span class="_ _1"></span>yskała <span class="_ _e"> </span>w <span class="_ _16"> </span>2024 <span class="_ _16"> </span>r. <span class="_ _16"> </span><span class="ff2">3 <span class="_ _e"> </span>2<span class="_ _1"></span>52,1 <span class="_ _e"> </span></span>mln <span class="_ _16"> </span>zł <span class="_ _16"> </span>przyc<span class="_ _1"></span>hodów. <span class="_ _e"></span>Niemal <span class="_ _e"> </span>c<span class="_ _1"></span>ałość <span class="_ _16"> </span>tej <span class="_ _e"> </span>kwoty<span class="_ _1"></span> <span class="_ _e"></span>(3<span class="ff2"> 225,1 <span class="_ _16"> </span></span>mln <span class="_ _16"> </span>zł) <span class="_ _16"> </span>dotyczyła <span class="_ _16"> </span>działalności <span class="_ _e"> </span>k<span class="_ _1"></span>walifikujących <span class="_ _16"> </span>się <span class="_ _e"> </span>do </div><div class="t m0 x4 h13 y74a ff2 fs3 fc0 sc0 ls0 ws0">systematyki, w <span class="ff1">tym (dz<span class="_ _1"></span>iałalności wymienione są w ko<span class="_ _1"></span>lejności od mającyc<span class="_ _1"></span>h największy udział w obrotach<span class="_ _1"></span> spółki):<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y74b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 6.15. Infrastruktura wspo<span class="_ _1"></span>magająca transport drogowy <span class="_ _1"></span>i transport publiczny wyniósł <span class="_ _c"></span></span>1 9<span class="ls7">11</span>,6 <span class="_ _1"></span><span class="ff1">mln zł (58,8% całkowitego<span class="_ _1"></span> obrotu)</span> </span></div><div class="t m0 x4 h6 y74c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 7.1. Budowa nowyc<span class="_ _1"></span>h budynków wyniósł <span class="_ _1"></span></span>1 2<span class="ls7">74</span>,<span class="ls7">41</span> <span class="_ _1"></span><span class="ff1">mln zł (38,3% całkowitego obro<span class="_ _1"></span>tu)</span> </span></div><div class="t m0 x4 h6 y74d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 7.7. Nabywanie i praw<span class="_ _1"></span>o własności wyniósł 35,46 <span class="_ _1"></span>mln zł (1,1% całkowitego obrotu)<span class="_ _c"></span></span> </span></div><div class="t m0 x4 h6 y74e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Obrót związa<span class="_ _1"></span>ny z 6.5. Transport motocy<span class="_ _1"></span>klami, samochodami os<span class="_ _1"></span>obowymi i<span class="_ _1"></span></span> <span class="ff1">lekkimi pojazdami użytk<span class="_ _1"></span>owymi wyniósł 3,62 m<span class="_ _1"></span>ln zł (0,1% całkowitego obrotu)<span class="_ _c"></span></span> </span></div><div class="t m0 x4 h6 y74f ff1 fs3 fc0 sc0 ls0 ws0">W prz<span class="_ _1"></span>ypadku wszy<span class="_ _1"></span>stkich rodzajów <span class="_ _1"></span>działalności <span class="_ _1"></span>potwierdzono <span class="_ _1"></span>kwalifikowalnoś<span class="_ _1"></span>ć do <span class="_ _1"></span>systematyki, al<span class="_ _1"></span>e nie <span class="_ _1"></span>potwierdzono s<span class="_ _1"></span>pełnienia od<span class="_ _d"></span><span class="ff2">powiednich <span class="_ _1"></span>technicznyc<span class="_ _1"></span>h </span></div><div class="t m0 x4 h6 y750 ff1 fs3 fc0 sc0 ls0 ws0">kryteriów kwalifikacji, a z<span class="_ _1"></span>atem uznano obrót związa<span class="_ _1"></span>ny z tymi rodzajami działalnoś<span class="_ _1"></span>ci za kwalifikujący się, a<span class="_ _c"></span>le niezgo<span class="_ _1"></span>dny z systematyką.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y751 ff1 fs3 fc0 sc0 ls0 ws0">Udział <span class="_ _c"></span>obrotu <span class="_ _c"></span>z <span class="_ _c"></span>dz<span class="_ _1"></span>iałalności <span class="_ _1"></span>zr<span class="_ _1"></span>ównoważonej <span class="_ _c"></span>środowiskowo <span class="_ _c"></span>(z<span class="_ _1"></span>godnej <span class="_ _1"></span>z<span class="_ _c"></span><span class="ff2"> </span>systematyką) <span class="_ _d"></span>w <span class="_ _c"></span>całości <span class="_ _c"></span>obrotu <span class="_ _c"></span>wyni<span class="_ _1"></span>ósł <span class="_ _c"></span>w <span class="_ _c"></span>2024 <span class="_ _c"></span>r. <span class="_ _c"></span>0%, <span class="_ _c"></span>a <span class="_ _c"></span>udzi<span class="_ _1"></span>ał <span class="_ _1"></span>ob<span class="_ _1"></span>rotu <span class="_ _1"></span>z<span class="_ _1"></span><span class="ff2"> </span>dz<span class="_ _1"></span>iałalności </div><div class="t m0 x4 h6 y752 ff1 fs3 fc0 sc0 ls0 ws0">kwalifikującej się <span class="_ _10"></span>do systematyki, ale <span class="_ _0"></span>niezgodnej z <span class="_ _0"></span>nią <span class="_ _0"></span>98,3%. Łącznie ud<span class="_ _0"></span>ział obrotu <span class="_ _0"></span>z dział<span class="_ _0"></span>alności kwalif<span class="_ _1"></span>ikującej się <span class="_ _0"></span>do <span class="_ _0"></span>systematyki wyniósł 98,3%. <span class="_ _10"></span>Pozosta<span class="_ _1"></span>łe </div><div class="t m0 x4 h6 y753 ff1 fs3 fc0 sc0 ls0 ws0">1,7% <span class="_ _c"></span>obrotu <span class="_ _c"></span>przypad<span class="_ _1"></span>a <span class="_ _1"></span>na <span class="_ _d"></span>przychody <span class="_ _c"></span>z<span class="_ _1"></span> <span class="_ _1"></span>działalności <span class="_ _c"></span>ni<span class="_ _1"></span>ekwalifikującej <span class="_ _c"></span>się <span class="_ _c"></span>do <span class="_ _c"></span>sy<span class="_ _1"></span>stematyki, <span class="_ _1"></span>cz<span class="_ _1"></span>yli <span class="_ _1"></span>takiej<span class="_ _1"></span>, <span class="_ _1"></span>dla <span class="_ _c"></span>któr<span class="_ _1"></span>ej <span class="_ _1"></span>regulator <span class="_ _d"></span>nie<span class="_ _c"></span><span class="ff2"> <span class="_ _c"></span></span>ustalił <span class="_ _c"></span>Tech<span class="_ _1"></span>nicznych <span class="_ _c"></span>Kryteriów </div><div class="t m0 x4 h6 y754 ff2 fs3 fc0 sc0 ls0 ws0">Kwalifikacji w <span class="ff1">za<span class="_ _1"></span>łącznikach do aktów delegow<span class="_ _1"></span>an</span>ych. </div><div class="t m0 x4 h6 y755 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y756 we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xc8 y756 we1 hbf"><div class="t m0 x10 h2 y757 ff1 fs0 fc5 sc0 ls0 ws0">Część obrotu/Całkowity obrót<span class="ff2"> </span></div></div><div class="c xc7 y758 we0 hc0"><div class="t m0 x10 h2 y759 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y758 we2 hc0"><div class="t m0 x10 h2 y759 ff1 fs0 fc0 sc0 ls0 ws0">Zgodność z systematyką w podziale na </div><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">cele </div></div><div class="c xc9 y758 we3 hc0"><div class="t m0 x10 h2 y759 ff1 fs0 fc0 sc0 ls0 ws0">Kwalifikowanie się do systematyki w </div><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">podziale na cele </div></div><div class="c xc7 y75a we0 hc1"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls29 ws0">CCM<span class="ls0"> </span></div></div><div class="c xc8 y75a we2 hc1"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y75a we3 hc1"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">39,5% </div></div><div class="c xc7 y75b we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls29 ws0">CCA<span class="ls0"> </span></div></div><div class="c xc8 y75b we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y75b we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">58,8% </div></div><div class="c xc7 y75c we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls2a ws0">WTR<span class="ls0"> </span></div></div><div class="c xc8 y75c we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y75c we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y75d we0 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls29 ws0">CE<span class="ls0"> </span></div></div><div class="c xc8 y75d we2 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y75d we3 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y75e we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 lsa ws0">PPC<span class="ls0"> </span></div></div><div class="c xc8 y75e we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y75e we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y75f we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">BIO </div></div><div class="c xc8 y75f we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y75f we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w3f h64"><div class="t m0 x4 h10 y4a4 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y760 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3b" class="pf w3d h64" ><div class="pc pc3b w3d h64"><img class="bi x4 y0 we4 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls23 ws0">59<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 ha4 y761 ff9 fsa fc6 sc0 ls0 ws0">Nakłady inwestycyjn<span class="_ _0"></span>e (CapEx)<span class="ffa"> </span></div><div class="t m0 x4 h26 y762 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 5: Odsetek<span class="_ _0"></span> nakładów inw<span class="_ _0"></span>estycyjnych (Ca<span class="_ _0"></span>pEx) zgodny<span class="_ _0"></span>ch z systematyką<span class="ffa"> </span></div><div class="t m0 x4 h10 y763 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y764 we5 h85"><div class="t m0 x2b h67 y501 ff2 fsd fc0 sc0 ls0 ws0">Rok obrotowy 202<span class="_ _1"></span>4 </div></div><div class="c x39 y764 we6 h85"><div class="t m0 x51 h67 y501 ff2 fsd fc0 sc0 ls0 ws0">Rok </div></div><div class="c xca y764 we7 h85"><div class="t m0 xcb h67 y501 ff1 fsd fc0 sc0 ls0 ws0">Kryteria dotyczące ist<span class="_ _1"></span>otnego wkładu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xcc y764 we8 h85"><div class="t m0 x32 h67 y37e ff1 fsd fc0 sc0 ls0 ws0">Kryteria dotyczące z<span class="_ _1"></span>asady DNSH<span class="ff2"> </span></div><div class="t m0 x76 h67 y765 ff1 fsd fc0 sc0 ls0 ws0">(„nie czyń poważnyc<span class="_ _1"></span>h szkód”)<span class="ff2"> </span></div></div><div class="c xcd y764 we9 h85"><div class="t m0 x33 h67 y766 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xce y764 wea h85"><div class="t m0 x2b h10 y766 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y764 web h85"><div class="t m0 x2b h10 y766 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y764 wec h85"><div class="t m0 x2b h10 y766 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y767 we5 hc3"><div class="t m0 x2b h67 y768 ff1 fsd fc0 sc0 ls0 ws0">Działalność gospo<span class="_ _1"></span>darcza<span class="ff2"> </span></div></div><div class="c x39 y767 wed hc3"><div class="t m0 x10 h67 y769 ff2 fsd fc0 sc0 ls0 ws0">Kod lub </div><div class="t m0 x3c h67 y26e ff2 fsd fc0 sc0 ls0 ws0">kody </div></div><div class="c xd1 y76a wee hc4"><div class="t m0 x1d h67 y76b ff1 fsd fc0 sc0 ls0 ws0">Nakłady </div><div class="t m0 x31 h67 y76c ff2 fsd fc0 sc0 ls0 ws0">inwestycyjne </div><div class="t m0 x1d h67 y76d ff1 fsd fc0 sc0 ls0 ws0">w ujęciu </div><div class="t m0 x2b h67 y76e ff1 fsd fc0 sc0 ls0 ws0">bezwzględnym<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xd2 y76a wef hc4"><div class="t m0 x33 h67 y76b ff1 fsd fc0 sc0 ls0 ws0">Udział </div><div class="t m0 x2e h67 y76c ff2 fsd fc0 sc0 ls0 ws0">procentowy </div><div class="t m0 x7f h67 y76d ff1 fsd fc0 sc0 ls0 ws0">nakładów </div><div class="t m0 x2b h67 y76e ff2 fsd fc0 sc0 ls0 ws0">inwestycyjnych<span class="_ _1"></span> </div></div><div class="c xca y76a wdb hc4"><div class="t m2 x29 h67 y76f ff1 fsd fc0 sc0 ls0 ws0">Łagodzenie zmia<span class="_ _1"></span>n </div><div class="t m2 x37 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c x3b y76a wf0 hc4"><div class="t m2 x29 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">Adaptacja do z<span class="_ _1"></span>mian </div><div class="t m2 x37 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c x8e y76a wf0 hc4"><div class="t m2 x68 h67 yd ff2 fsd fc0 sc0 ls0 ws0">Zasoby wodne i m<span class="_ _1"></span>orskie</div><div class="t m2 x68 h67 y770 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y76a wf0 hc4"><div class="t m2 x29 h67 y3e0 ff2 fsd fc0 sc0 ls0 ws0">Gospodarka o o<span class="_ _1"></span>biegu </div><div class="t m2 x37 h67 y497 ff1 fsd fc0 sc0 ls0 ws0">zamkniętym</div><div class="t m2 x37 h67 y771 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y76a wf1 hc4"><div class="t m2 x68 h67 y505 ff2 fsd fc0 sc0 ls0 ws0">Zanieczyszczenie</div><div class="t m2 x68 h67 y772 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y76a wf0 hc4"><div class="t m2 x29 h67 y380 ff1 fsd fc0 sc0 ls0 ws0">Bioróżnorodność i </div><div class="t m2 x37 h67 y2a0 ff2 fsd fc0 sc0 ls0 ws0">ekosystemy</div><div class="t m2 x37 h67 y773 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y76a wf2 hc4"><div class="t m2 x14 h67 y76f ff1 fsd fc0 sc0 ls0 ws0">Łagodzenie zmia<span class="_ _1"></span>n </div><div class="t m2 x68 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c xd5 y76a wf3 hc4"><div class="t m2 x14 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">Adaptacja do z<span class="_ _1"></span>mian </div><div class="t m2 x68 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c xd6 y76a wf2 hc4"><div class="t m2 x29 h67 yd ff2 fsd fc0 sc0 ls0 ws0">Zasoby wodne i m<span class="_ _1"></span>orskie</div><div class="t m2 x29 h67 y770 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y76a wf3 hc4"><div class="t m2 x14 h67 y3e0 ff2 fsd fc0 sc0 ls0 ws0">Gospodarka o o<span class="_ _1"></span>biegu </div><div class="t m2 x68 h67 y497 ff1 fsd fc0 sc0 ls0 ws0">zamkniętym</div><div class="t m2 x68 h67 y771 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y76a wf2 hc4"><div class="t m2 x29 h67 y505 ff2 fsd fc0 sc0 ls0 ws0">Zanieczyszczenie</div><div class="t m2 x29 h67 y772 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y76a wf4 hc4"><div class="t m2 x14 h67 y380 ff1 fsd fc0 sc0 ls0 ws0">Bioróżnorodność i </div><div class="t m2 x68 h67 y2a0 ff2 fsd fc0 sc0 ls0 ws0">ekosystemy</div><div class="t m2 x68 h67 y773 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y76a wf0 hc4"><div class="t m2 x68 h67 y10f ff2 fsd fc0 sc0 ls0 ws0">Minimalne gwa<span class="_ _1"></span>rancje</div><div class="t m2 x68 h67 y774 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xce y76a wf5 hc4"><div class="t m0 x33 h67 y775 ff1 fsd fc0 sc0 ls0 ws0">Udział </div><div class="t m0 x2e h67 y776 ff1 fsd fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x2f h67 y777 ff2 fsd fc0 sc0 ls0 ws0">zgodnej z </div><div class="t m0 x2 h67 y76b ff1 fsd fc0 sc0 ls0 ws0">systematyką </div><div class="t m0 x24 h67 y76c ff2 fsd fc0 sc0 ls0 ws0">(A.1.) lub </div><div class="t m0 x31 h67 y76d ff1 fsd fc0 sc0 ls0 ws0">kwalifikującej </div><div class="t m0 xe h67 y76e ff1 fsd fc0 sc0 ls0 ws0">się do </div><div class="t m0 x1e h67 y4eb ff2 fsd fc0 sc0 ls0 ws0">systematyki </div><div class="t m0 x2f h67 y778 ff2 fsd fc0 sc0 ls0 ws0">(A.2.), rok </div><div class="t m0 x68 h67 y779 ff2 fsd fc0 sc0 ls0 ws0">2023 </div></div><div class="c xcf y76a wf6 hc4"><div class="t m0 x2f h67 y76b ff2 fsd fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x1e h67 y76c ff1 fsd fc0 sc0 ls0 ws0">(działalność </div><div class="t m0 x2b h67 y76d ff1 fsd fc0 sc0 ls0 ws0">wspomagająca </div><div class="t m0 x30 h67 y76e ff2 fsd fc0 sc0 ls0 ws0">lub) </div></div><div class="c xd0 y76a wf7 hc4"><div class="t m0 x31 h67 y76b ff2 fsd fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x2b h67 y76c ff1 fsd fc0 sc0 ls0 ws0">(działalność </div><div class="t m0 x2e h67 y76d ff2 fsd fc0 sc0 ls0 ws0">na rzecz </div><div class="t m0 x31 h67 y76e ff1 fsd fc0 sc0 ls0 ws0">przejścia)<span class="ff2"> </span></div></div><div class="c xd1 y767 wee h75"><div class="t m0 xe h67 y77a ff1 fsd fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c xd2 y767 wef h75"><div class="t m0 x11 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">% </div></div><div class="c xca y767 wdb h75"><div class="t m0 x2e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x3b y767 wf0 h75"><div class="t m0 x2e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8e y767 wf0 h75"><div class="t m0 x2e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd3 y767 wf0 h75"><div class="t m0 x2e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9a y767 wf1 h75"><div class="t m0 x2e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd4 y767 wf0 h75"><div class="t m0 x2e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x2e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y767 wf2 h75"><div class="t m0 x31 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xd5 y767 wf3 h75"><div class="t m0 x31 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xd6 y767 wf2 h75"><div class="t m0 x31 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xd7 y767 wf3 h75"><div class="t m0 x31 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xd8 y767 wf2 h75"><div class="t m0 x31 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xd9 y767 wf4 h75"><div class="t m0 x31 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xcd y767 wf0 h75"><div class="t m0 x14 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xce y767 wf5 h75"><div class="t m0 x11 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">% </div></div><div class="c xcf y767 wf6 h75"><div class="t m0 x2a h67 y77a ff2 fsd fc0 sc0 ls0 ws0">E </div></div><div class="c xd0 y767 wf7 h75"><div class="t m0 x28 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T </div></div><div class="c x20 y77b wf8 hb5"><div class="t m0 x2b h68 y58b ff6 fsd fc0 sc0 ls0 ws0">A. DZIAŁALNOŚĆ KW<span class="_ _1"></span>ALIFIKUJĄCA SIĘ DO SY<span class="_ _1"></span>STEMATYKI<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x20 y77c wf9 hb5"><div class="t m0 x2b h68 y58b ff6 fsd fc0 sc0 ls0 ws0">A.1. Rodzaje dzi<span class="_ _1"></span>ałalności zrównoważonej <span class="_ _1"></span>środowiskowo (zgodna z s<span class="_ _1"></span>ystematyką)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x20 yf9 we5 h2c"><div class="t m0 x2b h68 y77d ff6 fsd fc0 sc0 ls0 ws0">Nakłady inwestyc<span class="_ _1"></span>yjne z </div><div class="t m0 x2b h68 y77e ff6 fsd fc0 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 x2b h68 y736 ff6 fsd fc0 sc0 ls0 ws0">zrównoważonej </div><div class="t m0 x2b h68 y2ab ff6 fsd fc0 sc0 ls0 ws0">środowiskowo (z<span class="_ _1"></span>godnej z </div><div class="t m0 x2b h68 y586 ff6 fsd fc0 sc0 ls0 ws0">systematyką) (A.1<span class="_ _1"></span>)<span class="ff3"> </span></div></div><div class="c x39 yf9 wfa h2c"><div class="t m0 x33 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 yf9 wee h2c"><div class="t m0 x1d h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00000 </div></div><div class="c xd2 yf9 wfb h2c"><div class="t m0 x33 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xca yf9 wf0 h2c"><div class="t m0 x31 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x3b yf9 wf0 h2c"><div class="t m0 x31 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x8e yf9 wf0 h2c"><div class="t m0 x31 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd3 yf9 wf0 h2c"><div class="t m0 x31 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x9a yf9 wf1 h2c"><div class="t m0 x31 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd4 yf9 wf0 h2c"><div class="t m0 x31 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xcc yf9 wf2 h2c"><div class="t m0 x2f h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 yf9 wf3 h2c"><div class="t m0 x2f h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 yf9 wf2 h2c"><div class="t m0 x2f h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 yf9 wf3 h2c"><div class="t m0 x2f h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 yf9 wf2 h2c"><div class="t m0 x2f h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 yf9 wf4 h2c"><div class="t m0 x2f h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd yf9 we9 h2c"><div class="t m0 x29 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce yf9 wfc h2c"><div class="t m0 x32 h68 y736 ff3 fsd fc0 sc0 ls2b ws0">0%<span class="ls0"> </span></div></div><div class="c xcf yf9 wf6 h2c"><div class="t m0 x84 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 yf9 wf7 h2c"><div class="t m0 x30 h68 y736 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y12b wfd hc5"><div class="t m0 x29 h68 y3c4 ff6 fsd fc0 sc0 ls0 ws0">W tym wspomagają<span class="_ _1"></span>ca<span class="ff3"> </span></div></div><div class="c x39 y12b wfe hc5"><div class="t m0 x33 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y12b wf6 hc5"><div class="t m0 x84 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y12b wef hc5"><div class="t m0 x84 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xca y12b wdb hc5"><div class="t m0 x31 h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x3b y12b wf0 hc5"><div class="t m0 x31 h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x8e y12b wf0 hc5"><div class="t m0 x31 h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd3 y12b wf0 hc5"><div class="t m0 x31 h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x9a y12b wf1 hc5"><div class="t m0 x31 h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd4 y12b wf0 hc5"><div class="t m0 x31 h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xcc y12b wff hc5"><div class="t m0 x2f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y12b w100 hc5"><div class="t m0 x2f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y12b wff hc5"><div class="t m0 x2f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y12b w100 hc5"><div class="t m0 x2f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y12b wff hc5"><div class="t m0 x2f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y12b w101 hc5"><div class="t m0 x2f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y12b we9 hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y12b wfc hc5"><div class="t m0 x30 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0"> <span class="ls2c">0%</span> </div></div><div class="c xcf y12b wf6 hc5"><div class="t m0 x2a h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">E </div></div><div class="c xd0 y12b wf7 hc5"><div class="t m0 x30 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y77f wfd hba"><div class="t m0 x10 h68 y765 ff6 fsd fc0 sc0 ls0 ws0">W tym na rzecz prz<span class="_ _1"></span>ejścia<span class="ff3"> </span></div></div><div class="c x39 y77f wfe hba"><div class="t m0 x33 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y77f wf6 hba"><div class="t m0 x84 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y77f wef hba"><div class="t m0 x84 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xca y77f wdb hba"><div class="t m0 x31 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x3b y77f wf0 hba"><div class="t m0 x29 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x8e y77f wf0 hba"><div class="t m0 x29 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd3 y77f wf0 hba"><div class="t m0 x29 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x9a y77f wf1 hba"><div class="t m0 x29 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd4 y77f wf0 hba"><div class="t m0 x29 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcc y77f wff hba"><div class="t m0 x2f h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y77f w100 hba"><div class="t m0 x2f h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y77f wff hba"><div class="t m0 x2f h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y77f w100 hba"><div class="t m0 x2f h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y77f wff hba"><div class="t m0 x2f h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y77f w101 hba"><div class="t m0 x2f h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y77f we9 hba"><div class="t m0 x29 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y77f wfc hba"><div class="t m0 x30 h68 y765 ff3 fsd fc0 sc0 ls0 ws0"> <span class="ls2c">0%</span> </div></div><div class="c xcf y77f wf6 hba"><div class="t m0 x84 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y77f wf7 hba"><div class="t m0 x28 h68 y765 ff3 fsd fc0 sc0 ls0 ws0">T </div></div><div class="c x20 y780 wf8 h74"><div class="t m0 x2b h68 y77a ff6 fsd fc0 sc0 ls0 ws0">A.2. Działalność kw<span class="_ _1"></span>alifikująca się do system<span class="_ _1"></span>atyki, ale niezrównoważ<span class="_ _1"></span>ona środowiskowo (<span class="_ _1"></span>działalność niezgodna z sys<span class="_ _1"></span>tematyką)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x20 y781 wfd h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x39 y781 wfe h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y781 w102 h8a"><div class="t m0 x33 h67 y782 ff1 fsd fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c xd2 y781 wfb h8a"><div class="t m0 x11 h67 y782 ff2 fsd fc0 sc0 ls0 ws0">% </div></div><div class="c xca y781 wf0 h8a"><div class="t m0 x2f h67 y783 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x2e h67 y71c ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x3b y781 wf0 h8a"><div class="t m0 x2f h67 y783 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x2e h67 y71c ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8e y781 wf0 h8a"><div class="t m0 x2f h67 y783 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x2e h67 y71c ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd3 y781 wf0 h8a"><div class="t m0 x2f h67 y783 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x2e h67 y71c ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9a y781 wf1 h8a"><div class="t m0 x2f h67 y783 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x2e h67 y71c ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd4 y781 wf0 h8a"><div class="t m0 x2f h67 y783 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x2e h67 y71c ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y781 wff h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y781 w100 h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y781 wff h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y781 w100 h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y781 wff h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y781 w101 h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y781 we9 h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y781 wea h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcf y781 web h8a"><div class="t m0 x2b h68 y782 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y781 wec h8a"><div class="t m0 x2b h68 y784 ff3 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y785 we5 h37"><div class="t m0 x2b h67 y786 ff2 fsd fc0 sc0 ls0 ws0">Transport motocyklam<span class="_ _1"></span>i, </div><div class="t m0 x2b h67 y787 ff2 fsd fc0 sc0 ls0 ws0">samochodami oso<span class="_ _1"></span>bowymi </div><div class="t m0 x2b h67 y788 ff2 fsd fc0 sc0 ls0 ws0">i lekkimi pojazdam<span class="_ _1"></span>i </div><div class="t m0 x2b h67 y114 ff1 fsd fc0 sc0 ls0 ws0">użytkowymi<span class="ff2"> </span></div></div><div class="c x39 y785 wfa h37"><div class="t m0 x2b h67 y789 ff2 fsd fc0 sc0 ls0 ws0">CCM6.5 </div></div><div class="c xd1 y785 wee h37"><div class="t m0 x1d h67 y789 ff2 fsd fc0 sc0 ls0 ws0">0,04906 </div></div><div class="c xd2 y785 wef h37"><div class="t m0 x33 h67 y789 ff2 fsd fc0 sc0 ls0 ws0">0,06% </div></div><div class="c xca y785 wdb h37"><div class="t m0 x7f h67 y789 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x3b y785 wdb h37"><div class="t m0 x1e h67 y789 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x8e y785 wdb h37"><div class="t m0 x1e h67 y789 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd3 y785 wdb h37"><div class="t m0 x1e h67 y789 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9a y785 w103 h37"><div class="t m0 x1e h67 y789 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd4 y785 wdb h37"><div class="t m0 x1e h67 y789 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y785 wff h37"><div class="t m0 x2f h67 y789 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y785 w100 h37"><div class="t m0 x2f h67 y789 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y785 wff h37"><div class="t m0 x2f h67 y789 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y785 w100 h37"><div class="t m0 x2f h67 y789 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y785 wff h37"><div class="t m0 x2f h67 y789 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y785 w101 h37"><div class="t m0 x2f h67 y789 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y785 wf0 h37"><div class="t m0 x29 h67 y789 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y785 wf5 h37"><div class="t m0 x30 h67 y789 ff2 fsd fc0 sc0 ls0 ws0"> <span class="ls2b">0%</span> </div></div><div class="c xcf y785 web h37"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y785 wf7 h37"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf3c" class="pf w3d h64" ><div class="pc pc3c w3d h64"><img class="bi x4 y0 we4 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls2e ws0">60<span class="ff5 fs8 ls0"> </span></div></div><div class="c x20 y78a we5 hc6"><div class="t m0 x2b h67 y77d ff2 fsd fc0 sc0 ls0 ws0">Infrastruktura </div><div class="t m0 x2b h67 y77e ff1 fsd fc0 sc0 ls0 ws0">wspomagająca </div><div class="t m0 x2b h67 y736 ff2 fsd fc0 sc0 ls0 ws0">niskoemisyjny transp<span class="_ _1"></span>ort </div><div class="t m0 x2b h67 y2ab ff2 fsd fc0 sc0 ls0 ws0">drogowy i transpo<span class="_ _1"></span>rt </div><div class="t m0 x2b h67 y586 ff2 fsd fc0 sc0 ls0 ws0">publiczny </div></div><div class="c x39 y78a wfa hc6"><div class="t m0 x2b h67 y736 ff2 fsd fc0 sc0 ls0 ws0">CCA6.15 </div></div><div class="c xd1 y78a wee hc6"><div class="t m0 x7f h67 y736 ff2 fsd fc0 sc0 ls0 ws0">41,94971 </div></div><div class="c xd2 y78a wef hc6"><div class="t m0 x29 h67 y736 ff2 fsd fc0 sc0 ls0 ws0">48,48% </div></div><div class="c xca y78a wdb hc6"><div class="t m0 x1e h67 y736 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x3b y78a wdb hc6"><div class="t m0 x7f h67 y736 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x8e y78a wdb hc6"><div class="t m0 x1e h67 y736 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd3 y78a wdb hc6"><div class="t m0 x1e h67 y736 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9a y78a w103 hc6"><div class="t m0 x1e h67 y736 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd4 y78a wdb hc6"><div class="t m0 x1e h67 y736 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y78a wff hc6"><div class="t m0 x2f h67 y736 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y78a w100 hc6"><div class="t m0 x2f h67 y736 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y78a wff hc6"><div class="t m0 x2f h67 y736 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y78a w100 hc6"><div class="t m0 x2f h67 y736 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y78a wff hc6"><div class="t m0 x2f h67 y736 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y78a w101 hc6"><div class="t m0 x2f h67 y736 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y78a wf0 hc6"><div class="t m0 x29 h67 y736 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y78a wf5 hc6"><div class="t m0 x29 h67 y736 ff2 fsd fc0 sc0 ls0 ws0">50,41% </div></div><div class="c xcf y78a web hc6"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y78a wf7 hc6"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y78b we5 h8b"><div class="t m0 x2b h67 y72d ff1 fsd fc0 sc0 ls0 ws0">Budowa nowych b<span class="_ _1"></span>udynków<span class="ff2"> </span></div></div><div class="c x39 y78b wfa h8b"><div class="t m0 x2b h68 y78c ff3 fsd fc0 sc0 ls0 ws0">CCM7.1 </div><div class="t m0 x2b h67 y72d ff2 fsd fc0 sc0 ls0 ws0">CCA7.1 </div><div class="t m0 x2b h67 y10f ff2 fsd fc0 sc0 ls0 ws0">CE3.1 </div></div><div class="c xd1 y78b wee h8b"><div class="t m0 x7f h67 y72d ff2 fsd fc0 sc0 ls0 ws0">13,83212 </div></div><div class="c xd2 y78b wef h8b"><div class="t m0 x29 h67 y72d ff2 fsd fc0 sc0 ls0 ws0">15,99% </div></div><div class="c xca y78b wdb h8b"><div class="t m0 x7f h67 y72d ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x3b y78b wdb h8b"><div class="t m0 x7f h67 y72d ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x8e y78b wdb h8b"><div class="t m0 x1e h67 y72d ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd3 y78b wdb h8b"><div class="t m0 x7f h67 y72d ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x9a y78b w103 h8b"><div class="t m0 x1e h67 y72d ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd4 y78b wdb h8b"><div class="t m0 x1e h67 y72d ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y78b wff h8b"><div class="t m0 x2f h67 y72d ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y78b w100 h8b"><div class="t m0 x2f h67 y72d ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y78b wff h8b"><div class="t m0 x2f h67 y72d ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y78b w100 h8b"><div class="t m0 x2f h67 y72d ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y78b wff h8b"><div class="t m0 x2f h67 y72d ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y78b w101 h8b"><div class="t m0 x2f h67 y72d ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y78b wf0 h8b"><div class="t m0 x29 h67 y72d ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y78b wf5 h8b"><div class="t m0 x33 h67 y72d ff2 fsd fc0 sc0 ls0 ws0">9,37% </div></div><div class="c xcf y78b web h8b"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y78b wf7 h8b"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y78d we5 hc7"><div class="t m0 x2b h67 y501 ff2 fsd fc0 sc0 ls0 ws0">Nabywanie i praw<span class="_ _1"></span>o </div><div class="t m0 x2b h67 y3c4 ff1 fsd fc0 sc0 ls0 ws0">własności budynk<span class="_ _1"></span>ów<span class="ff2"> </span></div></div><div class="c x39 y78d wfa hc7"><div class="t m0 x2b h68 y501 ff3 fsd fc0 sc0 ls0 ws0">CCM7.7 </div><div class="t m0 x2b h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">CCA7.7 </div></div><div class="c xd1 y78d wee hc7"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">29,56769 </div></div><div class="c xd2 y78d wef hc7"><div class="t m0 x29 h67 y114 ff2 fsd fc0 sc0 ls0 ws0">34,17% </div></div><div class="c xca y78d wdb hc7"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x3b y78d wdb hc7"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x8e y78d wdb hc7"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd3 y78d wdb hc7"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9a y78d w103 hc7"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xd4 y78d wdb hc7"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xcc y78d wff hc7"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y78d w100 hc7"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y78d wff hc7"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y78d w100 hc7"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y78d wff hc7"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y78d w101 hc7"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y78d wf0 hc7"><div class="t m0 x29 h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y78d wf5 hc7"><div class="t m0 x29 h67 y114 ff2 fsd fc0 sc0 ls0 ws0">37,76% </div></div><div class="c xcf y78d web hc7"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y78d wf7 hc7"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y78e we5 hc8"><div class="t m0 x2b h68 y78f ff6 fsd fc0 sc0 ls0 ws0">Nakłady inwestyc<span class="_ _1"></span>yjne z </div><div class="t m0 x2b h68 y790 ff6 fsd fc0 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 x2b h68 y791 ff6 fsd fc0 sc0 ls0 ws0">kwalifikującej się d<span class="_ _1"></span>o </div><div class="t m0 x2b h68 y49e ff3 fsd fc0 sc0 ls0 ws0">systematyki, al<span class="_ _1"></span>e </div><div class="t m0 x2b h68 y792 ff6 fsd fc0 sc0 ls0 ws0">niezrównoważo<span class="_ _1"></span>nej </div><div class="t m0 x2b h68 y37e ff6 fsd fc0 sc0 ls0 ws0">środowiskowo </div><div class="t m0 x2b h68 y765 ff3 fsd fc0 sc0 ls0 ws0">(niezgodnej z </div><div class="t m0 x2b h68 y779 ff6 fsd fc0 sc0 ls0 ws0">systematyką) (A.2<span class="_ _1"></span>)<span class="ff3"> </span></div></div><div class="c x39 y78e wfa hc8"><div class="t m0 x2b h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y78e wee hc8"><div class="t m0 x7f h68 y793 ff3 fsd fc0 sc0 ls0 ws0">85,39859 </div></div><div class="c xd2 y78e wef hc8"><div class="t m0 x29 h68 y793 ff3 fsd fc0 sc0 ls0 ws0">98,69% </div></div><div class="c xca y78e wdb hc8"><div class="t m0 x10 h68 y793 ff3 fsd fc0 sc0 ls0 ws0">50,21% </div></div><div class="c x3b y78e wf0 hc8"><div class="t m0 xbb h68 y793 ff3 fsd fc0 sc0 ls0 ws0">48,48% </div></div><div class="c x8e y78e wf0 hc8"><div class="t m0 x3c h68 y793 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd3 y78e wf0 hc8"><div class="t m0 x3c h68 y793 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x9a y78e wf1 hc8"><div class="t m0 x3c h68 y793 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd4 y78e wf0 hc8"><div class="t m0 x3c h68 y793 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xcc y78e wff hc8"><div class="t m0 x2f h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y78e w100 hc8"><div class="t m0 x2f h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y78e wff hc8"><div class="t m0 x2f h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y78e w100 hc8"><div class="t m0 x2f h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y78e wff hc8"><div class="t m0 x2f h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y78e w101 hc8"><div class="t m0 x2f h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y78e wf0 hc8"><div class="t m0 x29 h68 y793 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y78e w104 hc8"><div class="t m0 x1d h68 y793 ff3 fsd fc0 sc0 ls0 ws0">97,60% </div></div><div class="c xcf y78e web hc8"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y78e wf7 hc8"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y794 we5 h77"><div class="t m0 x2b h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">Razem (A.1.+A.<span class="_ _1"></span>2.) </div></div><div class="c x39 y794 wfa h77"><div class="t m0 x2b h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y794 wee h77"><div class="t m0 x7f h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">85,39859 </div></div><div class="c xd2 y794 wef h77"><div class="t m0 x29 h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">98,69% </div></div><div class="c xca y794 wdb h77"><div class="t m0 x10 h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">50,21% </div></div><div class="c x3b y794 wf0 h77"><div class="t m0 xbb h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">48,48% </div></div><div class="c x8e y794 wf0 h77"><div class="t m0 x3c h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd3 y794 wf0 h77"><div class="t m0 x3c h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x9a y794 wf1 h77"><div class="t m0 x3c h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xd4 y794 wf0 h77"><div class="t m0 x3c h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xcc y794 wff h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd5 y794 w100 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd6 y794 wff h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd7 y794 w100 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd8 y794 wff h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd9 y794 w101 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y794 wf0 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xce y794 w104 h77"><div class="t m0 x1d h68 y2a6 ff3 fsd fc0 sc0 ls0 ws0">97,60% </div></div><div class="c xcf y794 web h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd0 y794 wf7 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y795 w105 hb4"><div class="t m0 x2b h68 y3c4 ff6 fsd fc0 sc0 ls0 ws0">B. DZIAŁALNOŚĆ NIEKW<span class="_ _1"></span>ALIFIKUJĄCA SIĘ<span class="_ _1"></span> DO SYSTEMATYKI<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c xca y795 we9 hb4"><div class="t m0 x2b h68 y0 ff3 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x3b y795 we9 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y795 we9 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y795 we9 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y795 w106 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y795 we9 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y795 wff hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y795 w100 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y795 wff hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y795 w100 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y795 wff hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y795 w101 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y795 we9 hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y795 wea hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y795 web hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y795 wec hb4"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y796 we5 h38"><div class="t m0 x2b h68 y786 ff6 fsd fc0 sc0 ls0 ws0">Nakłady inwestyc<span class="_ _1"></span>yjne z </div><div class="t m0 x2b h68 y787 ff6 fsd fc0 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 x2b h68 y788 ff6 fsd fc0 sc0 ls0 ws0">niekwalifikującej si<span class="_ _1"></span>ę do </div><div class="t m0 x2b h68 y114 ff3 fsd fc0 sc0 ls0 ws0">systematyki (B)<span class="_ _1"></span> </div></div><div class="c x39 y796 wfa h38"><div class="t m0 x2b h68 y789 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y796 wee h38"><div class="t m0 x1d h68 y789 ff3 fsd fc0 sc0 ls0 ws0">1,12952 </div></div><div class="c xd2 y796 w107 h38"><div class="t m0 x33 h68 y789 ff3 fsd fc0 sc0 ls0 ws0">1,31% </div></div><div class="c xca y796 we9 h38"><div class="t m0 x33 h68 y0 ff3 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x3b y796 we9 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y796 we9 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y796 we9 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y796 w106 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y796 we9 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y796 wff h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y796 w100 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y796 wff h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y796 w100 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y796 wff h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y796 w101 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y796 we9 h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y796 wea h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y796 web h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y796 wec h38"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y797 we5 h77"><div class="t m0 x2b h68 y53b ff3 fsd fc0 sc0 ls0 ws0">Razem (A+B) </div></div><div class="c x39 y797 wfa h77"><div class="t m0 x2b h68 y53b ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y797 wee h77"><div class="t m0 x7f h68 y53b ff3 fsd fc0 sc0 ls0 ws0">86,52811 </div></div><div class="c xd2 y797 w107 h77"><div class="t m0 x29 h68 y53b ff3 fsd fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xca y797 we9 h77"><div class="t m0 x33 h68 y0 ff3 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x3b y797 we9 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x8e y797 we9 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd3 y797 we9 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x9a y797 w106 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd4 y797 we9 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcc y797 wff h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd5 y797 w100 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd6 y797 wff h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd7 y797 w100 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd8 y797 wff h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd9 y797 w101 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y797 we9 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xce y797 wea h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcf y797 web h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xd0 y797 wec h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3f h64"><div class="t m0 x4 h10 y798 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y799 ff1 fs3 fc0 sc0 ls0 ws0">Grupa MIRBUD zr<span class="_ _1"></span>ealizowała w 2024 r. nakłady i<span class="_ _1"></span>nwestycyjne w wys<span class="_ _1"></span>okości 86,53 mln zł. Zdecydowana w<span class="_ _1"></span>iększość nakładów (85,4 mln z<span class="_ _c"></span>ł<span class="_ _1"></span>) dotyczyła </div><div class="t m0 x4 h6 y79a ff1 fs3 fc0 sc0 ls0 ws0">rodzajów działalnośc<span class="_ _1"></span>i kwalifikujących się do system<span class="_ _1"></span>atyki, w tym (działalnośc<span class="_ _1"></span>i wymienione są w kolejnośc<span class="_ _1"></span>i od mających n<span class="_ _c"></span>ajwiększy udzia<span class="_ _1"></span>ł w nakładach </div><div class="t m0 x4 h6 y79b ff2 fs3 fc0 sc0 ls0 ws0">inwestycyjnych):<span class="_ _1"></span> </div><div class="t m0 x4 h6 y79c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady inwesty<span class="_ _1"></span>cyjne związane z działalnością 6.15. Infras<span class="_ _1"></span>truktura wspomagająca transport dro<span class="_ _1"></span>gowy i transport publiczny wynio<span class="_ _c"></span>sły 41,95 mln zł (48,5%<span class="_ _1"></span> </span></span></div><div class="t m0 x93 h6 y79d ff1 fs3 fc0 sc0 ls0 ws0">całkowitych nakładów<span class="_ _1"></span> inwestycyjnych)<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y79e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady <span class="_ _11"> </span>inwes<span class="_ _1"></span>tycyjne <span class="_ _11"> </span>związane <span class="_ _16"> </span>z <span class="_ _11"> </span>działa<span class="_ _1"></span>lnością <span class="_ _16"> </span>7.7. <span class="_ _11"> </span>Naby<span class="_ _1"></span>wanie <span class="_ _16"> </span>i <span class="_ _11"> </span>prawo <span class="_ _11"> </span>w<span class="_ _1"></span>łasności <span class="_ _16"> </span>budynkó<span class="_ _1"></span>w <span class="_ _16"> </span>wyni<span class="_ _1"></span>osły <span class="_ _16"> </span>29,57 <span class="_ _11"> </span>ml<span class="_ _1"></span>n <span class="_ _16"> </span>zł <span class="_ _11"> </span>(34,2% <span class="_ _11"> </span>całkowit<span class="_ _d"></span>ych <span class="_ _11"> </span>nakładów </span></span></div><div class="t m0 x93 h6 y79f ff2 fs3 fc0 sc0 ls0 ws0">inwestycyjnych)<span class="_ _1"></span> </div></div></div><div class="pi" ></div></div><div id="pf3d" class="pf w3d h64" ><div class="pc pc3d w3d h64"><img class="bi x52 y0 w108 h65" alt="" 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ADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAIAWBQAAgG3tbQEA0LDM3OKwEWFvAe5hLgoAAEBp5qIAwAObxp7nU8qNxqEAaFEAgOqqeM59vABaFABos/fUKYAWBQDotzwBeBfPLgIAAKA0c1EAoAq3TUEzMyKmr6sccKHb7rY9eUlu2QV6Zi4KAACAFgUAAKB17tEFAD6GRxN50C6gRQEA5KuwBCjHPboAAACUZi4KAGxr62HmdPyTIeThcJi+udbZT44/P+mlU5iUArzBXBQAAIDSzEUBgEpV9enQVf406Ksj3LeXbJQKaFEAgF6i94YCvNqZ859UmABaFACoNAhvO8jxM5yXPiy65EQ316nOBNCiAAB1pbJkBdCiAEDtdbdwgBkR0wh0XnfTvyNieqDuFo4njYjn5+f5SHZ34RG+81f46gs+/5Xjd7QroEUBADZM0LXO8r8GY7fGvb+7aGJbAOrhb7oAACWUH+tNdVc+8ZZXZWZKUKBb5qIAQF2FtuK5MnOVM8fxy7XzHpP7XUX6UbkOoEUBAC265kFmH9rc7eJhtkiOAloUAGArl57TU08An/2iSATQogDAR7vaeCfpdvLXPl8+yXntObqzB1u8/HD8a+9slxvVlQXaLQH2zNQ9td//Lc/Zk9gGpL4/ZBPMl4FgJ47XqqmpjC0LgWFKK91qDQ1GnDqnV8c10dTYzFR0evB90ewdxuJ1CSQVc6J9qW6fWr/bdem4xEsBABcFAAAAuJe+rvvghKfNV7g5dvqwq4R2AgAuCgAAAPAc+mqXVaGDLrdCg3sfMRHb0FHHAqfoKADgogAAAADrXW7z3sY+1apRdK1wZiK6+ZLUiQ7nHGt+nBYdBQBcFAAAAOCrjPcuJY7mZOR226jpw68GOgoAuCgAAAC8uBN+1u5urvlcN5KmUJD1dm6xXsGkT52yicmN7N9+2u3NV6ZLGc08fZQVAJ4UxyUAAACAZ1TiwWK8fQfeZl9TsU6H8w2wP4AHbGYDAICLAgAAACx2zpki+nmt3UxWr7er2Vy8AQB+HuToAgAAwNe4U6eT1fHDpVm4/cTdpStIk8GmNk1vo1WUhoK3nfEIC0QBABcFAAAA+A5m218COvip1qLQ62WZ4x9fsYLUxJInthN0Tczp1CE+v/EpAAAuCgAAALC9cMracOjtJN6e8rXTaJuQ5ianMNj5om4JjQIALgoAAAAo4srGE0Vrz9FLcQMNtL+BysCxRnsWlfNbnbTYcyatiaoM1zdacu56HXeVGCTLtKmDK+KsuQitZtdHNJUbyjpWWXci73e6GC8AwLeF2kUAAACwmdZOlwJ66go9Gy5endOSakYA8OMhLgoAAABbytjkx28HJPs7dt4aw40dRE1Mt74CYyHNTqptu5qRiPQ/NJ2dS8ouAOCiAAAA8OpueTOIN7gyc35Xq0XXbEA1Px+enZbA6VTkzgW5fnG4q8Hqu+goAOCiAAAAgIjOajNRP9bMTGaVKZq5UnSWpqqKSf+4q0/5phm2zXNskaeuqr4LAPDDYL0oAAAAPIEPP6Cf+53Xop1UWSkKAC8CcVEAAIBXp1P/dvPc3cGM2ZlbucywOFGRGKOJ19YZtRrrzQPND0X2Q5eqHzV7OxV65+8cM1E1dzqJd/C8iKwCAC4KAAAAT8BnkmD77rTucCvycsdUs9tMTG5uRnorI3emB7LmEwBgPuToAgAAwAZeOuezYyWF5oho57MLdlixba5GY5vzCyN1m/3Q3W4AANZBXBQAAADW6FA7KCqTgcFWM11gbktMdcxdPx+QHBvh5Xxl+ghNlrKI6OQmLoRPAQAXBQAAABR01qfGApgrNkSZKZwDZjhkdFfNZuTojjE/R3fiCnz4JzoKANCCHF0AAAD4Yr9dIaJfdSKDxZP64yLnFgDgJsRFAQAAfr4W9uNvn6w2FNMqTO21URERddqzNRXR5Ybmrgeg/X+amVn03rc/dhUaNb1Z3yjeuhLpSNKt0CsiMQU7RWJnADIQ51QTVVW7tInnixY/Ku7awDVfGixln1IAwEUBAADgiy10+vV77PC5KKq5dC3oUI7uBuN3ts1FmFgr20/3JXYKAC8OOboAAAAvJKJLFXS6ZmynwdJul6bmrpA3+2Qh3bWXfavrDwDwgyEuCgAA8CoKOrPxnEWSKRo5uOWJLF/wOS6lU2qXootRop73bvmoaXtV1NdkCx01vZzynMpMTZJwPwo6VrgIAAAXBQAAgJ/jpfcSHnPpGO3jfRxX3UwRXb1fS8eKP6nlW13wwas9WlYXHQUAXBQAAAB+jHzOFKSZPWxV0naFiJqZyNR4uutFdaCZmUUTVdFUfkhMTFS1iZSmd/TSa7/IU38A7Uuqg5HY2b8I6HhpJ6G403m/N2oUPdfjyTcFgIsCAAC8hIhuWCCns2Pnog/O/3i72Vj7sa5UtVNltz3vDzGmV5xzzrsYo6rz3jvnnHOqmrt+h6kriVFEpKqqGEM6emcAg4IxYR0ICQAALgoAAPBjRXTbbh+Q77r+ECZ9OTwvJY1RVVVdlmUpKpX49euXqriRLOP23402FkXuXG4mdR3quq7ruh3P7OfcTkQsiY+97BPKVw+AiwIAACCit/u5lVXbDbo2WabTpXfnH2UwR3e48VBJ3sYGsyxzTlMQ1EzMYlmWqUGMMf1Q13V/MEkbUuBUxbxqlmVZluV5tt8XZto53GAgenBpKE7ysk8fXz0ALgoAAICILlPEhaY6fAi71X5+JLbdsj+1994XReGc896ZSjQ5naqyPKSQpnMuptTbSxA1tP6ZfnDORTMRCXUtIl4liiSJTbm+//zzT/p0EtHUvnFg772wdwuP29pu8VXARQEAAODlZsYrJFPW7vy5SHRH+5FuXLT5uaqq4zGc6hBCaF50zkkrj7f94uAYLoHNGNv1kGKsqsq5Qi9tsixzXkMIdV13wqSLqhnBKzxic4paYaeAiwIAAMDzTYv7qbP9eW2TBzvQQD9iepeudGwMEzt/tnRR2um2rZDmVQ3cTgJw/ygp/BhCSJFJEYkxBom7osiyTMViNKfORGK0//3v36gaog3P4VUXSYapmFMxp3aux2tmqhItOPGqejzU+d4VRZblrizLGIOqO29Keq21A6dmKb66YlwD2rzIeeAx/jl2A6x7qLFT+DE4LgEAAACz7Z4l2ib9bD7aEEKWZd57M0tS+vv37zzPvfdyHep87PUUM/v37e1UnpxzRVGkET5McgAAnhHiogAAAC+to53SrzNNdc4+nJ1qPUM/LFPHFA4NIYiIc+7Xr12WZZWFuqpF467Iz2tHH2ikqqqiMVqMsSzrUL+XVdgXuzzbiVhV1TFGlcveoQSyXv6hI5gJgIsCAAA8pTc++BCDizCvc3dlUfSv89kV4hdjzLJsvy+ckxDscDgd6mOswz4vijxr745NDVgAAAqvSURBVDL6IBdtZS87l9UhVG+Hqqz//P6V53me5yGEOpQWo3MOF33x53dbEZ2zzy0ALgoAAAA/03UXRVDX1Tdqz+NVdbfb5bl3TqrK3t/f67qurDovsUwpul+UBquqoY7qnHMSQjwcTmVZ/vnzx3sfzdWxlhidU3T0+9zkK+SNLGsAXBQAAABR/GyfY/thDh53xVYrnVfXnU5Te9Z7771PO32eTuXxeEqlcbVdD9csmjl5qO+ZmH5YjYqpmUUxqyqtVeT9z5/feZ53SkDBMz41Ww2MACYALgoAAPAq8+n+biKjBV3lolQLixh1Wjb9n3V3Mjt3anMXp865PM/z3JnJ6VS9vb21x5nCoNcnqKofr5hFVXePaKmqRovNhTQzVXd+R6KJmNjxeKzr6j//+b/9fl+WpcXzbwGa3Uc31BIMZ/XzNbiw+R5Om77xsaXUn/w2x4bKjQG4KAAAADxibt1s1iJbZN7erxxue8DtMaef0+ve+6Lwqs7MDoeyqqqyLL/zxLob+jQx5+oY398Pf/78znxRW20W2+fITfttnyNGBYCLAgAAvO6E+H7tR6ra3lbHOdLbXuR5a6g6WBLJe5/neZa5IFJV9fv7e7LQLMtuphZ/JdpS0vPZiYkcDidVv9/vs8zXtcQYWXb4zZ+7zh2+1bM8XybHMgjQUcBFAQAA4OlFdGqZqHYbN/PymxK7bkFpWwCcc0WRe++qKvw9vMcYU+3cVET3e8/Fo4iYijanaCKiJnI8nlTd798778XMYoyDG5DCwx6Zm518covd+50mOgq4KAAAAHxHEV23znNss9D5O46uPq92yMh7n5xTxA6H0+FwCGL9xa5N++/mclcrcpObxuicM5EqRDmevHd57p1zN0PH8IUGeFff+3zn6Cj8JByXAAAA4EUm2WNH2SoEtFpNnXNZlhVFlmUuxvjvv3///v3bvOW9T5Nv59yY+30vtD1CZ6Z5XkST98PRzLIsc86Rqfv9H0O+IIB7Q1wUAADgWRV0ziLPAVFqrbc0lW5G7sgWndPpi/13Va0pTiQSU3ptEDO77MCiKhbTKtA8z8zsWNVlWdZ1HWN0mY8iKcF16qRUxZxqNKcmoqLpdOzc/2ayaqqm5i4DcSIqohZV1DSaONNrt7TmagRVCaESkSrIe1n9/uV9lsUozfhMonxsTHP1HTVlV/tbtjbB1R8cJdvQBsfK1U4nBWw1gImCVe3XZ36VP/57B1wUAAAA8OHFAjzRSXslanIAp1oUhXNS1/FwOJRl2bblp6Ofo9uPP5dlmXm/K3JE4lkk9gHjaW2Ru6DKUadP7ih4RsjRBQAAeMqp9gM2XOkfa6Jk7swM3nZMryhy7yUES5Vy07vOuSedVc/JfK7ruizLlKnLbYweo5Hw4vD/IAAAwM+Z1H6yt/PPQ3o5J0e3+XtshClTN8uyLPOqGqO9vx/qug4h9HtLNX6e9auxYeUIMZxOp31R7Hd5DCP50PDVD8WDjzIn2R5fBVwUAAAAXn02vzpHN82n8zxP24TWIR4PhyZImHY6ebxdbM50gd8k2MfTaVfkzrt4LeHwIxX3ZuXbFRuQAuCiAAAA8JST49UHWlctqWnps6woMjF5OxwPx6OIOO/NrA5BVTWVyVVNOhdi7BTOfQoRPZ/ByLVy3olZqEMI5vAOGLmLKOELuCgAAAB8I72cucln/5/e+7FP2bwD3Vzq1qn12nzKTJrtWHa7nTmpqvpwONZ13S7n23bOppNFItpatiqqyQZ1Kl/2ixwjxuidq+v6eDz++b1Pr5iYtsoZDwbHmhf7PzRX4Aess938FKaLaQ0uTr6HB6ZvJ+0327mxU+L61VM5Um537JaY2QAAFwUAAIA7zukfP/scmz2ft3NRJyLO+f0+E5G/h/fjsUwz8tcM/pwX06rUdW32lGtiv5u+PstI5vxC595mDoCLAgAAwDbT3H4N26Vz9JGYqsqqdaHjkdtYluF4PFYxiGiKC7XDQS9FCMGrq6qqDnWeZap6qRhluMfXyqpdkEui7M3Y48xu2+Wj+902K6UHD9c21UV3CHcU4KIAAADwZdPu22/plNku6nZwt8M0Gw4hvr29xRjNqapbMav+MTSGYzGWZbUrcjNnUbldNxfLT3bSj1J+8ugTN3xbVqezc9sN5jxHr/ysAS4KAAAAw/Pge8wOOxPZifWlG/rAxAq31uuW1uYFORfL1UuBohe7DUSdyuVC1XWNI3xbAX7kGMYe223/lyBMCrgoAAAA8+DN2gy8kgKd57pEelFPuZqCqpro5V2xVNrH5CpIektx08dN7KNgrEVVjSFkee6dpqpFqpfjq8aPFGDdVg+G47RiY2d0169az9dVPtKdrwalImomolqFUNdRnUp05w/oK9780760KBt86a9ROhmzJmIm6dsZ3vt1XY6uaLoTmlSEgdO8/lFFb56O9p6jMdVkTTLgogAAAIjo1Hxxk54vithuo00x26bh5U93FixDLw0GbSxtXmLpR1XVEILTmOfZfr+LMV4O8eHBJpJKGdnHpHyDKXKz3nKiyQNL6Z6F0tKJW2ccKiaXAr9qZlUd9/usyVtOF7Nz5W/eMGMNnisIdil2pTft9J6kX9NIqwjz+IOx8NQuBumGbmBr11GedtFFJv+MdwLgogAAAPD09vv5YMhUVqHZOeR5aemcK4oiy1xZVtFsvyv4Lm5S13WMTMa2qUa7rsMpe9w0dN8KY64P/N60ShJxARcFAACAbWzwfgNrZtszty3tWG5Kvm3eStuHeq+Hw+l4PGZZhovOdFFpImMvf8PfLPDzgGftrr/B+UhS197z2HHOGQnz1CUCXBQAAAC+kYVutY5u7MWPtyyIuDQVds7leeacVlV4O55E1DvPPTCHEAJr+dbVbb7HQ9HeXOfz61Q7Arlhh9MCT2gUcFEAAAD4pvP7TXxVRFSiqMuyzHsvKv/9+17XdVopSqWURS7a2sqSK7fGvr7QY5cuCL+HfH7yEgHgogAAAD9T/CYadyaL/cjJfJ9sZc9OtUxVXhfNlVPjGGN/FxZVLXZ7793pVL4fjlUIzrmLiF4XobH7Xvz23oyqEqM4dx62994sPuxOaM46VVTSy4Y2Ex+pqmo3mc+c1uL+7IdlLN00xtjXqumU5kX22Lvbb4xndU3sq6deB85RnLZvobH/Jeb/x9Kvr4ugAi4KAAAAa+fQIs0uLe3p7NU/bcHh5mye0bhQjDGEkDJyzUxdttsVZvL3/VCVVR3jI7zz5X+RAY+82vf4auaocr9y9eCj2lk4CoCLAgAAwEMn1r1p64ISnfODPOnvJjrnnMv3+zra4XA4nU6dwJ2KKEa6jHPM2blnunLfUIE+X9+ofcPfqZTu4EaynaJEKreXgBLnBFwUAAAAHjer7mvkhFguymO8WVilWdOYFohGs+PxWJZl21FhraI8WSndbYe6Se2i+fntX3Li/bzZKVkdCoeO6agMRU1xVMBFAQAAYNspr82fds9PBZxZTTe1995771Xl7T2JqDrvpLUxTOrRPXCJ5rN/0T87wfJOObF3rQC04Q69S/tsPUcDq0bHxtxfXIqOAi4KAAAAd5++d6fXW8+h21Pb3W7nvTseT8fj8RQsLRyN0VTVOQ0hiIhioat4InO4qzx/E4n6blt3dgp0ffOrBzCf/we2BU4h+tEYpAAAAABJRU5ErkJggg=="/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls2e ws0">61<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y7a0 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady inw<span class="_ _1"></span>estycyjne związane z dzi<span class="_ _1"></span>ałalnością 7.1. Budowa no<span class="_ _1"></span>wych budynków wyniosły 1<span class="_ _1"></span>3,83 mln zł (16% całkowity<span class="_ _1"></span>ch nakładów inw<span class="_ _c"></span></span>estyc<span class="_ _1"></span>yjnych) </span></div><div class="t m0 x4 h6 y7a1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Nakłady <span class="_ _d"></span>inwestycy<span class="_ _1"></span>jne <span class="_ _1"></span>zwią<span class="_ _1"></span>zane <span class="_ _1"></span>z <span class="_ _c"></span>dz<span class="_ _1"></span>iałalnością <span class="_ _c"></span>6.5. <span class="_ _c"></span>T<span class="_ _1"></span>ransport <span class="_ _c"></span>motocykla<span class="_ _1"></span>mi, <span class="_ _1"></span>sam<span class="_ _1"></span>ochodami <span class="_ _c"></span>osobowymi <span class="_ _c"></span>i<span class="_ _c"></span></span> <span class="_ _1"></span><span class="ff1">lekkimi <span class="_ _c"></span>pojazdami <span class="_ _c"></span>uż<span class="_ _1"></span>ytkowymi <span class="_ _c"></span> <span class="_ _c"></span>wyniosły <span class="_ _c"></span>0,<span class="_ _1"></span>05 </span></span></div><div class="t m0 x93 h6 y7a2 ff1 fs3 fc0 sc0 ls0 ws0">mln zł (poniżej 0,1% całko<span class="_ _1"></span>witych nakładów inwestycy<span class="_ _1"></span>jnych) <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y74c ff1 fs3 fc0 sc0 ls0 ws0">W przypadku wsz<span class="_ _1"></span>ystkich rodzajów dzia<span class="_ _1"></span>łalności potwierdzono, że dzia<span class="_ _1"></span>łalności te kwalifikują się d<span class="_ _1"></span>o systematyki, ale nie potw<span class="_ _1"></span>ierdzono spełnienia </div><div class="t m0 x4 h6 y7a3 ff1 fs3 fc0 sc0 ls0 ws0">technicznych kryteriów kw<span class="_ _1"></span>alifikacji, a zatem uznan<span class="_ _1"></span>o nakłady inwestycy<span class="_ _1"></span>jne związane z tymi rodzajami działa<span class="_ _1"></span>lności za kwalifikuj<span class="_ _c"></span>ące się do <span class="_ _1"></span>systematyk<span class="ff2">i, ale </span></div><div class="t m0 x4 h6 y7a4 ff1 fs3 fc0 sc0 ls0 ws0">nie zgodne z nią.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7a5 ff1 fs3 fc0 sc0 ls0 ws0">Udział nakładów <span class="_ _1"></span>inwestycyjnych związanych z rodzaj<span class="_ _1"></span>ami działalności zrównoważ<span class="_ _1"></span>onej środowiskowo (zgodn<span class="_ _1"></span>ej z<span class="_ _1"></span><span class="ff2"> </span>sys<span class="_ _1"></span>tematyką) w całości nakładów </div><div class="t m0 x4 h6 y7a6 ff1 fs3 fc0 sc0 ls0 ws0">inwestycyjnych wy<span class="_ _1"></span>niósł w 2024 r. 0%, a udział nakł<span class="_ _1"></span>adów inwestycyjnyc<span class="_ _1"></span>h związanych z rodzajami działalności k<span class="_ _1"></span>walifikujące<span class="_ _1"></span>j się do sy<span class="_ _1"></span>stematyki, ale </div><div class="t m0 x4 h6 y7a7 ff1 fs3 fc0 sc0 ls0 ws0">niezgodnej z nią 98,7%. Ł<span class="_ _1"></span>ącznie udział nakład<span class="_ _1"></span>ów inwestycyjnych związanyc<span class="_ _1"></span>h z<span class="_ _1"></span><span class="ff2"> </span>rodzajami działalności kwalifik<span class="_ _1"></span>ującej się do systematyki wy<span class="_ _1"></span>niósł 98,7%. </div><div class="t m0 x4 h6 y7a8 ff1 fs3 fc0 sc0 ls0 ws0">Pozostałe 1,3% nakła<span class="_ _1"></span>dów inwestycyjnyc<span class="_ _1"></span>h przypadało na rodzaje działalności niek<span class="_ _1"></span>wali<span class="_ _1"></span>fikujące się do systema<span class="_ _1"></span>tyki, czyli takie, dla których r<span class="_ _1"></span>egulator nie ustalił </div><div class="t m0 x4 h6 y7a9 ff1 fs3 fc0 sc0 ls0 ws0">Technicznych Kryteriów <span class="_ _1"></span>Kwalifikacji w<span class="ff2"> </span>za<span class="_ _1"></span>łącznikach do aktu delegowa<span class="_ _1"></span>nego.<span class="ff2"> </span></div><div class="t m0 x4 h6 y7aa ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y7ab we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xc8 y7ab we1 hbf"><div class="t m0 x10 h2 y757 ff1 fs0 fc5 sc0 ls0 ws0">Część nakładów inwestycyjnych/Łączne nakłady inwestycyjne<span class="ff2"> </span></div></div><div class="c xc7 y7ac we0 hc0"><div class="t m0 x10 h2 y759 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y7ac we2 hc0"><div class="t m0 x10 h2 y759 ff1 fs0 fc0 sc0 ls0 ws0">Zgodność z systematyką w podziale na </div><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls0 ws0">cele </div></div><div class="c xc9 y7ac we3 hc0"><div class="t m0 x10 h2 y759 ff1 fs0 fc0 sc0 ls0 ws0">Kwalifikowanie się do systematyki w </div><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls0 ws0">podziale na cele </div></div><div class="c xc7 y7ad we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls29 ws0">CCM<span class="ls0"> </span></div></div><div class="c xc8 y7ad we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7ad we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">50,21% </div></div><div class="c xc7 y7ae we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls29 ws0">CCA<span class="ls0"> </span></div></div><div class="c xc8 y7ae we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7ae we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">48,48% </div></div><div class="c xc7 y7af we0 hc9"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls2a ws0">WTR<span class="ls0"> </span></div></div><div class="c xc8 y7af we2 hc9"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7af we3 hc9"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y37c we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls29 ws0">CE<span class="ls0"> </span></div></div><div class="c xc8 y37c we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y37c we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y7b0 we0 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 lsa ws0">PPC<span class="ls0"> </span></div></div><div class="c xc8 y7b0 we2 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7b0 we3 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y7b1 we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">BIO </div></div><div class="c xc8 y7b1 we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7b1 we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w3f h64"><div class="t m0 x4 h10 y181 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf3e" class="pf w3d h64" ><div class="pc pc3e w3d h64"><img class="bi x4 y0 w109 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls2e ws0">62<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 ha4 y761 ff9 fsa fc6 sc0 ls0 ws0">Wydatki operacyjne<span class="_ _0"></span> (OpEx)<span class="ffa"> </span></div><div class="t m0 x4 h26 y762 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 6: Odsetek<span class="_ _0"></span> wydatków oper<span class="_ _0"></span>acyjnych (OpE<span class="_ _0"></span>x) zgodnych z<span class="_ _0"></span> systematyką<span class="ffa"> </span></div></div><div class="c x20 y7b2 w10a h85"><div class="t m0 x2b h67 y501 ff2 fsd fc0 sc0 ls0 ws0">Rok obrotowy 202<span class="_ _1"></span>4 </div></div><div class="c x39 y7b2 w10b h85"><div class="t m0 x50 h67 y501 ff2 fsd fc0 sc0 ls0 ws0">Rok </div></div><div class="c xda y7b2 w10c h85"><div class="t m0 x62 h67 y501 ff1 fsd fc0 sc0 ls0 ws0">Kryteria dotyczące ist<span class="_ _1"></span>otnego wkładu<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xdb y7b2 w10d h85"><div class="t m0 x76 h67 y37e ff1 fsd fc0 sc0 ls0 ws0">Kryteria dotyczące z<span class="_ _1"></span>asady DNSH<span class="ff2"> </span></div><div class="t m0 x70 h67 y765 ff1 fsd fc0 sc0 ls0 ws0">(„nie czyń poważnyc<span class="_ _1"></span>h szkód”)<span class="ff2"> </span></div></div><div class="c xcd y7b2 w10e h85"><div class="t m0 x2d h67 y766 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y7b2 w10f h85"><div class="t m0 x11 h10 y766 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y7b2 web h85"><div class="t m0 x76 h10 y766 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdd y7b2 wec h85"><div class="t m0 x32 h10 y766 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y7b3 we5 hc3"><div class="t m0 x2b h67 y768 ff1 fsd fc0 sc0 ls0 ws0">Działalność gospo<span class="_ _1"></span>darcza<span class="ff2"> </span></div></div><div class="c x39 y7b3 wed hc3"><div class="t m0 x10 h67 y769 ff2 fsd fc0 sc0 ls0 ws0">Kod lub </div><div class="t m0 x3c h67 y26e ff2 fsd fc0 sc0 ls0 ws0">kody </div></div><div class="c xd1 y7b4 w104 hc4"><div class="t m0 x1d h67 y7b5 ff2 fsd fc0 sc0 ls0 ws0">Wydatki </div><div class="t m0 xbb h67 y76c ff2 fsd fc0 sc0 ls0 ws0">operacyjne w </div><div class="t m0 xe h67 y76d ff1 fsd fc0 sc0 ls0 ws0">ujęciu </div><div class="t m0 x2b h67 y76e ff1 fsd fc0 sc0 ls0 ws0">bezwzględnym<span class="_ _1"></span><span class="ff2"> </span></div></div><div class="c xd2 y7b4 w110 hc4"><div class="t m0 x1d h67 y7b5 ff1 fsd fc0 sc0 ls0 ws0">Udział </div><div class="t m0 xbb h67 y76c ff2 fsd fc0 sc0 ls0 ws0">procentowy </div><div class="t m0 x2e h67 y76d ff1 fsd fc0 sc0 ls0 ws0">wydatków </div><div class="t m0 x2b h67 y76e ff2 fsd fc0 sc0 ls0 ws0">operacyjnych<span class="_ _1"></span> </div></div><div class="c xda y7b4 w111 hc4"><div class="t m2 x1d h67 y76f ff1 fsd fc0 sc0 ls0 ws0">Łagodzenie zmia<span class="_ _1"></span>n </div><div class="t m2 x34 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c x9f y7b4 w112 hc4"><div class="t m2 x1d h67 y765 ff2 fsd fc0 sc0 ls0 ws0">Adaptacja do z<span class="_ _1"></span>mian </div><div class="t m2 x37 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c xde y7b4 w113 hc4"><div class="t m2 x68 h67 yd ff2 fsd fc0 sc0 ls0 ws0">Zasoby wodne i m<span class="_ _1"></span>orskie</div><div class="t m2 x68 h67 y770 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y7b4 w112 hc4"><div class="t m2 x1d h67 y3e0 ff2 fsd fc0 sc0 ls0 ws0">Gospodarka o o<span class="_ _1"></span>biegu </div><div class="t m2 x37 h67 y497 ff1 fsd fc0 sc0 ls0 ws0">zamkniętym</div><div class="t m2 x37 h67 y771 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y7b4 w114 hc4"><div class="t m2 x68 h67 y505 ff2 fsd fc0 sc0 ls0 ws0">Zanieczyszczenie</div><div class="t m2 x68 h67 y772 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xe1 y7b4 w113 hc4"><div class="t m2 x1d h67 y380 ff1 fsd fc0 sc0 ls0 ws0">Bioróżnorodność i </div><div class="t m2 x37 h67 y2a0 ff2 fsd fc0 sc0 ls0 ws0">ekosystemy</div><div class="t m2 x37 h67 y773 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y7b4 w115 hc4"><div class="t m2 x2f h67 y76f ff1 fsd fc0 sc0 ls0 ws0">Łagodzenie zmia<span class="_ _1"></span>n </div><div class="t m2 x28 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c xe2 y7b4 w12 hc4"><div class="t m2 x2f h67 y765 ff2 fsd fc0 sc0 ls0 ws0">Adaptacja do z<span class="_ _1"></span>mian </div><div class="t m2 x28 h67 y267 ff2 fsd fc0 sc0 ls0 ws0">klimatu </div></div><div class="c xe3 y7b4 w12 hc4"><div class="t m2 x2d h67 yd ff2 fsd fc0 sc0 ls0 ws0">Zasoby wodne i m<span class="_ _1"></span>orskie</div><div class="t m2 x2d h67 y770 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y7b4 w115 hc4"><div class="t m2 x2f h67 y3e0 ff2 fsd fc0 sc0 ls0 ws0">Gospodarka o o<span class="_ _1"></span>biegu </div><div class="t m2 x28 h67 y497 ff1 fsd fc0 sc0 ls0 ws0">zamkniętym</div><div class="t m2 x28 h67 y771 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y7b4 w12 hc4"><div class="t m2 x2d h67 y505 ff2 fsd fc0 sc0 ls0 ws0">Zanieczyszczenie</div><div class="t m2 x2d h67 y772 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y7b4 w116 hc4"><div class="t m2 x2f h67 y380 ff1 fsd fc0 sc0 ls0 ws0">Bioróżnorodność i </div><div class="t m2 x28 h67 y2a0 ff2 fsd fc0 sc0 ls0 ws0">ekosystemy</div><div class="t m2 x28 h67 y773 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y7b4 w111 hc4"><div class="t m2 x68 h67 y10f ff2 fsd fc0 sc0 ls0 ws0">Minimalne gwa<span class="_ _1"></span>rancje</div><div class="t m2 x68 h67 y774 ff2 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y7b4 w117 hc4"><div class="t m0 x1d h67 y775 ff1 fsd fc0 sc0 ls0 ws0">Udział </div><div class="t m0 xbb h67 y776 ff1 fsd fc0 sc0 ls0 ws0">działalności </div><div class="t m0 x2e h67 y777 ff2 fsd fc0 sc0 ls0 ws0">zgodnej z </div><div class="t m0 x36 h67 y7b5 ff1 fsd fc0 sc0 ls0 ws0">systematyką </div><div class="t m0 x3c h67 y76c ff2 fsd fc0 sc0 ls0 ws0">(A.1.) lub </div><div class="t m0 x2b h67 y76d ff1 fsd fc0 sc0 ls0 ws0">kwalifikującej </div><div class="t m0 x1d h67 y76e ff1 fsd fc0 sc0 ls0 ws0">się do </div><div class="t m0 x10 h67 y4eb ff2 fsd fc0 sc0 ls0 ws0">systematyki </div><div class="t m0 x1e h67 y778 ff2 fsd fc0 sc0 ls0 ws0">(A.2.), rok </div><div class="t m0 x2d h67 y779 ff2 fsd fc0 sc0 ls0 ws0">2023 </div></div><div class="c x86 y7b4 wf6 hc4"><div class="t m0 x2f h67 y7b5 ff2 fsd fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x1e h67 y76c ff1 fsd fc0 sc0 ls0 ws0">(działalność </div><div class="t m0 x2b h67 y76d ff1 fsd fc0 sc0 ls0 ws0">wspomagająca </div><div class="t m0 x30 h67 y76e ff2 fsd fc0 sc0 ls0 ws0">lub) </div></div><div class="c xdd y7b4 wf7 hc4"><div class="t m0 x31 h67 y7b5 ff2 fsd fc0 sc0 ls0 ws0">Kategoria </div><div class="t m0 x2b h67 y76c ff1 fsd fc0 sc0 ls0 ws0">(działalność </div><div class="t m0 x2e h67 y76d ff2 fsd fc0 sc0 ls0 ws0">na rzecz </div><div class="t m0 x31 h67 y76e ff1 fsd fc0 sc0 ls0 ws0">przejścia)<span class="ff2"> </span></div></div><div class="c xd1 y7b3 w104 h75"><div class="t m0 xe h67 y77a ff1 fsd fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c xd2 y7b3 w110 h75"><div class="t m0 x30 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">% </div></div><div class="c xda y7b3 w111 h75"><div class="t m0 x1e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9f y7b3 w112 h75"><div class="t m0 x1e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xde y7b3 w113 h75"><div class="t m0 x1e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdf y7b3 w112 h75"><div class="t m0 x1e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe0 y7b3 w114 h75"><div class="t m0 x1e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe1 y7b3 w113 h75"><div class="t m0 x1e h67 y765 ff2 fsd fc0 sc0 ls0 ws0">T; N; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdb y7b3 w115 h75"><div class="t m0 x2 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xe2 y7b3 w12 h75"><div class="t m0 x2 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xe3 y7b3 w12 h75"><div class="t m0 x2 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xe4 y7b3 w115 h75"><div class="t m0 x2 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xe5 y7b3 w12 h75"><div class="t m0 x2 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xe6 y7b3 w116 h75"><div class="t m0 x2 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xcd y7b3 w111 h75"><div class="t m0 x3c h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T/N </div></div><div class="c xdc y7b3 w117 h75"><div class="t m0 x30 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">% </div></div><div class="c x86 y7b3 wf6 h75"><div class="t m0 x2a h67 y77a ff2 fsd fc0 sc0 ls0 ws0">E </div></div><div class="c xdd y7b3 wf7 h75"><div class="t m0 x28 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">T </div></div><div class="c x20 y7b6 w118 hb5"><div class="t m0 x2b h68 y58b ff6 fsd fc0 sc0 ls0 ws0">A. DZIAŁALNOŚĆ KW<span class="_ _1"></span>ALIFIKUJĄCA SIĘ DO SY<span class="_ _1"></span>STEMATYKI<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x20 y7b7 w118 hb5"><div class="t m0 x2b h68 y58b ff6 fsd fc0 sc0 ls0 ws0">A.1. Rodzaje dzi<span class="_ _1"></span>ałalności zrównoważonej <span class="_ _1"></span>środowiskowo (zgodna z s<span class="_ _1"></span>ystematyką)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x20 y561 we5 hca"><div class="t m0 x2b h68 y7b8 ff3 fsd fc0 sc0 ls0 ws0">Wydatki operac<span class="_ _1"></span>yjne z </div><div class="t m0 x2b h68 y7b9 ff6 fsd fc0 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 x2b h68 y7ba ff6 fsd fc0 sc0 ls0 ws0">zrównoważonej </div><div class="t m0 x2b h68 y765 ff6 fsd fc0 sc0 ls0 ws0">środowiskowo (z<span class="_ _1"></span>godnej z </div><div class="t m0 x2b h68 y779 ff6 fsd fc0 sc0 ls0 ws0">systematyką) (A.1<span class="_ _1"></span>)<span class="ff3"> </span></div></div><div class="c x39 y561 wfa hca"><div class="t m0 x33 h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y561 w104 hca"><div class="t m0 x1d h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00000 </div></div><div class="c xd2 y561 w110 hca"><div class="t m0 x1d h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xda y561 w111 hca"><div class="t m0 xbb h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x9f y561 w112 hca"><div class="t m0 xbb h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xde y561 w113 hca"><div class="t m0 xbb h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdf y561 w112 hca"><div class="t m0 xbb h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe0 y561 w114 hca"><div class="t m0 xbb h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe1 y561 w113 hca"><div class="t m0 xbb h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdb y561 w115 hca"><div class="t m0 x7f h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y561 w12 hca"><div class="t m0 x7f h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y561 w12 hca"><div class="t m0 x7f h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y561 w115 hca"><div class="t m0 x7f h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y561 w12 hca"><div class="t m0 x7f h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y561 w119 hca"><div class="t m0 x7f h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y561 w112 hca"><div class="t m0 x29 h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y561 w117 hca"><div class="t m0 x68 h68 y7ba ff3 fsd fc0 sc0 ls2b ws0">0%<span class="ls0"> </span></div></div><div class="c x86 y561 wf6 hca"><div class="t m0 x84 h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y561 wf7 hca"><div class="t m0 x30 h68 y7ba ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7bb wfd hc5"><div class="t m0 x29 h68 y3c4 ff6 fsd fc0 sc0 ls0 ws0">W tym wspomagają<span class="_ _1"></span>ca<span class="ff3"> </span></div></div><div class="c x39 y7bb wfe hc5"><div class="t m0 x33 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y7bb wfc hc5"><div class="t m0 x84 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y7bb w110 hc5"><div class="t m0 x37 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xda y7bb w111 hc5"><div class="t m0 xbb h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x9f y7bb w112 hc5"><div class="t m0 xbb h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xde y7bb w113 hc5"><div class="t m0 xbb h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdf y7bb w112 hc5"><div class="t m0 xbb h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe0 y7bb w114 hc5"><div class="t m0 xbb h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe1 y7bb w113 hc5"><div class="t m0 xbb h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdb y7bb w11a hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7bb w11b hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7bb w11b hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7bb w11a hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7bb w11b hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7bb w116 hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7bb w10e hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7bb w11c hc5"><div class="t m0 xe h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0"> <span class="ls2c">0%</span> </div></div><div class="c x86 y7bb wf6 hc5"><div class="t m0 x2a h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">E </div></div><div class="c xdd y7bb w11d hc5"><div class="t m0 x30 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7bc wfd hc5"><div class="t m0 x10 h68 y3c4 ff6 fsd fc0 sc0 ls0 ws0">W tym na rzecz prz<span class="_ _1"></span>ejścia<span class="ff3"> </span></div></div><div class="c x39 y7bc wfe hc5"><div class="t m0 x33 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y7bc wfc hc5"><div class="t m0 x84 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd2 y7bc w110 hc5"><div class="t m0 x37 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xda y7bc w111 hc5"><div class="t m0 xbb h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c x9f y7bc w112 hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xde y7bc w113 hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdf y7bc w112 hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe0 y7bc w114 hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe1 y7bc w113 hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdb y7bc w11a hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7bc w11b hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7bc w11b hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7bc w11a hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7bc w11b hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7bc w116 hc5"><div class="t m0 x7f h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7bc w10e hc5"><div class="t m0 x29 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7bc w11c hc5"><div class="t m0 xe h68 y3c4 ff3 fsd fc0 sc0 ls2b ws0">0%<span class="ls0">  </span></div></div><div class="c x86 y7bc wf6 hc5"><div class="t m0 x84 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y7bc w11d hc5"><div class="t m0 x28 h68 y3c4 ff3 fsd fc0 sc0 ls0 ws0">T </div></div><div class="c x20 y7bd w118 hb5"><div class="t m0 x2b h68 y58b ff6 fsd fc0 sc0 ls0 ws0">A.2. Działalność kw<span class="_ _1"></span>alifikująca się do system<span class="_ _1"></span>atyki, ale niezrównoważ<span class="_ _1"></span>ona środowiskowo (<span class="_ _1"></span>działalność niezgodna z sys<span class="_ _1"></span>tematyką)<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c x20 y7be wfd h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x39 y7be wfe h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y7be w102 h75"><div class="t m0 x33 h67 y77a ff1 fsd fc0 sc0 ls0 ws0">mln zł<span class="ff2"> </span></div></div><div class="c xd2 y7be w11e h75"><div class="t m0 x30 h67 y77a ff2 fsd fc0 sc0 ls0 ws0">% </div></div><div class="c xda y7be w112 h75"><div class="t m0 x14 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9f y7be w112 h75"><div class="t m0 x14 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xde y7be w113 h75"><div class="t m0 x14 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdf y7be w112 h75"><div class="t m0 x14 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe0 y7be w114 h75"><div class="t m0 x14 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe1 y7be w113 h75"><div class="t m0 x14 h67 y765 ff2 fsd fc0 sc0 ls0 ws0">EL; </div><div class="t m0 x1e h67 y779 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdb y7be w11a h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7be w11b h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7be w11b h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7be w11a h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7be w11b h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7be w116 h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7be w10e h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7be w10f h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x86 y7be web h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y7be wf7 h75"><div class="t m0 x2b h68 y77a ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7bf we5 hcb"><div class="t m0 x2b h67 y76e ff2 fsd fc0 sc0 ls0 ws0">Transport motocyklam<span class="_ _1"></span>i, </div><div class="t m0 x2b h67 y4eb ff2 fsd fc0 sc0 ls0 ws0">samochodami oso<span class="_ _1"></span>bowymi </div><div class="t m0 x2b h67 y778 ff2 fsd fc0 sc0 ls0 ws0">i lekkimi pojazdam<span class="_ _1"></span>i </div><div class="t m0 x2b h67 y779 ff1 fsd fc0 sc0 ls0 ws0">użytkowymi<span class="ff2"> </span></div></div><div class="c x39 y7bf wfa hcb"><div class="t m0 x2b h67 y76e ff2 fsd fc0 sc0 ls0 ws0">CCM6.5 </div></div><div class="c xd1 y7bf w104 hcb"><div class="t m0 x1d h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">0,00163 </div></div><div class="c xd2 y7bf w110 hcb"><div class="t m0 x1d h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">0,01% </div></div><div class="c xda y7bf w111 hcb"><div class="t m0 x2f h67 y1ed ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x9f y7bf w111 hcb"><div class="t m0 x1e h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xde y7bf w11f hcb"><div class="t m0 x1e h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdf y7bf w111 hcb"><div class="t m0 x1e h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe0 y7bf w120 hcb"><div class="t m0 x1e h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe1 y7bf w11f hcb"><div class="t m0 x1e h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdb y7bf w11a hcb"><div class="t m0 x7f h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7bf w11b hcb"><div class="t m0 x7f h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7bf w11b hcb"><div class="t m0 x7f h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7bf w11a hcb"><div class="t m0 x7f h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7bf w11b hcb"><div class="t m0 x7f h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7bf w116 hcb"><div class="t m0 x7f h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7bf w112 hcb"><div class="t m0 x29 h67 y1ed ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7bf w117 hcb"><div class="t m0 xe h67 y1ed ff2 fsd fc0 sc0 ls0 ws0"> <span class="ls2b">0%</span> </div></div><div class="c x86 y7bf web hcb"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y7bf wf7 hcb"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7c0 we5 hca"><div class="t m0 x2b h67 y49e ff2 fsd fc0 sc0 ls0 ws0">Infrastruktura </div><div class="t m0 x2b h67 y792 ff1 fsd fc0 sc0 ls0 ws0">wspomagająca </div><div class="t m0 x2b h67 y37e ff2 fsd fc0 sc0 ls0 ws0">niskoemisyjny transp<span class="_ _1"></span>ort </div><div class="t m0 x2b h67 y765 ff2 fsd fc0 sc0 ls0 ws0">drogowy i transpo<span class="_ _1"></span>rt </div><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">publiczny </div></div><div class="c x39 y7c0 wfa hca"><div class="t m0 x2b h67 y37e ff2 fsd fc0 sc0 ls0 ws0">CCA6.15 </div></div><div class="c xd1 y7c0 w104 hca"><div class="t m0 x1d h67 y37e ff2 fsd fc0 sc0 ls0 ws0">5,41156 </div></div><div class="c xd2 y7c0 w110 hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">33,80% </div></div><div class="c xda y7c0 w111 hca"><div class="t m0 x1e h67 y37e ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c x9f y7c0 w111 hca"><div class="t m0 x2f h67 y37e ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c xde y7c0 w11f hca"><div class="t m0 x1e h67 y37e ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdf y7c0 w111 hca"><div class="t m0 x1e h67 y37e ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe0 y7c0 w120 hca"><div class="t m0 x1e h67 y37e ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe1 y7c0 w11f hca"><div class="t m0 x1e h67 y37e ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdb y7c0 w11a hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7c0 w11b hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7c0 w11b hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7c0 w11a hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7c0 w11b hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7c0 w116 hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7c0 w112 hca"><div class="t m0 x29 h67 y37e ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7c0 w117 hca"><div class="t m0 x7f h67 y37e ff2 fsd fc0 sc0 ls0 ws0">27,58% </div></div><div class="c x86 y7c0 web hca"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y7c0 wf7 hca"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div></div><div class="pi" ></div></div><div id="pf3f" class="pf w3d h64" ><div class="pc pc3f w3d h64"><img class="bi x4 y0 w109 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls2e ws0">63<span class="ff5 fs8 ls0"> </span></div></div><div class="c x20 y72f we5 h8b"><div class="t m0 x2b h67 y7c1 ff1 fsd fc0 sc0 ls0 ws0">Budowa nowych b<span class="_ _1"></span>udynków<span class="ff2"> </span></div></div><div class="c x39 y72f wfa h8b"><div class="t m0 x2b h68 y243 ff3 fsd fc0 sc0 ls0 ws0">CCM7.1<span class="ff2"> </span></div><div class="t m0 x2b h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">CCA7.1 </div><div class="t m0 x2b h67 y10f ff2 fsd fc0 sc0 ls0 ws0">CE3.1 </div></div><div class="c xd1 y72f w104 h8b"><div class="t m0 x1d h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">2,77052 </div></div><div class="c xd2 y72f w110 h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">17,31% </div></div><div class="c xda y72f w111 h8b"><div class="t m0 x2f h67 y7c1 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x9f y72f w111 h8b"><div class="t m0 x2f h67 y7c1 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c xde y72f w11f h8b"><div class="t m0 x1e h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdf y72f w111 h8b"><div class="t m0 x2f h67 y7c1 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c xe0 y72f w120 h8b"><div class="t m0 x1e h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe1 y72f w11f h8b"><div class="t m0 x1e h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdb y72f w11a h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y72f w11b h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y72f w11b h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y72f w11a h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y72f w11b h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y72f w116 h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y72f w112 h8b"><div class="t m0 x29 h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y72f w117 h8b"><div class="t m0 x7f h67 y7c1 ff2 fsd fc0 sc0 ls0 ws0">15,31% </div></div><div class="c x86 y72f web h8b"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y72f wf7 h8b"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7c2 we5 hba"><div class="t m0 x2b h67 y501 ff2 fsd fc0 sc0 ls0 ws0">Nabywanie i praw<span class="_ _1"></span>o </div><div class="t m0 x2b h67 y3c4 ff1 fsd fc0 sc0 ls0 ws0">własności budynk<span class="_ _1"></span>ów<span class="ff2"> </span></div></div><div class="c x39 y7c2 wfa hba"><div class="t m0 x2b h68 y501 ff3 fsd fc0 sc0 ls0 ws0">CCM7.7 </div><div class="t m0 x2b h67 y3c4 ff2 fsd fc0 sc0 ls0 ws0">CCA7.7 </div></div><div class="c xd1 y7c2 w104 hba"><div class="t m0 x1d h67 y114 ff2 fsd fc0 sc0 ls0 ws0">7,69214 </div></div><div class="c xd2 y7c2 w110 hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">48,05% </div></div><div class="c xda y7c2 w111 hba"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c x9f y7c2 w111 hba"><div class="t m0 x2f h67 y114 ff2 fsd fc0 sc0 ls2d ws0">EL<span class="ls0"> </span></div></div><div class="c xde y7c2 w11f hba"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdf y7c2 w111 hba"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe0 y7c2 w120 hba"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xe1 y7c2 w11f hba"><div class="t m0 x1e h67 y114 ff2 fsd fc0 sc0 ls0 ws0">N/EL </div></div><div class="c xdb y7c2 w11a hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7c2 w11b hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7c2 w11b hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7c2 w11a hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7c2 w11b hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7c2 w116 hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7c2 w112 hba"><div class="t m0 x29 h67 y114 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7c2 w117 hba"><div class="t m0 x7f h67 y114 ff2 fsd fc0 sc0 ls0 ws0">55,88% </div></div><div class="c x86 y7c2 web hba"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y7c2 wf7 hba"><div class="t m0 x2b h67 y779 ff2 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7c3 we5 hcc"><div class="t m0 x2b h68 y777 ff3 fsd fc0 sc0 ls0 ws0">Wydatki operacyjn<span class="_ _1"></span>e z </div><div class="t m0 x2b h68 y7b5 ff6 fsd fc0 sc0 ls0 ws0">tytułu działalności </div><div class="t m0 x2b h68 y7c4 ff6 fsd fc0 sc0 ls0 ws0">kwalifikującej się d<span class="_ _1"></span>o </div><div class="t m0 x2b h68 y7c5 ff3 fsd fc0 sc0 ls0 ws0">systematyki, al<span class="_ _1"></span>e </div><div class="t m0 x2b h68 y7c6 ff6 fsd fc0 sc0 ls0 ws0">niezrównoważo<span class="_ _1"></span>nej </div><div class="t m0 x2b h68 y37e ff6 fsd fc0 sc0 ls0 ws0">środowiskowo </div><div class="t m0 x2b h68 y765 ff3 fsd fc0 sc0 ls0 ws0">(niezgodnej z </div><div class="t m0 x2b h68 y779 ff6 fsd fc0 sc0 ls0 ws0">systematyką) (A.2<span class="_ _1"></span>)<span class="ff3"> </span></div></div><div class="c x39 y7c3 wfa hcc"><div class="t m0 x2b h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y7c3 w104 hcc"><div class="t m0 x7f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">15,87585 </div></div><div class="c xd2 y7c3 w110 hcc"><div class="t m0 x7f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">99,17% </div></div><div class="c xda y7c3 w111 hcc"><div class="t m0 x36 h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">65,36% </div></div><div class="c x9f y7c3 w112 hcc"><div class="t m0 x36 h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">33,80% </div></div><div class="c xde y7c3 w113 hcc"><div class="t m0 x2e h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdf y7c3 w112 hcc"><div class="t m0 x2e h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe0 y7c3 w114 hcc"><div class="t m0 x2e h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe1 y7c3 wc4 hcc"><div class="t m0 x2e h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdb y7c3 w115 hcc"><div class="t m0 x2f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7c3 w11b hcc"><div class="t m0 x7f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7c3 w11b hcc"><div class="t m0 x7f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7c3 w11a hcc"><div class="t m0 x7f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7c3 w11b hcc"><div class="t m0 x7f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7c3 w116 hcc"><div class="t m0 x7f h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7c3 w112 hcc"><div class="t m0 x29 h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7c3 w121 hcc"><div class="t m0 x22 h68 y7c7 ff3 fsd fc0 sc0 ls0 ws0">71,2% </div></div><div class="c x86 y7c3 web hcc"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y7c3 wf7 hcc"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7c8 we5 h77"><div class="t m0 x2b h68 y53b ff3 fsd fc0 sc0 ls0 ws0">Razem (A.1.+A.<span class="_ _1"></span>2.) </div></div><div class="c x39 y7c8 wfa h77"><div class="t m0 x2b h68 y53b ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y7c8 w104 h77"><div class="t m0 x7f h68 y53b ff3 fsd fc0 sc0 ls0 ws0">15,87585 </div></div><div class="c xd2 y7c8 w110 h77"><div class="t m0 x7f h68 y53b ff3 fsd fc0 sc0 ls0 ws0">99,17% </div></div><div class="c xda y7c8 w111 h77"><div class="t m0 x36 h68 y53b ff3 fsd fc0 sc0 ls0 ws0">65,36% </div></div><div class="c x9f y7c8 w112 h77"><div class="t m0 x36 h68 y53b ff3 fsd fc0 sc0 ls0 ws0">33,80% </div></div><div class="c xde y7c8 w113 h77"><div class="t m0 x2e h68 y53b ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdf y7c8 w112 h77"><div class="t m0 x2e h68 y53b ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe0 y7c8 w114 h77"><div class="t m0 x2e h68 y53b ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xe1 y7c8 wc4 h77"><div class="t m0 x2e h68 y53b ff3 fsd fc0 sc0 ls0 ws0">0,00% </div></div><div class="c xdb y7c8 w115 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe2 y7c8 w11b h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe3 y7c8 w11b h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe4 y7c8 w11a h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe5 y7c8 w11b h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xe6 y7c8 w116 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xcd y7c8 w112 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdc y7c8 w121 h77"><div class="t m0 x22 h68 y53b ff3 fsd fc0 sc0 ls0 ws0">71,2% </div></div><div class="c x86 y7c8 web h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xdd y7c8 wf7 h77"><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y7c9 w122 hb5"><div class="t m0 x2b h68 y58b ff6 fsd fc0 sc0 ls0 ws0">B. DZIAŁALNOŚĆ NIEKW<span class="_ _1"></span>ALIFIKUJĄCA SIĘ<span class="_ _1"></span> DO SYSTEMATYKI<span class="_ _1"></span><span class="ff3"> </span></div></div><div class="c xda y7c9 w10e hb5"><div class="t m0 x2b h68 y0 ff3 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y7c9 w10e hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xde y7c9 wc4 hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y7c9 w10e hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y7c9 w123 hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe1 y7c9 wc4 hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y7c9 w11a hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y7c9 w11b hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe3 y7c9 w11b hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y7c9 w11a hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y7c9 w11b hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y7c9 w116 hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y7c9 w10e hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y7c9 w10f hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y7c9 web hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdd y7c9 wec hb5"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y7ca we5 hcd"><div class="t m0 x2b h68 y792 ff3 fsd fc0 sc0 ls0 ws0">Wydatki operacyjn<span class="_ _1"></span>e z </div><div class="t m0 x2b h68 y37e ff6 fsd fc0 sc0 ls0 ws0">tytułu działaln<span class="_ _1"></span>ości </div><div class="t m0 x2b h68 y765 ff6 fsd fc0 sc0 ls0 ws0">niekwalifikującej si<span class="_ _1"></span>ę do </div><div class="t m0 x2b h68 y779 ff3 fsd fc0 sc0 ls0 ws0">systematyki (B)<span class="_ _1"></span> </div></div><div class="c x39 y7ca wfa hcd"><div class="t m0 x2b h68 y1ed ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y7ca w104 hcd"><div class="t m0 x1d h68 y1ed ff3 fsd fc0 sc0 ls0 ws0">0,13346 </div></div><div class="c xd2 y7ca w124 hcd"><div class="t m0 x1d h68 y1ed ff3 fsd fc0 sc0 ls0 ws0">0,83% </div></div><div class="c xda y7ca w10e hcd"><div class="t m0 x2d h68 y0 ff3 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y7ca w10e hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xde y7ca wc4 hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y7ca w10e hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y7ca w123 hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe1 y7ca wc4 hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y7ca w11a hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y7ca w11b hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe3 y7ca w11b hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y7ca w11a hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y7ca w11b hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y7ca w116 hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y7ca w10e hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y7ca w10f hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y7ca web hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdd y7ca wec hcd"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y7cb we5 h77"><div class="t m0 x2b h68 y53b ff3 fsd fc0 sc0 ls0 ws0">Razem (A+B) </div></div><div class="c x39 y7cb wfa h77"><div class="t m0 x2b h68 y53b ff3 fsd fc0 sc0 ls0 ws0">  </div></div><div class="c xd1 y7cb w104 h77"><div class="t m0 x7f h68 y53b ff3 fsd fc0 sc0 ls0 ws0">16,00931 </div></div><div class="c xd2 y7cb w124 h77"><div class="t m0 x7f h68 y53b ff3 fsd fc0 sc0 ls0 ws0">100,0% </div></div><div class="c xda y7cb w10e h77"><div class="t m0 x2d h68 y0 ff3 fsd fc0 sc0 ls0 ws0"> </div></div><div class="c x9f y7cb w10e h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xde y7cb wc4 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdf y7cb w10e h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe0 y7cb w123 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe1 y7cb wc4 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdb y7cb w11a h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe2 y7cb w11b h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe3 y7cb w11b h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe4 y7cb w11a h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe5 y7cb w11b h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xe6 y7cb w116 h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xcd y7cb w10e h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdc y7cb w10f h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x86 y7cb web h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c xdd y7cb wec h77"><div class="t m0 x2b h10 y0 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w3f h64"><div class="t m0 x4 h10 y7cc ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y1aa ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>poni<span class="_ _1"></span>osła <span class="_ _5"></span>w<span class="_ _1"></span> <span class="_ _10"></span>2024 <span class="_ _10"></span>r. <span class="_ _10"></span>wydatki <span class="_ _10"></span>operac<span class="_ _1"></span>yjne <span class="_ _10"></span>w <span class="_ _10"></span>wysokośc<span class="_ _1"></span>i <span class="_ _5"></span>16,01 <span class="_ _10"></span>mln <span class="_ _10"></span>z<span class="_ _1"></span>ł <span class="_ _5"></span>i <span class="_ _0"></span>w <span class="_ _10"></span>znaczącej <span class="_ _10"></span>większośc<span class="_ _1"></span>i <span class="_ _5"></span>doty<span class="_ _1"></span>czyły <span class="_ _10"></span>one <span class="_ _10"></span>rodzajów <span class="_ _10"></span>d<span class="_ _1"></span>zi<span class="_ _1"></span>ałalności <span class="_ _10"></span>kwalifikującyc<span class="_ _1"></span>h </div><div class="t m0 x4 h6 y1ab ff1 fs3 fc0 sc0 ls0 ws0">się do systematyki (15<span class="_ _1"></span>,86 mln zł), w tym (działalności <span class="_ _1"></span>wymienione są w kolejności od<span class="_ _1"></span> maj<span class="_ _1"></span>ących największy<span class="_ _1"></span> udział w wydatkach operacyj<span class="_ _1"></span>nych):<span class="ff2"> </span></div><div class="t m0 x4 h6 ya5 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki  operacyjne  związane <span class="_ _f"> </span>z  działalnością  7.7.  Nabywanie <span class="_ _f"> </span>i  prawo <span class="_ _f"> </span>własn<span class="_ _1"></span>ości <span class="_ _f"> </span>budynkó<span class="_ _1"></span>w <span class="_ _f"> </span>wyniosły  7,69 <span class="_ _f"> </span>m<span class="_ _1"></span>ln <span class="_ _f"> </span>zł  (48,1% <span class="_ _f"> </span>całkow<span class="_ _1"></span>itych<span class="_ _c"></span></span>  <span class="ff1">wydatków </span></span></div><div class="t m0 x93 h6 y7cd ff2 fs3 fc0 sc0 ls0 ws0">operacyjnych)<span class="_ _1"></span>. </div><div class="t m0 x4 h6 y7ce ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki <span class="_ _16"> </span>op<span class="_ _1"></span>eracyjne <span class="_ _16"> </span>związane <span class="_ _16"> </span>z<span class="_ _1"></span> <span class="_ _e"> </span>działa<span class="_ _1"></span>lnością <span class="_ _16"> </span>6.15. <span class="_ _16"> </span>Infras<span class="_ _1"></span>truktura <span class="_ _e"> </span>wsp<span class="_ _1"></span>ierająca <span class="_ _16"> </span>transport <span class="_ _11"> </span>drogowy <span class="_ _16"> </span>i <span class="_ _16"> </span>transp<span class="_ _1"></span>ort <span class="_ _e"> </span>pu<span class="_ _1"></span>bliczny <span class="_ _e"> </span>wy<span class="_ _1"></span>niosły<span class="_ _c"></span></span> <span class="_ _16"> </span><span class="ff1">5,41 <span class="_ _16"> </span>m<span class="_ _1"></span>ln <span class="_ _e"></span>z<span class="_ _1"></span>ł <span class="_ _e"></span>(33,8%<span class="_ _1"></span> </span></span></div><div class="t m0 x93 h6 y7cf ff1 fs3 fc0 sc0 ls0 ws0">całkowitych wydatków <span class="_ _1"></span>operacyjnych)<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 h6 y7d0 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki op<span class="_ _1"></span>eracyjne związane z działaln<span class="_ _1"></span>ością 7.1. Budowa nowych budy<span class="_ _1"></span>nków wyniosły 2,77 mln zł (1<span class="_ _1"></span>7,3% całkowitych wydatków<span class="_ _1"></span> oper<span class="_ _1"></span></span>ac<span class="_ _1"></span>yjnych). </span></div><div class="t m0 x4 h6 y7d1 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _33"> </span><span class="ff1">Wydatki <span class="_ _1"></span>operacyjne <span class="_ _1"></span>związane <span class="_ _1"></span>z działalnością <span class="_ _1"></span>6.5. T<span class="_ _1"></span>ransport motocyk<span class="_ _1"></span>lami, samoch<span class="_ _1"></span>odami osobowy<span class="_ _1"></span>mi i <span class="_ _1"></span>lekkimi pojaz<span class="_ _1"></span>dami użytkowy<span class="_ _1"></span>mi <span class="_ _c"></span>wyn<span class="_ _1"></span>iosły 0,01 <span class="_ _1"></span>mln </span></span></div><div class="t m0 x93 h6 y7d2 ff1 fs3 fc0 sc0 ls0 ws0">zł (poniżej 0,1% całkow<span class="_ _1"></span>itych wydatków operacy<span class="_ _1"></span>jnych)<span class="_ _1"></span><span class="ff2">. </span></div><div class="t m0 x4 h6 y7d3 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7d4 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _f"> </span>wszystkich <span class="_ _f"> </span>rodzajów  działalności <span class="_ _f"> </span>nie <span class="_ _f"> </span>potwierdzono <span class="_ _f"> </span>spełnienia <span class="_ _f"> </span>odpowiednich <span class="_ _f"> </span>kryteriów <span class="_ _f"> </span>kwal<span class="_ _1"></span>ifikacji, <span class="_ _11"> </span>a<span class="_ _1"></span> <span class="_ _11"> </span>zate<span class="_ _1"></span>m <span class="_ _f"> </span>uznano <span class="_ _11"> </span>w<span class="_ _1"></span>ydatki <span class="_ _f"> </span>operacyjne </div><div class="t m0 x4 h6 y7d5 ff1 fs3 fc0 sc0 ls0 ws0">związane z tymi rodzaj<span class="_ _1"></span>ami działalności za kwalifikuj<span class="_ _1"></span>ące się, ale nie zgodn<span class="_ _1"></span>e z systematyką.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf40" class="pf w3d h64" ><div class="pc pc40 w3d h64"><img class="bi x52 y0 w108 h65" alt="" 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QAAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAAAALQoAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAAECLAgAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAoEUBAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABoUQAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAALQoAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAgBYFAABAiwIAAIAWBQAAQIsCAACAFgUAAECLAgAAgBYFAABAiwIAAIAWBQAAQIsCAACgRQEAAECLAgAAoEUBAABAiwIAAKBFAQAAQIsCAACgRQEAANCiAAAAoEUBAADQogAAAKBFAQAA0KIAAACgRQEAANCiAAAAaFEAAADQogAAAGhRAAAA0KIAAABoUQAAANCiAAAAaFEAAADQogAAAGhRAAAAtCgAAABoUQAAALQoAAAAaFEAAAC0KAAAAGhRAAAAtCgAAABaFAAAALQoAAAAWhQAAAC0KAAAAFoUAAAAtCgAAABaFAAAAC0KAAAAWhQAAAAtCgAAAFoUAAAALQoAAABaFAAAAC0KAAAAWhQAAAAtCgAAgBYFAAAALQoAAIAWBQAAAC0KAACAFgUAAAAtCgAAwON0tgAAqFhmrnHYiLC3APcwFwUAAKA0c1EA4ImNY8+3U8qVxqEAaFEAgM1V8ZT7eAG0KABQZ++pUwAtCgDQbnkC8CGeXQQAAEBp5qIAwCbcNgXNzIgYvy5ywJluu9v25CW5ZRdombkoAAAAWhQAAIDauUcXAHgMjybyoF1AiwIAyFdhCVCOe3QBAAAozVwUAFjX2sPM8fgnQ8jD4TB+c6mznxx/etJzpzApBbjAXBQAAIDSzEUBgI3a1KdDF/nToO+OcC8v2SgV0KIAAK1E7w0FeLUzpz+pMAG0KACw0SC87SDHz3Ce+7DonBPdXKc6E0CLAgBsK5UlK4AWBQC2XnczB5gRMY5Ap3U3/jsixgfqruF40ojY7/fTkezuzCN8p6/w3Rf89leO39GugBYFAFgxQZc6y/8ajN0S9/7uooptAdgOf9MFACih/FhvrLvyiTe/KjNTggLNMhcFALZVaAueKzMXOXMcv1w77zG5P1Skj8p1AC0KAGjRJQ8y+dDmbhdPs0VyFNCiAABrOfecnu0E8JtfFIkAWhQAeLSrjXeSbid/7fP1k5zXnqM7ebDF6w/Hv/bOdrlRXVmg3RJgz0zdU/v93/KcPYltQOr7QzbBfBkIduJ4rZqaytiyEBimtNKt1tBgxKlzenVcE02NzUxFpwffF83eYSxel0BSMSfal+r2qfW7XZeOS7wUAHBRAAAAgHvp67oPTnjafIWbY6cPu0poJwDgogAAAADPoa92WRU66HIrNLj3EROxDR11LHCKjgIALgoAAACw3uU2723sU60aRdcKZyaimy9JnehwzrHmx2nRUQDARQEAAAC+ynjvUuJoTkZut42aPvxqoKMAgIsCAADAizvhZ+3u5prPdSNpCgVZb+cW6xVM+tQpm5jcyP7tp93efGW6lNHM00dZAeBJcVwCAAAAeEYlHizG23fgbfY1Fet0ON8A+wN4wGY2AAC4KAAAAMBi55wpop/X2s1k9Xq7ms3FGwDg50GOLgAAAHyNO3U6WR0/XJqF20/cXbqCNBlsatP0NlpFaSh42xmPsEAUAHBRAAAAgO9gtv0loIOfai0KvV6WOf7xFStITSx5YjtB18ScTh3i8xufAgDgogAAAADbC6esDYfeTuLtKV87jbYJaW5yCoOdL+qW0CgA4KIAAACAIq5sPFG09hy9FDfQQPsbqAwca7RnUTm/1UmLPWfSmqjKcH2jJeeu13FXiUGyTJs6uCLOmovQanZ9RFO5oaxjlXUn8n6ni/ECAHxbqF0EAAAAm2ntdCmgp67Qs+Hi1TktqWYEAD8e4qIAAACwpYxNfvx2QLK/Y+etMdzYQdTEdOsrMBbS7KTatqsZiUj/Q9PZuaTsAgAuCgAAAK/uljeDeIMrM+d3tVp0zQZU8/Ph2WkJnE5F7lyQ6xeHuxqsvouOAgAuCgAAAIjorDYT9WPNzGRWmaKZK0VnaaqqmPSPu/qUb5ph2zzHFnnqquq7AAA/DNaLAgAAwBP48AP6ud95LdpJlZWiAPAiEBcFAAB4dTr1bzfP3R3MmJ25lcsMixMViTGaeG2dUaux3jzQ/FBkP3Sp+lGzt1Ohd/7OMRNVc6eTeAfPi8gqAOCiAAAA8AR8Jgm2707rDrciL3dMNbvNxOTmZqS3MnJneiBrPgEA5kOOLgAAAGzgpXM+O1ZSaI6Idj67YIcV2+ZqNLY5vzBSt9kP3e0GAGAdxEUBAABgjQ61g6IyGRhsNdMF5rbEVMfc9fMBybERXs5Xpo/QZCmLiE5u4kL4FABwUQAAAEBBZ31qLIC5YkOUmcI5YIZDRnfVbEaO7hjzc3QnrsCHf6KjAAAtyNEFAACAL/bbFSL6VScyWDypPy5ybgEAbkJcFAAA4OdrYT/+9slqQzGtwtReGxURUac9W1MRXW5o7noA2v+nmZlF7337Y1ehUdOb9Y3irSuRjiTdCr0iElOwUyR2BiADcU41UVW1S5t4vmjxo+KuDVzzpcFS9ikFAFwUAAAAvthCp1+/xw6fi6KaS9eCDuXobjB+Z9tchIm1sv10X2KnAPDikKMLAADwQiK6VEGna8Z2Giztdmlq7gp5s08W0l172be6/gAAPxjiogAAAK+ioDMbz1kkmaKRg1ueyPIFn+NSOqV2KboYJep575aPmrZXRX1NttBR08spz6nM1CQJ96OgY4WLAABwUQAAAPg5Xnov4TGXjtE+3sdx1c0U0dX7tXSs+JNavtUFH7zao2V10VEAwEUBAADgx8jnTEGa2cNWJW1XiKiZiUyNp7teVAeamVk0URVN5YfExERVm0hpekcvvfaLPPUH0L6kOhiJnf2LgI6XdhKKO533e6NG0XM9nnxTALgoAADAS4johgVyOjt2Lvrg/I+3m421H+tKVTtVdtvz/hBjesU557yLMao6771zzjmnqrnrd5i6khhFRKqqijGko3cGMCgYE9aBkAAA4KIAAAA/VkS37fYB+a7rD2HSl8PzUtIYVVXVZVmWolKJX79+qYobyTJu/91oY1HkzuVmUtehruu6rtvxzH7O7UTEkvjYyz6hfPUAuCgAAAAierufW1m13aBrk2U6XXp3/lEGc3SHGw+V5G1sMMsy5zQFQc3ELJZlmRrEGNMPdV33B5O0IQVOVcyrZlmWZVmeZ/t9Yaadww0GogeXhuIkL/v08dUD4KIAAACI6DJFXGiqw4ewW+3nR2LbLftTe+99URTOOe+dqUST06kqy0MKaTrnYkq9vQRRQ+uf6QfnXDQTkVDXIuJVokiS2JTr+88//6RPJxFN7RsH9t4Le7fwuK3tFl8FXBQAAABebma8QjJl7c6fi0R3tB/pxkWbn6uqOh7DqQ4hhOZF55y08njbLw6O4RLYjLFdDynGqqqcK/TSJssy5zWEUNd1J0y6qJoRvMIjNqeoFXYKuCgAAAA837S4nzrbn9c2ebADDfQjpnfpSsfGMLHzZ0sXpZ1u2wppXtXA7SQA94+Swo8hhBSZFJEYY5C4K4osy1QsRnPqTCRG+9///o2qIdrwHF51kWSYijkVc2rnerxmpirRghOvqsdDne9dUWRZ7sqyjDGouvOmpNdaO3BqluKrK8Y1oM2LnAce459jN8C6hxo7hR+D4xIAAAAw2+5Zom3Sz+ajDSFkWea9N7Mkpb9//87z3Hsv16HOx15PMbN/395O5ck5VxRFGuHDJAcA4BkhLgoAAPDSOtop/TrTVOfsw9mp1jP0wzJ1TOHQEIKIOOd+/dplWVZZqKtaNO6K/Lx29IFGqqoqGqPFGMuyDvV7WYV9scuznYhVVR1jVLnsHUog6+UfOoKZALgoAADAU3rjgw8xuAjzOndXFkX/Op9dIX4xxizL9vvCOQnBDofToT7GOuzzosiz9i6jDwNb4agAAAqsSURBVHLRVvayc1kdQvV2qMr6z+9feZ7neR5CqENpMTrncNEXf363FdE5+9wC4KIAAADwM113UQR1XX2j9jxeVXe7XZ5756Sq7P39va7ryqrzEsuUovtFabCqGuqozjknIcTD4VSW5Z8/f7z30Vwda4nROUVHv89NvkLeyLIGwEUBAAAQxc/2ObYf5uBxV2y10nl13ek0tWe99977tNPn6VQej6dUGlfb9XDNopmTh/qeiemH1aiYmlkUs6rSWkXe//z5ned5pwQUPONTs9XACGAC4KIAAACvMp/u7yYyWtBVLkq1sIhRp2XT/1l3J7NzpzZ3ceqcy/M8z52ZnE7V29tbe5wpDHp9gqr68YpZVHX3iJaqarTYXEgzU3XndySaiIkdj8e6rv7zn//b7/dlWVo8/xag2X10Qy3BcFY/X4MLm+/htOkbH1tK/clvc2yo3BiAiwIAAMAj5tbNZi2yRebt/crhtgfcHnP6Ob3uvS8Kr+rM7HAoq6oqy/I7T6y7oU8Tc66O8f398OfP78wXtdVmsX2O3LTf9jliVAC4KAAAwOtOiO/XfqSq7W11nCO97UWet4aqgyWRvPd5nmeZCyJVVb+/vycLzbLsZmrxV6ItJT2fnZjI4XBS9fv9Pst8XUuMkWWH3/y569zhWz3L82VyLIMAHQVcFAAAAJ5eRKeWiWq3cTMvvymx6xaUtgXAOVcUufeuqsLfw3uMMdXOTUV0v/dcPIqIqWhziiYiaiLH40nV/f69817MLMY4uAEpPOyRudnJJ7fYvd9poqOAiwIAAMB3FNF16zzHNgudv+Po6vNqh4y898k5RexwOB0OhyDWX+zatP9uLne1Ije5aYzOOROpQpTjyXuX5945dzN0DF9ogHf1vc93jo7CT8JxCQAAAF5kkj12lK1CQKvV1DmXZVlRZFnmYoz//vv379+/zVve+zT5ds6Nud/3QtsjdGaa50U0eT8czSzLMuccmbrf/zHkCwK4N8RFAQAAnlVB5yzyHBCl1npLU+lm5I5s0Tmdvth/V9Wa4kQiMaXXBjGzyw4sqmIxrQLN88zMjlVdlmVd1zFGl/kokhJcp05KVcypRnNqIiqaTsfO/W8mq6Zqau4yECeiImpRRU2jiTO9dktrrkZQlRAqEamCvJfV71/eZ1mM0ozPJMrHxjRX31FTdrW/ZWsTXP3BUbINbXCsXO10UsBWA5goWNV+feZX+eO/d8BFAQAAAB9eLMATnbRXoiYHcKpFUTgndR0Ph0NZlm1bfjr6Obr9+HNZlpn3uyJHJJ5FYh8wntYWuQuqHHX65I6CZ4QcXQAAgKecaj9gw5X+sSZK5s7M4G3H9Ioi915CsFQpN73rnHvSWfWczOe6rsuyTJm63MboMRoJLw7/DwIAAPycSe0nezv/PKSXc3J0m7/HRpgydbMsyzKvqjHa+/uhrusQQr+3VOPnWb8aG1aOEMPpdNoXxX6XxzCSDw1f/VA8+Chzku3xVcBFAQAA4NVn86tzdNN8Os/ztE1oHeLxcGiChGmnk8fbxeZMF/hNgn08nXZF7ryL1xIOP1Jxb1a+XbEBKQAuCgAAAE85OV59oHXVkpqWPsuKIhOTt8PxcDyKiPPezOoQVFVTmVzVpHMhxk7h3KcQ0fMZjFwr552YhTqEYA7vgJG7iBK+gIsCAADAN9LLmZt89v/pvR/7lM070M2lbp1ar82nzKTZjmW325mTqqoPh2Nd1+1yvm3nbDpZJKKtZauimmxQp/Jlv8gxYozeubquj8fjn9/79IqJaauc8WBwrHmx/0NzBX7AOtvNT2G6mNbg4uR7eGD6dtJ+s50bOyWuXz2VI+V2x26JmQ0AcFEAAAC445z+8bPPsdnzeTsXdSLinN/vMxH5e3g/Hss0I3/N4M95Ma1KXddmT7km9rvp67OMZM4vdO5t5gC4KAAAAGwzze3XsF06Rx+JqaqsWhc6HrmNZRmOx2MVg4imuFA7HPRShBC8uqqq6lDnWaaql4pRhnt8razaBbkkyt6MPc7stl0+ut9ts1J68HBtU110h3BHAS4KAAAAXzbtvv2WTpntom4HdztMs+EQ4tvbW4zRnKq6FbPqH0NjOBZjWVa7IjdzFpXbdXOx/GQn/SjlJ48+ccO3ZXU6O7fdYM5z9MrPGuCiAAAAMDwPvsfssDORnVhfuqEPTKxwa71uaW1ekHOxXL0UKHqx20DUqVwuVF3XOMK3FeBHjmHssd32fwnCpICLAgAAMA/erM3AKynQea5LpBf1lKspqKqJXt4VS6V9TK6CpLcUN33cxD4KxlpU1RhClufeaapapHo5vmr8SAHWbfVgOE4rNnZGd/2q9Xxd5SPd+WpQKqJmIqpVCHUd1alEd/6AvuLNP+1Li7LBl/4apZMxayJmkr6d4b1f1+XoiqY7oUlFGDjN6x9V9ObpaO85GlNN1iQDLgoAAICITs0XN+n5oojtNtoUs20aXv50Z8Ey9NJg0MbS5iWWflRVDSE4jXme7fe7GOPlEB8ebCKplJF9TMo3mCI36y0nmjywlO5ZKC2duHXGoWJyKfCrZlbVcb/PmrzldDE7V/7mDTPW4LmCYJdiV3rTTu9J+jWNtIowjz8YC0/tYpBu6Aa2dh3laRddZPLPeCcALgoAAABPb7+fD4ZMZRWanUOel5bOuaIossyVZRXN9ruC7+ImdV3HyGRsm2q06zqcssdNQ/etMOb6wO9NqyQRF3BRAAAA2MYG7zewZrY9c9vSjuWm5NvmrbR9qPd6OJyOx2OWZbjoTBeVJjL28jf8zQI/D3jW7vobnI8kde09jx3nnJEwT10iwEUBAADgG1noVuvoxl78eMuCiEtTYedcnmfOaVWFt+NJRL3z3ANzCCGwlm9d3eZ7PBTtzXU+v061I5Abdjgt8IRGARcFAACAbzq/38RXRUQlirosy7z3ovLfv+91XaeVolRKWeSira0suXJr7OsLPXbpgvB7yOcnLxEALgoAAPAzxW+icWey2I+czPfJVvbsVMtU5XXRXDk1jjH2d2FR1WK3996dTuX74ViF4Jy7iOh1ERq778Vv782oKjGKc+dhe+/N4sPuhOasU0UlvWxoM/GRqqp2k/nMaS3uz35YxtJNY4x9rZpOaV5kj727/cZ4VtfEvnrqdeAcxWn7Fhr7X2L+fyz9+roIKuCiAAAAsHYOLdLs0tKezl790xYcbs7mGY0LxRhDCCkj18zUZbtdYSZ/3w9VWdUxPsI7X/4XGfDIq32Pr2aOKvcrVw8+qp2FowC4KAAAADx0Yt2bti4o0Tk/yJP+bqJzzrl8v6+jHQ6H0+nUCdypiGKkyzjHnJ17piv3DRXo8/WN2jf8nUrpDm4k2ylKpHJ7CShxTsBFAQAA4HGz6r5GTojlojzGm4VVmjWNaYFoNDsej2VZth0V1irKk5XS3Xaom9Qump/f/iUn3s+bnZLVoXDomI7KUNQURwVcFAAAALad8tr8aff8VMCZ1XRTe++9915V3t6TiKrzTlobw6Qe3QOXaD77F/2zEyzvlBN71wpAG+7Qu7TP1nM0sGp0bMz9xaXoKOCiAAAAcPfpe3d6vfUcuj213e123rvj8XQ8Hk/B0sLRGE1VndMQgogoFrqKJzKHu8rzN5Go77Z1Z6dA1ze/egDz+X8MMU4h4RIePwAAAABJRU5ErkJggg=="/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls2e ws0">64<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y749 ff1 fs3 fc0 sc0 ls0 ws0">Udział <span class="_ _17"> </span>wydatków <span class="_ _18"> </span>operacyj<span class="_ _1"></span>nych <span class="_ _17"> </span>związanych <span class="_ _18"> </span>z <span class="_ _17"> </span>r<span class="_ _1"></span>odzajami <span class="_ _1d"> </span>dz<span class="_ _1"></span>iałalności <span class="_ _17"> </span>zrównow<span class="_ _1"></span>ażonej <span class="_ _17"> </span>środowiskowo <span class="_ _18"> </span>(zgodnej <span class="_ _17"> </span>z<span class="_ _1"></span> <span class="_ _17"> </span>systematyką) <span class="_ _18"> </span>w <span class="_ _17"> </span>c<span class="_ _1"></span>ałości<span class="_ _1"></span><span class="ff2"> <span class="_ _18"> </span></span>wydatków </div><div class="t m0 x4 h6 y74a ff1 fs3 fc0 sc0 ls0 ws0">operacyjnych <span class="_ _1"></span>wyniósł w <span class="_ _1"></span>2024 <span class="_ _1"></span>r. 0%, <span class="_ _1"></span>a <span class="_ _1"></span>udział wyd<span class="_ _1"></span>atków operac<span class="_ _1"></span>yjnych z<span class="_ _1"></span>wiązanych <span class="_ _1"></span>z rodzajami <span class="_ _1"></span>działalności <span class="_ _1"></span>kwalifikującej <span class="_ _1"></span>się <span class="_ _d"></span><span class="ff2">do <span class="_ _1"></span>systematyki, <span class="_ _1"></span>ale niez<span class="_ _1"></span>godnej </span></div><div class="t m0 x4 h6 y7d6 ff1 fs3 fc0 sc0 ls0 ws0">z nią <span class="ff2">- </span>99,2%. Łączn<span class="_ _1"></span>ie udział wydatków operacy<span class="_ _1"></span>jnych związanych z<span class="_ _1"></span><span class="ff2"> </span>rodzajami dzi<span class="_ _1"></span>ałalności kwalifikującej się <span class="_ _1"></span>do systematyki wyniósł 0,8<span class="_ _1"></span>%.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7d7 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c xc7 y7d8 we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc5 sc0 ls0 ws0"> </div></div><div class="c xc8 y7d8 we1 hbf"><div class="t m0 x10 h2 y757 ff1 fs0 fc5 sc0 ls0 ws0">Część wydatków operacyjnych/Łączne wydatki operacyjne<span class="ff2"> </span></div></div><div class="c xc7 y7d9 we0 hc0"><div class="t m0 x10 h2 y759 ff2 fs0 fc0 sc0 ls0 ws0"> </div></div><div class="c xc8 y7d9 we2 hc0"><div class="t m0 x10 h2 y759 ff1 fs0 fc0 sc0 ls0 ws0">Zgodność z systematyką w podziale na </div><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls0 ws0">cele </div></div><div class="c xc9 y7d9 we3 hc0"><div class="t m0 x10 h2 y759 ff1 fs0 fc0 sc0 ls0 ws0">Kwalifikowanie się do systematyki w </div><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls0 ws0">podziale na cele </div></div><div class="c xc7 y7da we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls29 ws0">CCM<span class="ls0"> </span></div></div><div class="c xc8 y7da we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7da we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">65,36% </div></div><div class="c xc7 y7db we0 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls29 ws0">CCA<span class="ls0"> </span></div></div><div class="c xc8 y7db we2 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7db we3 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls0 ws0">33,80% </div></div><div class="c xc7 y7dc we0 hc1"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls2a ws0">WTR<span class="ls0"> </span></div></div><div class="c xc8 y7dc we2 hc1"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7dc we3 hc1"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y7dd we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls29 ws0">CE<span class="ls0"> </span></div></div><div class="c xc8 y7dd we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7dd we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y7de we0 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 lsa ws0">PPC<span class="ls0"> </span></div></div><div class="c xc8 y7de we2 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7de we3 hc2"><div class="t m0 x10 h2 y536 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc7 y7df we0 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls0 ws0">BIO </div></div><div class="c xc8 y7df we2 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div><div class="c xc9 y7df we3 hbf"><div class="t m0 x10 h2 y757 ff2 fs0 fc0 sc0 ls18 ws0">0%<span class="ls0"> </span></div></div></div><div class="pi" ></div></div><div id="pf41" class="pf w5 hc" ><div class="pc pc41 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2e ws0">65<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 he y11 ff6 fs9 fc2 sc0 ls0 ws0">Informacje<span class="_ _0"></span> dotyczące kwesti<span class="_ _0"></span>i społecznych<span class="ff3"> </span></div><div class="t m0 x4 h11 y7e0 ff6 fsa fc0 sc0 ls0 ws0">S1 Osoby świadczą<span class="_ _0"></span>ce pracę na <span class="_ _0"></span>rzecz przeds<span class="_ _0"></span>iębiorstwa<span class="ff3"> </span></div><div class="t m0 x4 h12 y7e1 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowanych stro<span class="_ _1"></span>n <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y7e2 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>organizuje <span class="_ _1"></span>c<span class="_ _1"></span>orocznie c<span class="_ _1"></span>ykl <span class="_ _1"></span>spotkań z<span class="_ _1"></span> pr<span class="_ _1"></span>acownikami. <span class="_ _1"></span>Podczas <span class="_ _1"></span>tych <span class="_ _1"></span>spotkań <span class="_ _1"></span>pracownicy </div><div class="t m0 x4 h6 yb8 ff1 fs3 fc0 sc0 ls0 ws0">mają  możliwość  zgłaszania  wszelkich  problemów,  zarówno  technicznyc<span class="_ _1"></span>h, <span class="_ _f"> </span>fina<span class="_ _1"></span>nsowych,  jak  i<span class="_ _0"></span>  tych </div><div class="t m0 x4 h6 yb9 ff1 fs3 fc0 sc0 ls0 ws0">związanych <span class="_ _17"> </span>z<span class="_ _1"></span>e <span class="_ _17"> </span>współprac<span class="_ _1"></span>a <span class="_ _17"> </span>z <span class="_ _17"> </span>prz<span class="_ _1"></span>ełożonymi <span class="_ _17"> </span>lub <span class="_ _18"> </span>inn<span class="_ _1"></span>ymi <span class="_ _17"> </span>działami. <span class="_ _18"> </span>W <span class="_ _17"> </span>G<span class="_ _1"></span>rupi<span class="_ _1"></span>e <span class="_ _17"> </span>funkcjonuje <span class="_ _18"> </span>również<span class="_ _1"></span> </div><div class="t m0 x4 h6 y4ac ff1 fs3 fc0 sc0 ls0 ws0">przedstawiciel <span class="_ _1"></span>pracown<span class="_ _1"></span>ików <span class="_ _1"></span>oraz <span class="_ _1"></span>komisja <span class="_ _1"></span>ds. z<span class="_ _1"></span>głaszania n<span class="_ _1"></span>aruszeń. <span class="_ _1"></span>Wszelkie <span class="_ _1"></span>obawy <span class="_ _1"></span>pracownicy <span class="_ _1"></span>mogą </div><div class="t m0 x4 h6 y7e3 ff1 fs3 fc0 sc0 ls0 ws0">zgłaszać <span class="_ _16"> </span>poprz<span class="_ _1"></span>ez <span class="_ _16"> </span>Bezpieczną <span class="_ _11"> </span>linię <span class="_ _16"> </span>oraz <span class="_ _11"> </span>bezpośrednio <span class="_ _11"> </span>do <span class="_ _16"> </span>Zarządu <span class="_ _11"> </span>lub <span class="_ _16"> </span>Rady <span class="_ _11"> </span>Nadzorcz<span class="_ _1"></span>ej. <span class="_ _16"> </span>W <span class="_ _16"> </span>Grupie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7e4 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD <span class="_ _10"></span>pracown<span class="_ _1"></span>icy <span class="_ _10"></span>traktowani <span class="_ _10"></span>są <span class="_ _0"></span>równo <span class="_ _10"></span>i <span class="_ _10"></span>każ<span class="_ _1"></span>dy<span class="ff2"> <span class="_ _10"></span><span class="ff1">ma <span class="_ _0"></span>takie <span class="_ _10"></span>samo <span class="_ _10"></span>praw<span class="_ _1"></span>o <span class="_ _10"></span>do <span class="_ _10"></span>zgłosz<span class="_ _1"></span>enia <span class="_ _5"></span>uw<span class="_ _1"></span>ag. <span class="_ _10"></span>Nie <span class="_ _10"></span>stosuj<span class="_ _1"></span>e </span></span></div><div class="t m0 x4 h6 y43e ff1 fs3 fc0 sc0 ls0 ws0">się  dodatkowych  działań,  k<span class="_ _1"></span>tóre  mają  na  celu  uzyskanie  wglądu  w  opinie  osób,  które  mogą  być </div><div class="t m0 x4 h6 y62c ff1 fs3 fc0 sc0 ls0 ws0">szczególnie podatne n<span class="_ _1"></span>a oddziaływania lub zm<span class="_ _1"></span>arginalizowane. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7e5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7e6 ff1 fs3 fc0 sc0 ls0 ws0">Opinie <span class="_ _0"></span>przekazane przez pracowników są <span class="_ _10"></span>rozpatry<span class="_ _1"></span>wane na <span class="_ _10"></span>comi<span class="_ _1"></span>esięcznych <span class="_ _0"></span>spotkaniach wyższej kadry </div><div class="t m0 x4 h6 y7e7 ff1 fs3 fc0 sc0 ls0 ws0">zarządzającej, <span class="_ _17"> </span>a <span class="_ _17"> </span>w <span class="_ _17"> </span>r<span class="_ _1"></span>azie <span class="_ _1d"> </span>potrzeby <span class="_ _17"> </span>na <span class="_ _17"> </span>spotka<span class="_ _1"></span>niach <span class="_ _17"> </span>Zarządu, <span class="_ _17"> </span>które <span class="_ _17"> </span>odbywaj<span class="_ _1"></span>ą <span class="_ _17"> </span>się <span class="_ _17"> </span>co <span class="_ _17"> </span>kwartał. <span class="_ _17"> </span>W </div><div class="t m0 x4 h6 y25b ff1 fs3 fc0 sc0 ls0 ws0">uzasadnionych <span class="_ _17"> </span>przypadka<span class="_ _1"></span>ch <span class="_ _1d"> </span>podejmo<span class="_ _1"></span>wana <span class="_ _17"> </span>jest <span class="_ _17"> </span>decyzja <span class="_ _17"> </span>odnośnie <span class="_ _17"> </span>do <span class="_ _17"> </span>modyfi<span class="_ _1"></span>k<span class="_ _1"></span>acji <span class="_ _1d"> </span>proc<span class="_ _1"></span>edur <span class="_ _1d"> </span>bądź<span class="_ _1"></span> </div><div class="t m0 x4 h6 y172 ff1 fs3 fc0 sc0 ls0 ws0">pracownikom <span class="_ _f"> </span>przekazywane <span class="_ _f"> </span>są <span class="_ _f"> </span>wytyczne <span class="_ _f"> </span>odnośnie <span class="_ _11"> </span>do <span class="_ _f"> </span>tego <span class="_ _f"> </span>w <span class="_ _11"> </span>j<span class="_ _1"></span>aki <span class="_ _11"> </span>sposób <span class="_ _f"> </span>powinni <span class="_ _f"> </span>postępować <span class="_ _f"> </span>w </div><div class="t m0 x4 h6 y7e8 ff2 fs3 fc0 sc0 ls0 ws0">konkretnych, problematy<span class="_ _1"></span>cznych sytuacjach. <span class="_ _1"></span> </div><div class="t m0 x4 h12 y4b3 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szanse<span class="_ _1"></span> oraz ich wzajemne związki <span class="_ _1"></span>ze </span></div><div class="t m0 x4 h12 y7e9 ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y7ea ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7a6 ff1 fs3 fc0 sc0 ls0 ws0">W GK MIRBUD można<span class="_ _1"></span> wyróżnić następujące typy <span class="_ _1"></span>osób świadczącyc<span class="_ _1"></span>h pracę:<span class="ff2"> </span></div><div class="t m0 x8 h6 y7eb ff1 fs3 fc0 sc0 ls7 ws0">1.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Pracown<span class="_ _1"></span>icy <span class="_ _e"> </span>etatow<span class="_ _1"></span>i <span class="_ _16"> </span>– <span class="_ _16"> </span>oso<span class="_ _1"></span>by <span class="_ _e"> </span>zatrud<span class="_ _1"></span>nione <span class="_ _e"> </span>na<span class="_ _1"></span> <span class="_ _e"> </span>pods<span class="_ _1"></span>tawie <span class="_ _e"> </span>um<span class="_ _1"></span>owy <span class="_ _e"> </span>o<span class="_ _1"></span> <span class="_ _e"> </span>pracę<span class="_ _1"></span>. <span class="_ _e"> </span>Ob<span class="_ _1"></span>ejmują <span class="_ _e"> </span>zarów<span class="_ _1"></span>no </span></span></div><div class="t m0 x49 h6 y7ec ff1 fs3 fc0 sc0 ls0 ws0">pracowników adm<span class="_ _1"></span>inistracyjnych, jak i operacyjnyc<span class="_ _1"></span>h.<span class="ff2"> </span></div><div class="t m0 x8 h6 y7ed ff1 fs3 fc0 sc0 ls7 ws0">2.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Os<span class="_ _1"></span>oby <span class="_ _1e"> </span>samozatru<span class="_ _1"></span>dnione <span class="_ _2c"> </span>(B2B) <span class="_ _2c"> </span>– <span class="_ _2c"> </span>współpracownicy<span class="_ _1"></span> <span class="_ _1e"> </span>prowadz<span class="_ _1"></span>ący <span class="_ _1e"> </span>w<span class="_ _1"></span>łasną <span class="_ _1e"> </span>dzia<span class="_ _1"></span>łalność </span></span></div><div class="t m0 x49 h6 y7ee ff1 fs3 fc0 sc0 ls0 ws0">gospodarczą, <span class="_ _c"></span>świadcz<span class="_ _1"></span>ący <span class="_ _1"></span>us<span class="_ _1"></span>ługi <span class="_ _1"></span>na <span class="_ _c"></span>podstaw<span class="_ _1"></span>ie <span class="_ _1"></span>umów <span class="_ _d"></span>cywilnoprawnyc<span class="_ _1"></span>h. <span class="_ _1"></span>Najcz<span class="_ _1"></span>ęściej <span class="_ _c"></span>obejmują </div><div class="t m0 x49 h6 y7ef ff1 fs3 fc0 sc0 ls0 ws0">specjalistów z branży<span class="_ _1"></span> budowlanej i inżyniery<span class="_ _1"></span>jnej, doradców oraz ekspertów techn<span class="_ _1"></span>icznych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x8 h6 y7f0 ff1 fs3 fc0 sc0 ls7 ws0">3.<span class="ff2 ls0"> <span class="_ _23"> </span><span class="ff1">Pracown<span class="_ _1"></span>icy <span class="_ _e"></span>tymczasowi <span class="_ _16"> </span>– <span class="_ _16"> </span>osoby <span class="_ _e"> </span>zatru<span class="_ _1"></span>dnione <span class="_ _e"> </span>przez <span class="_ _e"> </span>a<span class="_ _1"></span>gencje <span class="_ _e"></span>pracy <span class="_ _e"> </span>ty<span class="_ _1"></span>mczasowej. <span class="_ _e"> </span>Ten <span class="_ _e"> </span>m<span class="_ _1"></span>odel </span></span></div><div class="t m0 x49 h6 y7f1 ff1 fs3 fc0 sc0 ls0 ws0">zatrudnienia dotycz<span class="_ _1"></span>y głównie pracowników fizyc<span class="_ _1"></span>znych.<span class="ff2"> </span></div><div class="t m0 x4 h6 y7f2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7f3 ff1 fs3 fc0 sc0 ls0 ws0">Wpływy, <span class="_ _1"></span>ryzyk<span class="_ _1"></span>a i <span class="_ _1"></span>szanse <span class="_ _1"></span>związane <span class="_ _1"></span>z <span class="_ _1"></span>własnym<span class="_ _1"></span>i praco<span class="_ _1"></span>wnikami <span class="_ _1"></span>są <span class="_ _1"></span>bezpośrednio <span class="_ _1"></span>związan<span class="_ _1"></span>e ze <span class="_ _1"></span>strat<span class="_ _1"></span>egią <span class="_ _1"></span>i </div><div class="t m0 x4 h6 y7f4 ff1 fs3 fc0 sc0 ls0 ws0">modelem <span class="_ _0"></span>biznesowym. GK <span class="_ _0"></span>MIRBUD <span class="_ _0"></span>zidentyfikowała<span class="_ _1"></span> <span class="_ _10"></span>pozyty<span class="_ _1"></span>wny <span class="_ _10"></span>wpływ poprzez <span class="_ _10"></span>za<span class="_ _1"></span>pewnianie <span class="_ _0"></span>stabilnego </div><div class="t m0 x4 h6 y403 ff1 fs3 fc0 sc0 ls0 ws0">zatrudnienia, co <span class="_ _10"></span>przekłada<span class="_ _1"></span> <span class="_ _10"></span>s<span class="_ _1"></span>ię <span class="_ _10"></span>na <span class="_ _0"></span>bezpieczeńs<span class="_ _1"></span>two <span class="_ _10"></span>fina<span class="_ _1"></span>nsowe <span class="_ _10"></span>prac<span class="_ _1"></span>own<span class="_ _1"></span>ików <span class="_ _10"></span>i ich <span class="_ _10"></span>rodz<span class="_ _1"></span>in. <span class="_ _10"></span>Zidentyfiko<span class="_ _1"></span>wano </div><div class="t m0 x4 h6 y7f5 ff1 fs3 fc0 sc0 ls0 ws0">także <span class="_ _c"></span>potencjal<span class="_ _1"></span>ne <span class="_ _1"></span>ne<span class="_ _1"></span>gatywne <span class="_ _c"></span>wpływy <span class="_ _c"></span>zw<span class="_ _1"></span>iązane <span class="_ _c"></span>z <span class="_ _c"></span>c<span class="_ _1"></span>zasem <span class="_ _1"></span>prac<span class="_ _1"></span>y, <span class="_ _c"></span>BHP <span class="_ _c"></span>i <span class="_ _c"></span>r<span class="_ _1"></span>ównością <span class="_ _c"></span>wynagrodz<span class="_ _1"></span>eń <span class="_ _c"></span>oraz<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7f6 ff1 fs3 fc0 sc0 ls0 ws0">pozytywny <span class="_ _1"></span>wpływ <span class="_ _1"></span>wynikają<span class="_ _1"></span>cy <span class="_ _1"></span>ze <span class="_ _1"></span>stabilnego <span class="_ _1"></span>zatrudnienia. <span class="_ _1"></span>Te <span class="_ _1"></span>wpływy <span class="_ _1"></span>mają <span class="_ _1"></span>prz<span class="_ _1"></span>ede <span class="_ _1"></span>wszystkim<span class="_ _1"></span><span class="ff2"> charakter<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y7f7 ff1 fs3 fc0 sc0 ls0 ws0">systemowy, <span class="_ _11"> </span>ponieważ <span class="_ _11"> </span>wyn<span class="_ _1"></span>ikają <span class="_ _16"> </span>z <span class="_ _f"> </span>cech <span class="_ _11"> </span>branży <span class="_ _11"> </span>budowlanej <span class="_ _11"> </span>oraz <span class="_ _11"> </span>struktury <span class="_ _11"> </span>rynk<span class="_ _1"></span>u <span class="_ _16"> </span>prac<span class="_ _1"></span>y. <span class="_ _16"> </span>Zost<span class="_ _1"></span>ały <span class="_ _11"> </span>one </div><div class="t m0 x4 h6 y7f8 ff1 fs3 fc0 sc0 ls0 ws0">szczegółowo opisane <span class="_ _1"></span>w ramach ujawnienia <span class="_ _1"></span>ESRS 2 SBM<span class="ff2">-<span class="ls7">3.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y7f9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7fa ff1 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _11"> </span>ziden<span class="_ _1"></span>tyfikowano <span class="_ _11"> </span>neg<span class="_ _1"></span>atywnych <span class="_ _11"> </span>wpływów<span class="_ _1"></span> <span class="_ _11"> </span>związan<span class="_ _1"></span>ych <span class="_ _11"> </span>z <span class="_ _f"> </span>planami <span class="_ _11"> </span>transforma<span class="_ _1"></span>cji <span class="_ _11"> </span>mającymi <span class="_ _f"> </span>na <span class="_ _11"> </span>celu </div><div class="t m0 x4 h6 y7fb ff1 fs3 fc0 sc0 ls0 ws0">zmniejszenie negatyw<span class="_ _1"></span>nego wpływu na środow<span class="_ _1"></span>isko.<span class="ff2"> </span></div><div class="t m0 x4 h6 y407 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7fc ff1 fs3 fc0 sc0 ls0 ws0">Nie <span class="_ _10"></span>zidentyfikowano <span class="_ _10"></span>istotne<span class="_ _1"></span>go <span class="_ _5"></span>ry<span class="_ _1"></span>zyka <span class="_ _10"></span>związanego <span class="_ _10"></span>z <span class="_ _10"></span>wystąpieniem <span class="_ _10"></span>pracy<span class="_ _1"></span> <span class="_ _5"></span>prz<span class="_ _1"></span>ymusowej <span class="_ _10"></span>oraz <span class="_ _10"></span>pracą <span class="_ _10"></span>dzieci.<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y7fd ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf42" class="pf w5 hc" ><div class="pc pc42 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2e ws0">66<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z osobami świadczący<span class="_ _1"></span>mi pracę na rzecz </span></div><div class="t m0 x4 h12 y228 ff6 fsb fc0 sc0 ls0 ws0">przedsiębiorstwa <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y229 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y22a ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>Grupi<span class="_ _1"></span>e <span class="_ _f"> </span>MIRBUD  funkcjonuje  „Kodeks <span class="_ _f"> </span>Etyki  Zawodowej  Pracownika <span class="_ _f"> </span>i  Współpracownika”  [dalej: </div><div class="t m0 x4 h6 y22b ff1 fs3 fc0 sc0 ls0 ws0">Kodeks]. <span class="_ _18"> </span>K<span class="_ _1"></span>odeks <span class="_ _18"> </span>ten <span class="_ _18"> </span>wy<span class="_ _1"></span>znacza <span class="_ _18"> </span>normy <span class="_ _19"> </span>i <span class="_ _18"> </span>w<span class="_ _1"></span>artości <span class="_ _18"> </span>etyc<span class="_ _1"></span>zne <span class="_ _18"> </span>wyrażające <span class="_ _19"> </span>standardy <span class="_ _19"> </span>postępowa<span class="_ _1"></span>nia </div><div class="t m0 x4 h6 y1b8 ff1 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _18"> </span>i <span class="_ _19"> </span>współprac<span class="_ _1"></span>owników <span class="_ _18"> </span>na <span class="_ _18"> </span>rzecz <span class="_ _18"> </span>wyp<span class="_ _1"></span>ełniania <span class="_ _18"> </span>misji <span class="_ _18"> </span>Sp<span class="_ _1"></span>ółki <span class="_ _17"> </span>oraz <span class="_ _19"> </span>realizac<span class="_ _1"></span><span class="ff2">ji <span class="_ _18"> </span>jej<span class="_ _1"></span> <span class="_ _17"> </span>strate<span class="_ _1"></span>gii </span></div><div class="t m0 x4 h6 y598 ff1 fs3 fc0 sc0 ls0 ws0">biznesowej. <span class="_ _14"> </span>K<span class="_ _1"></span>ażdy <span class="_ _14"> </span>pracownik <span class="_ _1a"> </span>jest <span class="_ _14"> </span>zobowiąza<span class="_ _1"></span>ny <span class="_ _14"> </span>do <span class="_ _14"> </span>prz<span class="_ _1"></span>estrzegania <span class="_ _14"> </span>wy<span class="_ _1"></span>mogów <span class="_ _14"> </span>Kodeksu <span class="_ _1a"> </span>Etyki, </div><div class="t m0 x4 h6 y599 ff1 fs3 fc0 sc0 ls0 ws0">niezależnie <span class="_ _e"></span>od <span class="_ _d"></span>zajmowan<span class="_ _1"></span>ego <span class="_ _d"></span>stanow<span class="_ _1"></span>iska <span class="_ _d"></span>w <span class="_ _d"></span>s<span class="_ _1"></span>trukturze <span class="_ _d"></span>firmy. <span class="_ _e"></span>W <span class="_ _d"></span>ramach<span class="_ _1"></span> <span class="_ _d"></span>Kodeks<span class="_ _1"></span>u <span class="_ _c"></span>ok<span class="_ _1"></span>reślono <span class="_ _d"></span>czym <span class="_ _e"></span>są </div><div class="t m0 x4 h6 y59a ff1 fs3 fc0 sc0 ls0 ws0">prawa człowieka, od<span class="_ _1"></span>nosząc się m.in. do:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y7fe ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Powszechnej Deklaracj<span class="_ _1"></span>i Praw Człowieka, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y7ff ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Międzynarodowej Karty<span class="_ _1"></span> Praw Człowieka, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y800 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Konwencji Między<span class="_ _1"></span>narodowej Organizacji Pracy<span class="_ _1"></span>, </span> </span></div><div class="t m0 x6 h6 y801 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Konwencji o ochron<span class="_ _1"></span>ie praw człowieka i podstawowy<span class="_ _1"></span>ch wolności, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y802 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Wytycznych OECD dl<span class="_ _1"></span>a przedsiębiorstw wielo<span class="_ _1"></span>narodowych,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y803 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Wytycznych ONZ<span class="_ _1"></span> dotyczących biznesu i praw c<span class="_ _1"></span>złowieka.<span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y4b0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ye9 ff1 fs3 fc0 sc0 ls0 ws0">Zgodnie <span class="_ _d"></span>z<span class="_ _1"></span> <span class="_ _e"></span>Kodeksem <span class="_ _d"></span>ob<span class="_ _1"></span>owiązek <span class="_ _e"></span>przestrzegania <span class="_ _e"></span>praw <span class="_ _e"> </span>człowieka <span class="_ _e"> </span>obciąża <span class="_ _e"> </span>każd<span class="_ _1"></span>ą <span class="_ _d"></span>osobę <span class="_ _e"> </span>oraz <span class="_ _e"></span>podmiot </div><div class="t m0 x4 h6 y698 ff1 fs3 fc0 sc0 ls0 ws0">związany <span class="_ _e"></span>z <span class="_ _e"></span>Grupą <span class="_ _d"></span>MIRBU<span class="_ _1"></span>D. <span class="_ _d"></span>MIRBUD <span class="_ _e"> </span>S.A. <span class="_ _e"></span>podejmuj<span class="_ _1"></span>e <span class="_ _d"></span>wsz<span class="_ _1"></span>elkie <span class="_ _d"></span>możliwe <span class="_ _e"></span>działania <span class="_ _e"></span>zapobiegawcz<span class="_ _1"></span>e <span class="_ _d"></span>w </div><div class="t m0 x4 h6 y699 ff1 fs3 fc0 sc0 ls0 ws0">celu <span class="_ _13"> </span>wyeliminowania <span class="_ _13"> </span>przy<span class="_ _1"></span>padków <span class="_ _13"> </span>naruszeń <span class="_ _13"> </span>praw <span class="_ _13"> </span>człowieka. <span class="_ _13"> </span>Odpowie<span class="_ _1"></span>dzialność <span class="_ _13"> </span>z<span class="_ _1"></span>a <span class="_ _13"> </span>nadzór <span class="_ _13"> </span>nad </div><div class="t m0 x4 h6 y69a ff1 fs3 fc0 sc0 ls0 ws0">przestrzeganiem <span class="_ _17"> </span>praw <span class="_ _1d"> </span>cz<span class="_ _1"></span>łowieka <span class="_ _1d"> </span>pow<span class="_ _1"></span>ierzono <span class="_ _1d"> </span>Zarządowi <span class="_ _17"> </span>Spółki <span class="_ _17"> </span>oraz <span class="_ _1d"> </span>w <span class="_ _17"> </span>szc<span class="_ _1"></span>zególności <span class="_ _1d"> </span>Prezesow<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y69b ff1 fs3 fc0 sc0 ls0 ws0">Zarządu <span class="_ _d"></span>Spółki.<span class="_ _1"></span> <span class="_ _c"></span>MIRBUD<span class="_ _1"></span> <span class="_ _d"></span>S.A. <span class="_ _d"></span>zobowiąz<span class="_ _1"></span>uje <span class="_ _c"></span>się <span class="_ _d"></span>d<span class="_ _1"></span>o <span class="_ _c"></span>p<span class="_ _1"></span>odejmowania <span class="_ _d"></span>działań <span class="_ _d"></span>n<span class="_ _1"></span>aprawczych <span class="_ _d"></span>w <span class="_ _d"></span>prz<span class="_ _1"></span>ypadku </div><div class="t m0 x4 h6 y3a2 ff1 fs3 fc0 sc0 ls0 ws0">zaistnienia naruszenia <span class="_ _10"></span>z<span class="_ _1"></span>wiązanego <span class="_ _10"></span>z<span class="_ _1"></span> <span class="_ _10"></span>prawa<span class="_ _1"></span>mi <span class="_ _10"></span>cz<span class="_ _1"></span>łowieka. <span class="_ _0"></span>Sposób<span class="_ _1"></span><span class="ff2"> <span class="_ _10"></span><span class="ff1">zg<span class="_ _1"></span>łaszania <span class="_ _0"></span>naruszenia został <span class="_ _10"></span>opisa<span class="_ _1"></span>ny </span></span></div><div class="t m0 x4 h6 y804 ff1 fs3 fc0 sc0 ls0 ws0">w Kodeksie. Z<span class="_ _1"></span>arząd Spó<span class="_ _1"></span>łki będzie bada<span class="_ _1"></span>ł wszystkie z<span class="_ _1"></span>głoszenia, również <span class="_ _1"></span>te o chara<span class="_ _1"></span>kterze anonimowym.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y805 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _c"></span>Spółki <span class="_ _d"></span>raz <span class="_ _d"></span>w <span class="_ _c"></span>roku <span class="_ _d"></span>dokonuje <span class="_ _d"></span>przeg<span class="_ _1"></span>lądu <span class="_ _c"></span>działań <span class="_ _d"></span>z <span class="_ _c"></span>z<span class="_ _1"></span>akresu <span class="_ _c"></span>należytej <span class="_ _d"></span>staranności, <span class="_ _c"></span>ob<span class="_ _1"></span>ejmujące <span class="_ _c"></span>w </div><div class="t m0 x4 h6 y806 ff1 fs3 fc0 sc0 ls0 ws0">szczególności  ocenę  procesu  procedowania  zgłoszeń  oraz <span class="_ _f"> </span>ocenę  skuteczno<span class="_ _1"></span>ści <span class="_ _f"> </span>podjętych<span class="_ _1"></span> <span class="_ _f"> </span>działań </div><div class="t m0 x4 h6 y807 ff2 fs3 fc0 sc0 ls0 ws0">zaradczych.<span class="_ _1"></span> </div><div class="t m0 x4 h6 y808 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y809 ff1 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _e"></span>określa <span class="_ _e"></span>także <span class="_ _e"></span>zasady <span class="_ _e"> </span>związane <span class="_ _e"> </span>z<span class="_ _1"></span> <span class="_ _d"></span>przeciwdz<span class="_ _1"></span>iałaniem <span class="_ _e"></span>dyskryminacji <span class="_ _e"></span>i <span class="_ _e"></span>mobbingowi.<span class="_ _1"></span> <span class="_ _d"></span>Zgodnie <span class="_ _e"> </span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y80a ff1 fs3 fc0 sc0 ls0 ws0">Kodeksem <span class="_ _1f"> </span>za <span class="_ _1c"> </span>niedopuszc<span class="_ _1"></span>zalne <span class="_ _1a"> </span>uz<span class="_ _1"></span>naje <span class="_ _1a"> </span>si<span class="_ _1"></span>ę <span class="_ _1a"> </span>jak<span class="_ _1"></span>iekolwiek <span class="_ _1f"> </span>formy <span class="_ _1f"> </span>dy<span class="_ _1"></span>skryminacji <span class="_ _1f"> </span>w <span class="_ _1f"> </span>z<span class="_ _1"></span>atrudnieniu, </div><div class="t m0 x4 h6 y80b ff1 fs3 fc0 sc0 ls0 ws0">bezpośredniej <span class="_ _16"> </span>lub <span class="_ _16"> </span>pośredniej, <span class="_ _16"> </span>w <span class="_ _16"> </span>szczególności <span class="_ _e"> </span>z<span class="_ _1"></span>e <span class="_ _e"> </span>względu <span class="_ _16"> </span>na <span class="_ _16"> </span>płeć, <span class="_ _e"> </span>w<span class="_ _1"></span>iek, <span class="_ _e"></span>n<span class="_ _1"></span>iepe<span class="_ _1"></span>łnosprawność, <span class="_ _e"> </span>rasę<span class="_ _1"></span>, </div><div class="t m0 x4 h6 y80c ff1 fs3 fc0 sc0 ls0 ws0">religię, <span class="_ _14"> </span>narodowość, <span class="_ _14"> </span>prze<span class="_ _1"></span>konania <span class="_ _12"> </span>po<span class="_ _1"></span>lityczne, <span class="_ _12"> </span>prz<span class="_ _1"></span>ynależność <span class="_ _14"> </span>związkową, <span class="_ _14"> </span>pochodzen<span class="_ _1"></span>ie <span class="_ _12"> </span>etn<span class="_ _1"></span>iczne, </div><div class="t m0 x4 h6 y80d ff1 fs3 fc0 sc0 ls0 ws0">wyznanie,  orientację  seks<span class="_ _1"></span>ualną,  zatrudnienie  na  czas  określony  lub  nieokreślony,  zatrudnienie  w </div><div class="t m0 x4 h6 y80e ff1 fs3 fc0 sc0 ls0 ws0">pełnym <span class="_ _1"></span>lub <span class="_ _1"></span>w <span class="_ _1"></span>niepełnym <span class="_ _1"></span>wymiarze <span class="_ _1"></span>czasu <span class="_ _1"></span>pracy.<span class="_ _1"></span><span class="ff2"> <span class="_ _1"></span></span>W <span class="_ _1"></span>celu <span class="_ _1"></span>zapewnienia <span class="_ _1"></span>właściwej <span class="_ _1"></span>polityki <span class="_ _1"></span>wewnętrz<span class="_ _1"></span>nej w </div><div class="t m0 x4 h6 y80f ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _18"> </span>relacji <span class="_ _19"> </span>i <span class="_ _18"> </span>stosu<span class="_ _1"></span>nków <span class="_ _17"> </span>int<span class="_ _1"></span>erpersonalnych, <span class="_ _18"> </span>z<span class="_ _1"></span>godnej <span class="_ _17"> </span>z <span class="_ _19"> </span>Kodeksem, <span class="_ _19"> </span>a <span class="_ _18"> </span>ta<span class="_ _1"></span>kże <span class="_ _18"> </span>przeciwdziałani<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y810 ff1 fs3 fc0 sc0 ls0 ws0">mobbingowi <span class="_ _23"> </span>i <span class="_ _23"> </span>różnym <span class="_ _23"> </span>formom <span class="_ _23"> </span>molestow<span class="_ _1"></span>ania <span class="_ _22"> </span>w<span class="_ _1"></span> <span class="_ _22"> </span>G<span class="_ _1"></span>rupie <span class="_ _23"> </span>MIRBUD <span class="_ _22"> </span>w<span class="_ _1"></span>prowadzono <span class="_ _23"> </span>Procedurę<span class="_ _1"></span> </div><div class="t m0 x4 h6 y811 ff1 fs3 fc0 sc0 ls0 ws0">przeciwdziałania mo<span class="_ _1"></span>bbingowi i dy<span class="ff2">s<span class="_ _1"></span>kryminacji MIRBUD S.A. <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y812 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y76 ff2 fs3 fc0 sc0 ls0 ws0">Zgodnie z Kodeksem M<span class="_ _1"></span>IRBUD S.A.: </div><div class="t m0 x6 h6 y813 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">respektuje <span class="_ _e"> </span>zasad<span class="_ _1"></span>ę, <span class="_ _d"></span>zgo<span class="_ _1"></span>dnie <span class="_ _e"></span>z <span class="_ _e"> </span>którą <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _e"></span>celu <span class="_ _e"></span>reprezent<span class="_ _1"></span>acji <span class="_ _e"></span>i <span class="_ _e"></span>obrony <span class="_ _e"></span>swoich <span class="_ _16"> </span>praw <span class="_ _e"> </span>i <span class="_ _e"> </span>interes<span class="_ _1"></span>ów, </span></span></div><div class="t m0 x9 h6 y814 ff1 fs3 fc0 sc0 ls0 ws0">pracownicy mają praw<span class="_ _1"></span>o tworzyć organizacje i do <span class="_ _1"></span>nich przystępować, <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y815 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">nie dopuszcza do jak<span class="_ _1"></span>ichkolwiek przejawów pracy prz<span class="_ _1"></span>ymusowej, <span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y816 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">nie <span class="_ _1d"> </span>korzysta <span class="_ _1d"> </span>z <span class="_ _1d"> </span>pracy <span class="_ _1d"> </span>dzieci, <span class="_ _1d"> </span>a <span class="_ _1d"> </span>pracę <span class="_ _1d"> </span>mł<span class="_ _1"></span>odocianych <span class="_ _1d"> </span>dopuszcza <span class="_ _1d"> </span>wyłącz<span class="_ _1"></span>nie  n<span class="_ _1"></span>a <span class="_ _1d"> </span>podstawie </span></span></div><div class="t m0 x9 h6 y817 ff1 fs3 fc0 sc0 ls0 ws0">przepisów określonych w<span class="_ _1"></span> Kodeksie pracy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y818 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y686 ff1 fs3 fc0 sc0 ls0 ws0">Ze <span class="_ _1"></span>względu <span class="_ _1"></span>na <span class="_ _1"></span>charakter <span class="_ _1"></span>działalności <span class="_ _1"></span>i <span class="_ _1"></span>lokalizację <span class="_ _1"></span>działalności <span class="_ _1"></span>GK <span class="_ _1"></span>MIRBUD, <span class="_ _1"></span>Kod<span class="_ _1"></span>eks <span class="_ _1"></span>nie od<span class="_ _1"></span>nosi si<span class="_ _1"></span>ę d<span class="_ _1"></span>o </div><div class="t m0 x4 h6 y819 ff1 fs3 fc0 sc0 ls0 ws0">kwestii handlu ludźmi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y388 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf43" class="pf w5 hc" ><div class="pc pc43 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2e ws0">67<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">GK <span class="_ _f"> </span>MIRBUD <span class="_ _f"> </span>przyjęła <span class="_ _f"> </span>również <span class="_ _11"> </span>„P<span class="_ _1"></span>olitykę <span class="_ _11"> </span>r<span class="_ _1"></span>óżnorodności <span class="_ _f"> </span>Grupy <span class="_ _f"> </span>Kapitałowej <span class="_ _f"> </span>MIRBUD”, <span class="_ _11"> </span>k<span class="_ _1"></span>tóra <span class="_ _f"> </span>dotyczy </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">zarządzania różnorodnoś<span class="_ _1"></span>cią w MIRBUD S.A. i spó<span class="_ _1"></span>łkach Grupy Kapitałowej. <span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">Polityka  Różnorodności  Grupy  Kapitałowej  MIRBUD  realizuje <span class="_ _f"> </span>n<span class="_ _1"></span>astępujące  Cele  Zrównoważonego </div><div class="t m0 x4 h6 y54 ff2 fs3 fc0 sc0 ls0 ws0">Rozwoju ONZ:<span class="_ _1"></span> </div><div class="t m0 x6 h6 y81a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Cel 10 <span class="ff1">–</span> <span class="ff1">mniej nierów<span class="_ _1"></span>ności;</span> </span></div><div class="t m0 x6 h6 y81b ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>Cel 5 <span class="ff1">–</span> <span class="ff1">równość p<span class="_ _1"></span>łci.</span> </span></div><div class="t m0 x4 h6 y168 ff1 fs3 fc0 sc0 ls0 ws0">Celami przyjętej<span class="_ _1"></span> Polityki Różnorodności są:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y81c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">aktywne <span class="_ _c"></span>zarz<span class="_ _1"></span>ądzanie <span class="_ _c"></span>róż<span class="_ _1"></span>norodnością <span class="_ _c"></span>w <span class="_ _d"></span>ramach<span class="_ _1"></span> <span class="_ _c"></span>prowadzonej <span class="_ _d"></span>polityk<span class="_ _1"></span>i <span class="_ _1"></span>z<span class="_ _1"></span>arządzania <span class="_ _c"></span>z<span class="_ _1"></span>asobami </span></span></div><div class="t m0 x9 h6 y81d ff1 fs3 fc0 sc0 ls0 ws0">ludzkimi, tworzenie otwarte<span class="_ _1"></span>go i różnorodnego środowi<span class="_ _1"></span>ska pracy;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y81e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">przeciwdziałanie wsz<span class="_ _1"></span>elkim formom dyskr<span class="_ _1"></span>yminacji;</span> </span></div><div class="t m0 x6 h6 y81f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">zapewnienie <span class="_ _d"></span>rów<span class="_ _1"></span>nych <span class="_ _d"></span>szans <span class="_ _e"></span>w <span class="_ _d"></span>dostępie <span class="_ _d"></span>d<span class="_ _1"></span>o <span class="_ _c"></span>in<span class="_ _1"></span>formacji <span class="_ _d"></span>o <span class="_ _e"></span>obowiązujących <span class="_ _e"></span>w <span class="_ _d"></span>Grupie <span class="_ _d"></span>MIRBU<span class="_ _1"></span>D </span></span></div><div class="t m0 x9 h6 y820 ff2 fs3 fc0 sc0 ls0 ws0">standardach etycznyc<span class="_ _1"></span>h; </div><div class="t m0 x4 h6 y821 ff1 fs3 fc0 sc0 ls0 ws0">W odniesieniu do obsz<span class="_ _1"></span>aru bezpieczeństwa i hig<span class="_ _1"></span>ieny pracy Grupa przyjęła:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y1a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Politykę BHP w MIRBU<span class="_ _1"></span>D S.A.</span> </span></div><div class="t m0 x6 h6 y465 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Procedurę PB</span>-<span class="ff1">11/<span class="_ _1"></span>1 „Zarządzanie BHP”<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y654 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">Procedurę Jakości PJ<span class="_ _1"></span></span>-7.1.4/04  </span></div><div class="t m0 x4 h6 y822 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y823 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _d"></span>MIRBUD <span class="_ _e"></span>S.A. <span class="_ _d"></span>wdroż<span class="_ _1"></span>ony <span class="_ _d"></span>został <span class="_ _e"></span>System <span class="_ _d"></span>Zarządz<span class="_ _1"></span>ania <span class="_ _d"></span>Bezpieczeństwem <span class="_ _e"></span>i <span class="_ _d"></span>Higie<span class="_ _1"></span>na <span class="_ _c"></span>Pracy<span class="_ _1"></span> <span class="_ _d"></span>zgodnie <span class="_ _e"></span>z </div><div class="t m0 x4 h6 y824 ff1 fs3 fc0 sc0 ls0 ws0">wymaganiami <span class="_ _13"> </span>normy <span class="_ _19"> </span>ISO <span class="_ _13"> </span>45001:2018. <span class="_ _19"> </span>D<span class="_ _1"></span>okumentami <span class="_ _19"> </span>operacyj<span class="_ _1"></span>nymi, <span class="_ _19"> </span>zawierający<span class="_ _1"></span>mi <span class="_ _18"> </span>szc<span class="_ _1"></span>zegółowe </div><div class="t m0 x4 h6 y825 ff1 fs3 fc0 sc0 ls0 ws0">wytyczne <span class="_ _1"></span>postępowania <span class="_ _1"></span>są Procedury<span class="_ _1"></span> Jakośc<span class="_ _1"></span>i. Polityka <span class="_ _1"></span>firmy w <span class="_ _1"></span>zakresie <span class="_ _1"></span>Zarządzan<span class="_ _1"></span>ia <span class="_ _1"></span>Bezpieczeństwa </div><div class="t m0 x4 h6 y826 ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _19"> </span>H<span class="_ _1"></span>igieny <span class="_ _19"> </span>Pracy<span class="_ _1"></span> <span class="_ _19"> </span>i <span class="_ _13"> </span>systemu <span class="_ _19"> </span>z<span class="_ _1"></span>apewnienia <span class="_ _13"> </span>BHP <span class="_ _13"> </span>prowadzona <span class="_ _13"> </span>jest <span class="_ _13"> </span>zgodnie <span class="_ _13"> </span>z <span class="_ _13"> </span>Procedurą <span class="_ _13"> </span>PB<span class="_ _1"></span><span class="ff2">-11/1<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y827 ff1 fs3 fc0 sc0 ls0 ws0">„Zarządzanie <span class="_ _10"></span>BH<span class="_ _1"></span>P” <span class="_ _10"></span>oraz <span class="_ _0"></span>Procedurą <span class="_ _10"></span>J<span class="_ _1"></span>akości <span class="_ _10"></span>PJ<span class="_ _1"></span><span class="ff2">-</span>7.1.4/04 <span class="_ _10"></span>„Proced<span class="_ _1"></span>ura <span class="_ _10"></span>Nadzoru na<span class="_ _0"></span>d <span class="_ _0"></span>Środowiskiem P<span class="_ _0"></span>racy”. </div><div class="t m0 x4 h6 y828 ff1 fs3 fc0 sc0 ls0 ws0">Procedura <span class="_ _1f"> </span>zarz<span class="_ _1"></span>ądzania <span class="_ _1a"> </span>j<span class="_ _1"></span>akością <span class="_ _1a"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _1a"> </span>S<span class="_ _1"></span>.A. <span class="_ _1a"> </span>wdraż<span class="_ _1"></span>a <span class="_ _1a"> </span>i <span class="_ _1f"> </span>upo<span class="_ _1"></span>rządkowuje<span class="_ _1"></span> <span class="_ _1a"> </span>sz<span class="_ _1"></span>ereg <span class="_ _1a"> </span>standardó<span class="_ _1"></span>w </div><div class="t m0 x4 h6 y829 ff1 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _22"> </span>zapewnienia <span class="_ _22"> </span>bezpieczeństwa<span class="_ _1"></span> <span class="_ _1b"> </span>i <span class="_ _1b"> </span>h<span class="_ _1"></span>igieny <span class="_ _1b"> </span>pracy<span class="_ _1"></span>. <span class="_ _1b"> </span>W <span class="_ _1b"> </span>S<span class="_ _1"></span>półce <span class="_ _1b"> </span>fu<span class="_ _1"></span>nkcjonuje <span class="_ _1b"> </span>komórka<span class="_ _1"></span> </div><div class="t m0 x4 h6 y82a ff2 fs3 fc0 sc0 ls0 ws0">organizacyjna <span class="_ _10"></span>-<span class="_ _1"></span> <span class="_ _5"></span><span class="ff1">Dz<span class="_ _1"></span>iał <span class="_ _10"></span>BHP <span class="_ _10"></span>zatrudniająca <span class="_ _0"></span>na <span class="_ _10"></span>etat <span class="_ _10"></span>Główne<span class="_ _1"></span>go <span class="_ _10"></span>Specjalistę <span class="_ _10"></span>ds. <span class="_ _10"></span>BHP<span class="_ _1"></span> <span class="_ _5"></span>oraz<span class="_ _1"></span> <span class="_ _10"></span>Inspektora <span class="_ _10"></span>ds. <span class="_ _10"></span>BH<span class="_ _1"></span>P </span></div><div class="t m0 x4 h6 y82b ff1 fs3 fc0 sc0 ls0 ws0">odpowiedzialnych  za <span class="_ _f"> </span>praw<span class="_ _1"></span>idłowy <span class="_ _f"> </span>przebieg  każde<span class="_ _1"></span>go <span class="_ _f"> </span>procesu  budowlanego  zgodnie <span class="_ _f"> </span>z  przepisami <span class="_ _f"> </span>i </div><div class="t m0 x4 h6 y82c ff2 fs3 fc0 sc0 ls0 ws0">zasadami BHP.  <span class="_ _1"></span> </div><div class="t m0 x4 h6 y82d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y82e ff1 fs3 fc0 sc0 ls0 ws0">Najwyższ<span class="_ _1"></span>ym <span class="_ _1b"> </span>organem <span class="_ _22"> </span>odpowiedz<span class="_ _1"></span>ialnym <span class="_ _1b"> </span>za <span class="_ _22"> </span>w<span class="_ _1"></span>drożenie<span class="ff2"> <span class="_ _1"></span>Kodeksu <span class="_ _1b"> </span>E<span class="_ _1"></span>tyki <span class="_ _1b"> </span>Za<span class="_ _1"></span>wodowej oraz P<span class="_ _1"></span>olityki </span></div><div class="t m0 x4 h6 y42c ff1 fs3 fc0 sc0 ls0 ws0">Różnorodności<span class="ff2"> jes<span class="_ _1"></span>t </span>Członek <span class="_ _f"> </span>Zarządu, <span class="_ _11"> </span>Dy<span class="_ _1"></span>rektor <span class="_ _11"> </span>ds<span class="_ _1"></span>. <span class="_ _11"> </span>Finansowyc<span class="_ _1"></span>h. <span class="_ _11"> </span>Oba <span class="_ _f"> </span>dokumenty <span class="_ _f"> </span>są <span class="_ _f"> </span>udostępniane </div><div class="t m0 x4 h6 y82f ff1 fs3 fc0 sc0 ls0 ws0">pracownikom <span class="_ _19"> </span>i <span class="_ _19"> </span>ws<span class="_ _1"></span>półpracownikom <span class="_ _19"> </span>prz<span class="_ _1"></span>y <span class="_ _19"> </span>podpisywaniu <span class="_ _19"> </span>u<span class="_ _1"></span>mowy <span class="_ _19"> </span>–<span class="ff2"> <span class="_ _13"> </span></span>wymagane <span class="_ _13"> </span>jest <span class="_ _19"> </span>poświad<span class="ff2">czen<span class="_ _1"></span>ie </span></div><div class="t m0 x4 h6 y830 ff1 fs3 fc0 sc0 ls0 ws0">zapoznania się i akcept<span class="_ _1"></span>acji ich treści.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y831 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y832 ff1 fs3 fc0 sc0 ls0 ws0">Najwyższ<span class="_ _1"></span>ym organem <span class="_ _1"></span>odpowiedzialnym <span class="_ _1"></span>za w<span class="_ _1"></span>drożenie<span class="_ _1"></span><span class="ff2"> Polityki BHP<span class="_ _1"></span> jest </span>Wiceprezes <span class="_ _1"></span>Zarządu <span class="_ _1"></span>MIRBUD </div><div class="t m0 x4 h6 y73e ff1 fs3 fc0 sc0 ls0 ws0">S.A. <span class="_ _c"></span>oraz <span class="_ _d"></span>Dy<span class="_ _1"></span>rektor <span class="_ _c"></span>ds. <span class="_ _d"></span>Finansowy<span class="_ _1"></span>ch. <span class="_ _c"></span>Dokume<span class="_ _1"></span>nt <span class="_ _1"></span>j<span class="_ _1"></span>est <span class="_ _c"></span>udostę<span class="_ _1"></span>pniany <span class="_ _c"></span>pracown<span class="_ _1"></span>ikom <span class="_ _c"></span>i <span class="_ _c"></span>ws<span class="_ _1"></span>półpracownikom<span class="_ _1"></span> </div><div class="t m0 x4 h6 y833 ff1 fs3 fc0 sc0 ls0 ws0">podczas szkoleń, podczas<span class="_ _1"></span> których zapoznają się z<span class="_ _1"></span> jego treścią.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y741 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-2 Procedury ws<span class="_ _1"></span>półpracy z własnymi pracownik<span class="_ _1"></span>ami i </span></div><div class="t m0 x4 h12 y834 ff6 fsb fc0 sc0 ls0 ws0">przedstawicielami <span class="_ _1"></span>pracowników w zakresie wpływó<span class="_ _1"></span>w<span class="ff3"> </span></div><div class="t m0 x4 h6 y835 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y836 ff1 fs3 fc0 sc0 ls0 ws0">Współpraca <span class="_ _18"> </span>z <span class="_ _19"> </span>prac<span class="_ _1"></span>ownikami <span class="_ _18"> </span>realizowa<span class="_ _1"></span>na <span class="_ _17"> </span>j<span class="_ _1"></span>est <span class="_ _18"> </span>na <span class="_ _19"> </span>bieżąco, <span class="_ _19"> </span>tak <span class="_ _18"> </span>a<span class="_ _1"></span>by <span class="_ _18"> </span>uniknąć <span class="_ _19"> </span>narastania <span class="_ _19"> </span>sytuacji<span class="_ _1"></span> </div><div class="t m0 x4 h6 y837 ff1 fs3 fc0 sc0 ls0 ws0">niepożądanych. <span class="_ _f"> </span>Pracownicy <span class="_ _11"> </span>mają <span class="_ _11"> </span>w<span class="_ _1"></span>pływ <span class="_ _11"> </span>na <span class="_ _11"> </span>ks<span class="_ _1"></span>ztałt <span class="_ _16"> </span>k<span class="_ _1"></span>luczowych <span class="_ _11"> </span>dokume<span class="_ _1"></span>ntów <span class="_ _11"> </span>przy<span class="_ _1"></span>jmowanych <span class="_ _11"> </span>przez </div><div class="t m0 x4 h6 y838 ff1 fs3 fc0 sc0 ls0 ws0">Grupę. Podczas<span class="_ _1"></span> cyklicznych <span class="_ _1"></span>spotkań rocznyc<span class="_ _1"></span>h pracownicy maj<span class="_ _1"></span>ą wpływ <span class="_ _1"></span>na istotn<span class="_ _1"></span>e <span class="_ _1"></span>dokumenty, które <span class="_ _1"></span>są </div><div class="t m0 x4 h6 y839 ff1 fs3 fc0 sc0 ls0 ws0">przyjmowane przez Gr<span class="_ _1"></span>upę Kapitałową MIRBU<span class="_ _1"></span>D. <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf44" class="pf w5 hc" ><div class="pc pc44 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAABKYAAAaUCAIAAABFUYM+AAAACXBIWXMAABYlAAAWJQFJUiTwAAAgAElEQVR42uzdedxlV1Un/N9aa+9z7r3PVFOqKlNV5gQSSAygQJRRAREVJxRBVKQxtuALNoPavGC3Amq/raI2rb7dItJiozgwKipRbGQIQwwkhFSSSlKZah6e4d57ztlrrf7jPlUpqhKeJxOQyvp+6lOf+0znnHvuueee39l7r03ujhBCCCGEEEIIJyKOXRBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghROQLIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIh8IYQQQgghhBAi8oUQQgghhBBCiMgXQgghhBBCCCEiXwghhBBCCCGEiHwhhBBCCCGEECLyhRBCCCGEEEJEvhBCCCGEEEIIEflCCCGEEEIIIUTkCyGEEEIIIYQQkS+EEEIIIYQQQkS+EEIIIYQQQggR+UIIIYQQQgghIl8IIYQQQgghhIe/FLsghBBCCCGEhwU//ICO/uLub8EBcjjgBJt8CQhAR/2lA2QAHV4CQQkEZ3U4wCiMFC1DJ5B4LUMIIYQQQng4uYe8d9xvHE5zSA5SYPLP4YDhSC6EM1pCARgON7itsOTwMBStfCGEEEIIITys8t5XpWQMEicA0KP/0kAggIGWvDIB0AItIJMsSIAwiCMhROQLIYQQQgghfJ3y3r23wvndv+MwX/6aoQSlyUOkSSdPMpDDWUAMENTImQkgdwAgip19Ah027tF2G0IIIYQQwsOB32sWvHuwngIEZ1PAAD78D4AvRz0kLyA+PNrPlL0AGcwqIHSMHLv6BBKtfCGEEEIIITyc0bFfGkHBeiTvTcIfgXg56MFlOSYqAOKkiZ18eVEWu/QEO0CilS+EEEIIIYSHBz/+G05E7u7uYCKQO2gS/AzOKDCACDQp3SkADC2jcljB8rg9NcDApCx+VKtgODFEK18IIYQQQggPTwTCct5jZgDuzoUc0Iwxm4MykOAJDnUsx0HunNGBM0aEUmyWmQrArjCAxVdRJSY8jA6TaOULIYQQQgjh4cG/Iu8BMDNmNjMicnMAVowTqUCtpMVx2rGruemu+dt2jcZjDPKaM06dXr+WLjgHU71FdmNmoOdIDoLZpMqLEzgyX0S+EEIIIYQQwtc9/bkTkZsRMQDruoWq9EtXLQBf2r7/j/7yrn/+lO7cz0UpSQujnOp+b/qnf+j0V/y4ztZd1VN1ESIgO1gNBGdMlhYi8oUQQgghhBC+Hknv7i/d1YQY7pNum7bjpn0fvGLXe6+gbbet3Ts/0K4jG4mDkNX7RjVk22yPn3rpBW/9xXzBGY2BcsUAO8hBgFNM0hCRL4QQQgghhPD1znvL3zRjh5uRpC9d9W9TL3j9aP/+etxWpatMScoYXZfM4EwkICu6qZ3aNlNPXf6Cc974Kp8edEYVxAgdgYBKJ2VeQkS+EEIIIYQQwoNniG6gQCcQlMwN0HOITi7bAQfMkcuYUKkxUhFhAxeMpOt3DT5x9e5Xvam77rYVV9RKWd/07rr0jPM//MdYM2iq2in1WkDQChRdf1Uz83WTWR4MAIjBhEkNGQAwoJAB8OV54CEgAZMzHCAHOWBRTvJrIHZxCCGEEEII3yCX5mwMrgAnMdQMJbCADACKYJxsAOl1rkydMLeqiVwsf+rau373nXs/8znauXvtalbEPKR28fZdduXV/LTHe91jAAwQ0uqrdWoiINHyTIAGN7gCRBCAHbUx3GECUjCc2Y+UhnFyOKIyaES+EEIIIYQQHjkY0hGEkBxkloAGhwfYgRoiBXegOkEKBCiVYHRIPnPttT/35nVX37wZHVX9Fs2KK7Ku61I9tVDmP/3FNd/+pA42bWIMZrBNpvdbxeY6geEEENjBRvDJ/H7m7A2p0kBAFRM7AJAz0eE2QEIBHKjjVf9aHFchhBBCCCGEbwC23NIGECBwWIaTTyZcN4bWZuo2nGSrxhIsXXvTla/4f/s33kIY9SmjHa9mRQQfWTPtzIsNzACQwwg62QhbVdubCwqjIbQ43HfTGAYYCMawArTAmNAyG/PyM5zEvyPzwoeHXrTyhRBCCCGE8A1zdW4ghwtGcAFqcyjADKeekyuY2QBLJnv2th/+4o63vG3z9bfV1rQJi8nQ8L0UefnKtTD1ubaikjOIGQSgECoABpdVFexUUgclkIMMMAEYhERuolRBsgEEJxCcbLlVsAg6QuWQAiijF695RL4QQgghhBAeGapJIxhNmvuIQCCAGJiEKrTiQKm7DnsOfv5Vv5yv+Nzp8+MRtZ1wojTqWqnqpKuozmgqbTecnp167KOQOAEgx2QSdsCIV9P+JmgJDBd4AkEJHcEAJ3YwwyuZpE/PblDAGSAjdEAiiPOkgTFE5AshhBBCCOGRQZd7SwpQG4PQwD1BDOJozFNS0ra54cadv/Bbm/7h06TtEjt7ZU7m1INQMWcyMxEpWpjY3en4Rjv3adS7N83iaY8HczYypgSHOZgK3WuXy0m1/+UFGgECBdwgTOSZ4XAUNXO0LYadsdFUv61hlRCEXNhpALiZZvYUaSQiXwghhBBCCI8cYs5YnurAAEaBG1HHyIQqke1fOvSHf3rru9+/7rqbpqyMbYxqZuiJPImbkfVLaZhExMxyym3b9vv9tm2PWQ9xIiU+bws2TUOEXQrAk8nbhJRWkfeAFnU2YgZMnQpYubTUdNg5j/f987YPXlEdwpK2Jz3hgo0v+S5/wjn7eszU7zv3NQFcCA1RpJGIfCGEEEIIITxSFDYGpUnHTAKAGlyAAmQ3GZn97cdv++3/Nb1rbz2Q/aPhWqqtQ6nARmJsMCV0pTAzETVtS0RdKcd39GQXhVSnbe7giRIZDldWIad7LvB4TN4DoEzEEDMvo6REzQjbth/49FXb/uyD6ertJzc8XQZ9jMfX3PSJD3zkol95xYaf+O4udw3ERciI4RFFIvKFEEIIIYTwCKIA++FpDBgEsJp0TWWF9y/t/LMPLfzen5y2a9+hPg1V1+S5pm3Jebr1RjpliPs4sYAdziLj0vRzv9PCdGyIU6eDidZe9CjNmYDkk0qh7owyGVL4Vev6T+JfVoMb5udH13754DU3lL//eLrqBtpz4KzSmWlDvnNg00iD4aGL907v+KXfXdh+16k//F1y4Zmj7BCwWeao2RmRL4QQQgghhEeM2uHEk36V7JNyl5pLh852vuV397zz/ZtH46GMJU37mJY6RprOKP3SZdNOyMEds5aOmbumWTO3dnFxMeesqsesiCALFZ965lZQBgAGAyC0cIflwqiO3bYj7XuTvOfueWGI67bf9PvvPPRPn5o+NJoejiptC0w5dSDK0slwQX2ql7SZ7+1LO//kr8vOvVvf8rr65KoFehB0QI6XPSJfCCGEEEIID38dACDbpC0PrYCBZHB4wy5AVofJZEo7MNhgKGg7fOyzO//X+5Y+9NFNS/PjQdYmzy10RWTUU9bOFONKULxy7siNyiznO2emNj3+0vVPeuKhP3y7HjyQkGplgisVIwaoMI82rcnnnNmAOqBHSE4+mWRhUiYULZydkgIGJAUDhb2hrm+FbroTN95617v+YtfHr+rvWTi18+xoiRaqKhGxOwOp7TYUYhd3VuaUqDq474YP/92pP/b9aePjkrA7yDQm54vIF0IIIYQQwonAlkfnAQAI1ZEBe4QKbvAiSEZEEHNiWrTRDNLie6/4tzf8+syufaeXQhV1HVXoj5Jma/qddQLNGcpV7s2Xxqybo3RrbWu+59s3/adfxUf/6WDXDsaLA16TTByq4kbuEIHIRVtxyloBEiAOZTJQBsHJE6ioJVY3Vq4cnrBIyLCpQ0ujP//wdW9/58LNt5/R2uamNBXP95EK9VucpIPWdSG1mp1hHVKlqWepwJXbNa5lQedvvmXdt15qAhJAPA6MiHwhhBBCCCGcCDKc4WDuGAmgFiB4hjmkEBiHxNc6CgNuDh8kwmev3/e2d83dtre/fmrP/ME5SqxUyLoE11Spw83cau20tGnQ71ya1trnfNPZr3sZumF79bXTjc/lQe68Y2sFTnCCEmr1LY+7CD1Ok1ZHQCfzK4AAOIG8505GSAS4q3ZVonznzvYdH7r97f9746GFNSW5dYWYzcDujIw00sU96DzXdVfcE9iUTGGFqRXPhtqla7uReDJMpvKLNr6IfCGEEEIIIZwI2BzkhRQAOVzgIJrUSWFiomlDW4GAkY+rouP3fvT2N/23uZt2nuy+tP9gN6iWildkBJtuyZAbJocKF5VSg6mx+alq7U89/5vf8CNl3ca0bemuq77UG3ZIMLJWbJS9UsrKzlicqc9/2pMtUYEmEXIkAxGMzIjEqQHB0ZEW8V5ZSNtuX/j45/e+5+8Wr/pyHjYCzCgVzkqYa8tM2w2Flio1p0Gqq5FPU++OutSmTKak40SFqS6JUp47eWMRzgqolUwR+SLyhRBCCCGEcKIgB5AcMBRBC6/BCaRCZMgtvEZXxrOG9v3/tP21v7Hl9n0tuq5OM9yvhzp2tuzZVCwlsBK1DJgmp6Fj32lrL/kPL8fLvrcdiGlK192wcNOtGzgtVW2GGSkBlVK/cEfUnL4J525tBAp2IDu4A4TGYgqbMh5nEqBfOtEyfN9Hb/iPvzW3fddaw1i6bqqmoWdwVkKijogoCXnqMIVeo9iVfXjS2tl+f+GuG3vFCNQJZWWA99b8qIvOGcJ9Mnu76VcvDRoi8oUQQgghhPBwyXsEsMANYHZxZKIGcEIuMGCxwvRwkW6540u//Lby8avn9s2PxYW4uHVlNO05g1t1ZVuqCpuLca1EnppU83OfeMlbX92ceXqp6p5LXmp3fezTabhk2nVuYAw67nVEzkogx+C887BuagyeUSSFJWiCOAhusBFbPbJqfungRz62+MF/wkc+uXXxYCE/UJWaZWq+qbhWlHGCkS9UyJQrZWcpGzbIo7duevEz11184Y6f/JXCYDcB2GWqlQN1dfr3P8tOXtc3MqaOPEfgi8gXQgghhBDCicGJJqUwOwLBakXlyEIFDibtiqeEm2/e9opfGXzqhrpTZ4wyk9NM6+IYJhO35N66SZYhmqqItIZ67ck//YL69S+ZP2WdQ6Y9DR0zh9q7rvxMvTQ/RdI1ROIz6gYdSr3IILV08YUAT3lODcHQJRRG7S7wHoi8zVfdfNtv/ve9H/nkxgZ1N2qSaCZuS25VWEZoGjJLVo/Ry/0FxXjtuunvfdopr30pTluH7Lf+0XsO3nL7gHKnwwrVoNHaazt7yxkv/eG2l6qmUFUZE6J6S0S+EEIIIYQQTgy0PMU6GHCwMbiAOkjyMVtPmL948+1v/u3yb1/qtc6TqijKKlAycRiZsVGhjKSlS+IE45kZ+dbH1T/9gvEpm3rgSgHDMGNmYans3Vt7IbOByViKw2rIIrhNyEx68snIA3WFCBjZAaAQ2jKepQrX3rnrtW9srtm+eXGUczWfXWH9Fj2trOJFLia5Snl6fljnqTtyai86+/zvfNbgp75v6ayNCps9MD//D58fjJXRsVREMihoKc09/jHYsqlIVcEYcEAp0khEvhBCCCGEEE4MvjxJQ+VQRkeoErztFCqdzn/gkzf/6v887Uufn4FaVVWtwUlcivp8BWebap3ciNPA0ljhwPjkDek7Ltvw+stH55zBRrlMYqUvgtbfeovt3cnctpzIUmGfR7eWesqsZMJ00gVnG6hj4cqSMsMq1aJtb9std/zDlfwH729uuabn7AmtWk3inI19mKioZs+DwhgqpelDF5y+/iXfu+5HvrvdeJIji7Gzj668zq+4enNnw9xruG3N+qB9m2cvuPxF2LxZAauI3UXRCUUaicgXQgghhBDCicIABxjiEKCxYrXX4zH/4+evf92vrb15r1hTEzcyplT1Ouo7LRFAUMY48VRH7KJGQF48beOj/+jNuOTcpZnpGuSGrgIDqfUeaOGm7Ru0IymNTwq9yGJtyQCwaddbt2bqwjOIU19bljROY7Tt1NDp7z55zRv/y8zOQ5sXhqOsY2gluWLmYp0CWbz4ep6SYmNX53rfDz/1/Df8THfOqUtS1aioIKv14Ld89OPrFxv3MUpSIko8D07PvBSXnOuSargJWD0Tt3FIROQLIYQQQgjhBEEGAsDLjX2GmhmufvVNn37tmzfu2FkJlnLdV4J4l8ClY2dl6hWgoBEyogZop3vdVP/M/3A5Lru0TalqkARNggEwdcJaYHjnrln1UWlbytlSLmgyjwuRugptuGDraCoNyLIzXAeqVBgf/tgX3vCbm2/dI7bUkPXqaWsLqxdox17lVJsnhZveinb6onPP/KbHbvr/Xl02TnXAXKlgMFLzRoZ08Mp/26jtWKxzqiiXrt0zzac85VJUk+qgpARnJ0cVR0VEvhBCCCGEEE4MClc2gYsJCIWR5pcWP/ulHW/4zQ037aq96VIp1i/syVwabWofo9QdVcrk3CtciEeDTN/66E0/8QP5uc9ouK/jro/k2mWBk4PgwoPWDt2wfWq8JELzRBWQWpScCoMVOlPXz3mKcmraxjN7O+Qd+3f9xp/ir/9l7cK+hX5L5IO25cW6pmRsRoXF0Y6yiUIWTpqa++Hv2fyy7x2evaXqr+3MamO0qqJthf6Bgv/90fyFmxanvN92rQymGiOmdOHWDd/+LWOW2kEFnFHgmZAVMRd7RL4QQgghhBAeDiZD6QQd4DAGBEfa86iA2KWYiADaITdp4ZD+5/9p7/r7c/bsHZHsyTJM6YxFP1hZk7pB5/0Gi1VeqHIeUz/lhrshNelHv+vct/xHrJsbErTTGc5wgKUQT8rDkIP337J/927NGztuu9SOeWjuuavqtjj3u/PPxuMvabkbVuP1Oxfx5nfs//MPTu3d27EVEmkrYCBlZiktTXGCtqpKUpnjgOS9F511/ltf23/WU8ZMPcB03NfewYzpvqSx9HWEm77whT/+w5MWDh3s2bT3dlV3iVaLed1jXv3q0RlnMkAdgI5hDAKVVrjye5ynwe4u5jn5BVp+qIBOnikgADv48E9DRL4QQgghhBAeKl1CcpBBCC2xw9lBBgDMlAgG9BnFvUva23lw91v+x853f8Dn59dXmdt2ynNu9GCybJStNnjH1i8k0hk53NrZufU/85Mbf/IFmJ1pm8brnIXhgALMDjcgEREDt+wtt+7qdcbsAJLCnIxAnA/2bfZRW/HYs/PS4tw//tstv//u/Z/8TG88nmUGUWES02QOshlJbdGMPEe9Q4qFx2ydfsYTHveS70/nPxpjyz0ZAxULVHuQAkhyOjT6/O+9u2zbAbPUaAuZHs8scKqecRmeepl7AgCGU3KAHXBKXzlNg9+d3HgybT0APZzuyEGGNAkwk9/0w1VQo6kwIl8IIYQQQggPKQMKgQkM1MBk5vXlmRkcDDBhWMaeMHVgcdu/f0v1wU9uTDhU5UNdO525b7ZWaW+tSXOtWZ3GSYnaqVJEqtvETn/tT8397I+Nc+rBJCciNpskHwcTA7bcEGb43LZq98EKRs5QkoLEbOYtdDHr457/LKSy57feddtv/NnZixi46dT0Ao+SW7/zvqqSLlaonXsuxWhPlfWp33Th2/8Tztg4FCd36ZzVBgwlRiWpoE0Yy7h/1fXtX/7LqS2MaYZqdTqpXfuFqj3rRc/TuZoMSVASCggA8XJM06Oa6CbtfbT8P00eZLe79zId06BnEWoi8oUQQgghhPC1UAEN0AE9B+vhBEPLqc8J5l0/OZkd+IO/av/2ymm38Xg8SCjEWRI69VxXWtypgIy8EJyp5zzfz+uffdncTzz/wFRvYA4r7mAgy6T+5yRaTsKfMwjXbEuuCjN2gJU8OVUsrjZd1ZDqlne+Z/H33nNSV9g1g5eGnfY5G/qqBCgbu4Nz535oeoouveCCX399OW2DstRIyihVqaEoYK7NIQzAUtse+PTVmxe7QZZ56AzlVrUB6cZ167/tkvma+kbmMALBBa5gAsQO57zDUe7o1PcVsY6W/zlgsOW9S0dNdxgi8oUQQgghhPDQcXgCwUEKGMAwAtNkVJqPAeqa3pdv3PfXHzv0O+/Z0HUNNRmlR/XQGlJAeB/GFZI4FW6bBCMkSsPzzzn5ly6vnv6E4UlrakUCCjMRkRqYQVBxGCCk3iVijJtdn/qksw7JhFiBcWZST25CPL3U3PzKN922dOCxuxY74sLSMSn5oLWeoiNqhZx40Nmufq6efMEpl79w7smP09NPRqrEQAATFNRRgWi22twbLrWp7Fnc9ecf2EQyKqOuxy08g286de7i171svH7aYEYtERMsq5JDREgTClI6Ot/RkQR4JOC1wnR3304nQFwABzkIBjhFv86IfCGEEEIIITzEWnhl4EIgoEI5HFvABlgfju13fP7HX9e/5va5YppowNSBG7Q1pEs0Mp02WUpkpAKtDSXXd85NP+Gtr0/fedmQUnJUBkukRDDPABxFi6dEcF5u4rNm155mx51sBYkY5OatJBJY8R6JDMdzN+/ptc1YkFQ1o7GCrpuSepipY+qVTE57+mie//RH/8LP4oJTkWtpGB2Q0BAqIIELcsuSCgQEdpkfj/7gPdh264K01KtQuiXyipBf/Lz+859b0qAPNlcjF4CcwBgRJFHN0MOTVpCD3AEc7tG5PHl9PXlIMICO/CgKtkTkCyGEEEII4WspO9gNIoWhQHLAbZG1g841Rf512443/pc12243KpSoV2wsNszWI6HO4Mgs4jAsCUll9djJH3/xk37tdbjkfCtcsyu7ZiI4wMwgU7hKkhbIRO6TFkVb2HHn4NCoIocTXBOxOgzuQGsdmKxr+6D9KbmUvtnAOgaNudOUU0kLnJutG0+7/Af7P/NilSQQFFiiSfNbbZgMDxRw32EMhVVNO3rvR3a8+4OzbTfquXXj6U6Welg8a/15r325DWqm5MWFGAp4gYsbxISA4uTWEhygSZwjd2ICAGIjGDyXhEmdGsKkw+xyKRc6PNMhRQCMyBdCCCGEEMJDTBRFaERIQN8BQyNF0c3C5cprrnnZG9ffstO5UXZ2UbgSBpbUfVTR2obY6I5K+zaatpndlPc9auuT//A3cP6pXpyhICjBIQTm5dFtDoDgDFrOd3CoNTfcNqOTYAYjJ1BVlJ3FzQgdYygQRzJhlmxNXQ8WrVP12VHaPd2vXvScC17yfbj0wv11LxukA6Alm7MlQIzJWGi5Ia5lEFDdvvu63/njuZvvqMnGRadc1rh0zuk536Lr6+xETcvjDvND7J0HEcYjWhzWSwVFYQZSpIQ6Y6qHuSn0MgYZ/Qr9SnpZmJrkBFI4QBVYjFAAmoxehDGUYkr3iHwhhBBCCCE85FyJHcjuKEAyha9xw7ze+l/fObhtdxJviXpgY+rIK4WoL6Bwv+dwc+uRzFl90Im+7ZInv/HV47NPVaUpOJIVgIGEPKkEA8DJyYHJgEGHTwqDmpU7do2ZlKlMmsocyZHVeNJKRmiZC6MuXnXoTBcalX4N9UO5Wv/8Z2x8y2uwtq+aZgFmIANOFbwFGiCxV8vTQkx6WrqgLH5pu2+/azZl2DgXT0LkVhuddNGjZdutODC/cO2Xd9+wfXTDbWXHzuHC4nw79lEzM/LkKHB29sTGpHXlM720dqbavL6/Yc3aradtOmtrteW0+twtqDJ6FRJNoi0kwRlOJqSMDsjuR/X5DBH5QgghhBBCeLCpEIC+mRhAUFi1NB7+7ScX3vE+ueJTtTcjLglkwIi97lC7jIX6nMqo7Olxclo3Lgf66/z7n37er/9Cs35OhdhgwgxiQCEwQMEZBZOKLQAgDiicwcTQwjfctpiRjSaxcFI9xoiUCA4xSqAiIC9w9npqRO5IvcecPfvSH1j//KfpdA1LHaGn7kzOIGeAMgCgAE6oeHmKvCzK46W9f//xTSMl7QrDHR2oYeFOt//JX9KvvZObjhaWpGvXmufiEBmSAeg73LWDifdBBHd3gNnoLiU481iwI+f+YNAO+tXcjJ9/uj7qjJkLz5k7d6usncOaOdS1O5GBmdyXC7hE8IvIF0IIIYQQwkNCwKIAvE0krrLQNu//9LbXvGV6z8G+jTvpGARLTsgFCakDTLWXeo245TTuGp6du+UHn/WUX31NOXmWQIOmI6kUUFTiYF8etEYO0CTOOVwOz/5HAkLx7tY7CkltXhsKuzKMbJy5CImh31FlxIBnmx+Pk80dzGn2iZec8+uvx2PPKKlKHaDSZcALgRxSCA7KjspROSAo7JOCMZUZRmV0/fYNxQ1qQoWkSbzkuqHI1GduYeZesYFqQVkg75jZrA9hgbE6G0HJxwSQOdny2LyEpO4GN8APHZhFMqHxtdfNs+/qV2XNbN6w/txnPmXNdz5dzjpV1k9lVktTk1fBo7kvIl8IIYQQQggPCStQajMat+qOffahf7n+rf9tzYF9zF2pYR0PIJ21FWcxaRKpaAIWfKRMa8ey94wt3Wte9M0/+kPa77ETT6qYuMHIBe5OyzMxmLgIwC7F1RnJQApltPBZlHrPXisgF3cnSINCdeWl1GrZQbBWuBMMindzc+1jHnXZqy+3b3lMOXmuc+sbQOxpUjmTJl03/UgBTQccUAijEApQt0BnZWkpo3X2g6Jq6Bcn0Iib2v0Ay0gwdAdRm5KDslFSTgUgARmBhtQ6QMQmMAYAhsMdIGGGe+cGIBfd4OztyBc6vePgbdfcuO1d78WmNSc/4bGnP+Gb6KnfitPXI5NisvBkgm4yc4ZbInQOELLTpCdsR7BJxR2bBGcUQo7IF0IIIYQQQrhXDJiOSKf2Db/8ql/lj181fXB35W1l6KGCg9IAACAASURBVNrkqIu1VZZsMnQlZ2QeUzdjwmPffdrspje9cs0PPnNcVwpkFyKCAASBqxaFMjMjCRmIEhguLqIwdU0mDozgs4ly2yVOUgqgRcEplWG3PvdIrXG1imjcDDreP9WnJ1/yqLf+Ii44k+qaJyVn4BAyQECTfqOCw1Pe0ZFHIFCe1E4hQi/NSzGARQ71tOb+2qGgaZdEs9r6IgZXkka4ISr93vx4SGt6eWYm9XpVv885VRtnc6/mlFKVial0pTQtinbzS6NDC8OFxamRlaYtS4tV0SnzXjHpmlMg3XCn374X1+649Y/+5rpLtjzuh777pMu+OT3qXEzPFJg5tyOdroXg6iWJEEiXn8VRzYAGGIhgJ/TUfhH5QgghhBBCeMCUSyKCDa/eduijn9l8cLFKlJyyAcQGFBJIbrs2czL2cWmzem1lqTc397Lnr33uk6E9ARhCk7kYJpHEzcmEE0BwNzjDFQZ4Mx56LZknE9dBwEAaTtV1GQtRYlErmaljXmiXUq4LuLRlLk1Vip3fdvElv/hqnL0VVa3mQjxpz/PD+W5VzziLKA1O3dzKjU13oDeqibx07iScBkm9o17r2lQ8X1F30tzgvNO3nneWnL556sxT+ps3yMb1GEyhnkMSTCZmcAMIxFDD0ggH531+sdl+ezO/sHjTbeMbblm67saDt9y+pqqp7SolgtJ4NABtuWHHjje/fc/pHzj3FT+Rv+87bO1aIcxUk5Y+l17lZiB2ZgUESI5Jx9jlKMue4Lh7GviIfCGEEEIIIYTjIt+Idaro7X/24fPGJPDWyJGHgrFwNlSa28aVqYKNtK1zHnS0VNe9V/7oup9/6XBqJnlaHqN3N3dyhyjY1JgSmVliBRFKv66VzNFBmIkqJFBpzjuLb/jyAju46znn8ZKnZFXlYx8gDXNv30VbZi45/7xffDm2nKac3EmIYQ6CA3a4BOhqYl8BZDB90jc/bv5vPn2qbjhpjAJuQXt7cuCUqXbrJr/4onrN3MZzzjpn66nYuBbrZiCMQWW1tLAxGICjb4AdNbseAezg2Sk5eQMM9IQL+6bTbZFRiwMHsf/AcPee+eu3l+tvKbfvGl5/q++f33JgP8Dt0o5rf+nX+H0f2vjcZ25+7nf45g3DXibPtcGdWZAKEg4nOwXgmq2FMVDDceLO9UDuHu/QEEIIIYQQHpAOh7LNHZjf/ayX2+e+2KHrQwrzQgUlzDaolBVAxYdo2EskS75/w4bBi7/zrF95tfamyNKhCnMGIvDyADp1QMEGckIp8IJeRgFaQR/IKI5OXZMNOmdLqJuy44/fS5e/jqvKrdQkSZGQx+Y2mNkN82+7+LG/+QvYsnE8PdtoyVSh80HFVpyzFziBBIAyVtHR0RVDX5raO7/t1W85cMVnp4dAvz99xpZTv+/p6enfhDPW68b1wmLuDhBJcRMScoI7H4l4dCTdOpk5EREDgE1G9GGYFQDBAAekgAw2AHKrGAPb7xp9/po9f/pXX/7iVbOMuYNL65uCQX/fhVtPffH3zLzshfODuQSuHckBwBk2KXMKGNkY5vAMr+BAHZEvhBBCCCGEcC+WsHeqbNh+267nvNx27GjFpkdUSBYq6hWfLlZY1JwyH8rNGspN6vd/7sXrX/uTi4OpaVRQ14rIQcv1UgxwB7eGUaHPffYLH3j/317zxevO2nLKd//A91x62RPnsk0LgVuDslfuqTByZ821Nwy///LFm++cBRe0Ds7IjVQ3rUlzz77s0W96BU7fiF5viMzEYp6J2karWpTgMJlEsAKklXs5WodxNrFhfdchbL9rdMPN/TO24swtOGkNRFFTyz0GO9zhDJ7ku8nMEXS4a6VjRCIgXi4Pc3Q2IQAYJ2V4cmYjIKmwAgUO19pICsEZi4fGn/j07f/yr/qPn5y+Zntfu8WU7+jRua+6fMO/f0m3YVap6hGWBAqqgMqdiFo4oAQkOAM4cQu4ROQLIYQQQgjhARthX79bv3v3Hc/4CVx/oyZKhVtKzrS2MSadr7kx7wnncRnPTPde8aKNr3lZmVvrTokAKFFx1IBDO2JyZ4hcd8Mdv/Yb//3Kz1594OCITDJKnqlPP/fM//xLP//US89u2xH3ScCklREYQGnwfz53/f//nu7K6+pWy5T4lg1rL3vcyc99Gs48taxb41KrWa1MTG4ghrq7kJPDnd2F4GqUVs4/xdERFO0AzkWVaYlzA87wKTDDxO4u+TJpufQjWc6Xm/eMbDkKmh8V9dwJPqkVajTpAIpJ31MCACUDs1khIocfJN9gTEsFN+wYfenaOz/+ie7/XDV9+8E0LvSkC/15Tz7pxc/D5s1qziyTPTtpTMXhlQAOOmHH8kXkCyGEEEII4QFbRDPo6mb/thf+/IaPfmG0eKiZ7g3VZqnXa7tDGHvNPRVu1fJg3U//0NSbX2WDNdIChFKDMAI6wax7IVeQuFPn8otveNs73/U3xD2WQSmeXFW0IXvqt1z8vne+VSq0GDFLsgyQM1p0YkiLHW7ehVGLbLjw9KYy5bqCcEtUSQdU5XASEyigAE+KmhA6LU5W8coD28rhKp4EgwFAYTYgOVhhAjuq5yYdGa3nywlreSG8/Avsd48f9OWBhQCQ2snwPqhgstXFNDuYoF3JdUVwcoJTGQM1VMBNl2+9E1d+cfvv/NFo+83DZjj37Kef97Y3l7Wigx5BKgMoL6/jSMmaE7fISUS+EEIIIYQQHrAWTp3z0u7/8Zf7fu6/nlJkPnUZlFttxV24Z2aKxUFv+pUv2PgLl5epOXBFDlF48pbHGYUwgDuRA2RKO+5Y/IEf/und+7rFoebc67pSCXVQZOlL91fv+J0nXLoFtRqpeCYnZ4xQ+mMhJi2dCVGCsxVAgZoqUiTDjdtuvvb2O0gdgDI7iIhSIbFy3vlnnHb2KZ3ozCp6ORqW57WbhLlJQmNMKqNMOoneHTQcTve8kOW2NTqqZIwfFQyz6uRnToATOaPzHbfcft0Nt1qSEbgBTZeh1PW4QMl7Un37ZRf3K2/R8f79zSeuO/Sv14w++vmD2c58w0tnnv0kZ2JOzqmAkhM7RHFCV2+Jip3hON84dwGI6IFv2/EL+TrupRU35vjFPkTbH0J46M4G9+Od/vU6Xdy/hcSZKoR7tJRtCrmxevPzvos+cs32D16xRmW9egItuKSWCHTn+rn1L37uhtf+u91z/XVeJUcRtOIVvPZKKbvTpFymm4GqW3fcuXvP/vml1J+aHY2bXq8u7dgJ7Nw27fs/9KFv+eafcb/7PUgOIbZEReBVBiBwQzLoNAQdoGjY/+Zf/v7Nv/1uUWN1oqTEpqiKzlX88695+Y+f/cJVPuUySUmTpjeBJZTJrAdpMvEBcKSv5uE8d6RdzQ4vpDr88Ogzy9HxbyxjAAJkMCDwCkL/cMWnfvmtb+tQtdJ3rtp8sFYu46aqeetp6y59zztO2TTtSKONGwfffcrUs5+Fl961/4N/d+Ub3/6cA4ynX+qn5AKrXJYIDWHAmNIT+eCMyPdI/ySLZt4QwsPxvPQwilUhhEcIIS4AS9/nZNPPvrQZVHdc8c+8e6GnNEzklGhmzdoXPWfTz7ygrF03jWpsZRopmY0YChaDCwgGZyd1sDtMvXRW97JqV1Wp6JASerlaHA37GaPxGAARGHCadG5EIlpMVqB9SA2Q05A6R1Z1aQkE6tFCdqcZchNzZwExEhcdN9oxKjGY2GomqXPY8vg3AwjsSGQEKGBABhNjuTAKlhsD6fBy5Ujq83L4BHvs0ieMEgMOKEDEJijAsFd1dd+9z11lLTMNktQuI0t2sC0Nk4Mrs0zsIqWPQ+esXf/KH3rWzMlXveMvTrnrzk0vfV5eMw1oyqkBOgAxFXtcfDxcNjWuReLQCuERctA+KFtyPxaymj/5egXF1az3IXoFj1lsfBiFR6Zei/kKaliTsj/p0Vsu+H/kikuWPvapvPtANnTnbJ1+2pPWP/NbUQ9MKQsEAnRwqx0d1cqoCiyxu5EzEZlj8+bNs2tmDy1aZ8WspOTq3Wg86lW1W/PkpzypKBI5xHwSWRxi1KdxUmIzgDzxjAmpk7r1qCUAmG5dylTqTIorsyVuGSCakkq4l4FkvJppySszZfYMm4y+I/TcYU7sHZHDAfnKiRjurtpyVMgSx3Knz0kIpK8c+NfzhOUepO4MyPI0FSNSlLbnVY+kWqwOZu/yVOp0DWZ7pYYKEZN2TkWZB8QQHv3YUy5+xqNvvfbGfZ/50vqnPN4GNFAdqDt7l5BP3IqdEfmOS002BhiS9+w92KqB05Ejk+9ugv76RK+vzYfoN+DGH/lboxUuVsiPnTj0yIXIkYWs6t7/Sgt5UPbSg7OQ1ZySV9pv99K7/iuXseJ6HCvO22pC93XnHP96sd/z5eYD3J/34zJ9lV3gHvgLzSvt2CMv4H07zu99wyY/eiBdFu/Ts6Z7u7V7H96m93DY00pHvtiK7ww65tA/fp8IVoxVfvwzOuYpu9MqdoKtfKQcexjYahZyXw/RVfz+1+jWAK20bQ4/5gR4/MaTr+bs9qAMK7jP++3oY+mRFqS/0Z6vO0pBEhCjK6MsAmI3ECU1FyEAXnU9LZl7nuCdyKZTTv2RF9qPvBDkkEnkYoBbMiaYNyZkAEEIXDnIoQYqADtxO7lQ33rmugsefea/fmKbW094VtsuCdTa2n3j+qnnPfuJkuFIgDN0+RzgKpRN2JyTgAASmLStd0K59kpbTHWzbKXlhnvqzgzpW8+8LtZ1qecMcjIF86TSphOZuTrAJIDo4aN5kr+UXUDqnieBjMFADTjBADXPXBwOy+Y0yXmMQiCYwABWooTlAYBwdIJCy1ceGWCmEZBAaTJeMDl6jkFT99q+kjRpPE6LuWP2Xl3A4uojk5akBgCqiJAAluTIgwQ/57TTzzpFVTUJgSA8OY/nE/oNFZHv+E/MBIcZhm07bjqj5epB5A44ua/i2hjEfH/OJcd+MtC9fVjQ8l2PVVzS+SpOqUxf/ZN65c+oB+cibxU7aTU7H/f66b78eDXxZqVtppVfwOP/9vhrkQflQ3E1+4Qe+EIelFdQ6b4t5B5/yo77GlRWs+TjLsH9Qd8D9/j7q8mrtNLBMhl5v9KG+VdPJsff0biH5fiKW7LyU6aV8vaKr86q3xorbK2tfDPk2PtIx2+J2orB2I/5xj1laVnFM1pp57sd89rd02Fs93pau5edvJrbFt849wqPfcrkKx9dq2i4fTAi32qei331nf8QDSP/xo9b3xiZb/kV0NLllN3N1ZjFzYRZtTCzgwWZ4E4GMbC4OTERkRocIizuRAZiYmJ3BYHgcHWoA5zZjSe3a8xUpMqEn/vZn9y27U0HDg5LN85JtDQ5eRZ/zX94ZRZoB6mMjhyjToCYF3JKCVpAk1UQMWWCmFlKrNYeHlp3+K66KwuIretG6hA2JjF3Aohg5sQMc3MncjlSd9NgABEpIJOJ9ZaDG/mkWotzYjIrwmJuk3Od3z2UbxJJDdDSOYmoeRLGZOcAgBHIjIjIbXJKVjVnqog6ciNPxEyaD6935Ys7IhIRZn5EHb8R+e7pepLYiSDJ2UC83LTEduTs+1BEPl9N5DvmCn01/Yto5TPYMSsipvt6t/bujb/3S4d7+KC6Px9C9/nTzo6Ko77q26x0bxflfu8fhw9O9LofMdhWXIiveA+bbBUbL6vYcSs1qhy3B1bYJ77KA+MrFsLMK+5JM1txmQ/uQK/V/+geLklXEfnux1F0jyn36ABwD02sD8a1I933I/9+XYDez5sqX7EuIlqpgZuZ7uvG3HMSXukwOHwB9FW2hFexu+i+7t6HKDAc/x68H91QV/MmndwevX/vzQfy3r+nyLfiir4+0Tqs6qhmCIjIEiUthYjcCLw8Ho2ZunZUVVOTAMPiBZ1xR8yE5ObCGSC3SbuZqLrDWZJq567ExOwEB4GlcneCCBhwgT35SRf9zV///p/+6V/89V9+eH5+vhrIE5946cv/3Uuf+LjzmUAJ7goiQCYz2xGIQEIAmSS4m5pxSm4OlskpTZICjLuzmxOZQ43bVCkluLdOPRBocuPEiZyZCQ5TNXdmZiIwEdMk2DJgXsAMGNz+L3v3HmfLVRZ4/3metar23t19LrlfIIQAQUBhYBAEUREEXxkYvIAIXgniiwIDMygIghgRUcGRQXBARmYUQXmBURS5iNwkIDDACIS7XBIgCSe3c+3uvavWep73j9qdc9LnJN2n0wmQ/L6ffPJJTtK7a++u3rt+tarWmo+YuKUkoSbiZvmIMyixdvhh7q5qZppUTVXdVZIMz8OslJrzuNbhqotwn6WUXHqV3sRD1DyrisjqhucB9ViflVsbtyD5bgYncTREXcTda61hes1ZExvOCPsmPsm2dBpu3b/X63mv32y7bOW4aEs7/OENGzZSj3Gl01aOx9YfA21mhEGP/X31eD4y9Vh1Gkd+7ZbukNGNhgt8K1OS+oYv7CZqbRMXLceGBzR+XT/Uw2+sHhvvGNdxFHt9x0Tr3q9j45/G9TzIcRx+beJPjjhfENf5IOv/kx7vj+fw2rbX/Y02cxi77ss3HI7b1O/vUV9y01zzt+XP7iOfY2xiezd18k03/qYbDqZt/hzE5i8nHr7keC+NXvdbOWz8cb8f3kRHV7rhEKvHhr9hcVPtthu9hd5Uo3w4Wi19yikiIswj5ZTMpFYR1aQioe1oNF3pR+Nm2KFSakMi5gcPaeg9dzd3lZSyDgPMObUuUr3W8EZVJLo6bdJIqrlXMzONkcU5tznlmb/+xB9+0A98+lP/dsc73v7e33O3ftZL9JqTlF5TikgxHzEUFUnWSMh0dXk8GbnXnEd9DU0mIl0fSTS0HvlWHyKWotYS0rt4XyWrDzcTRoiZqqXSh5mkJJbS2lwqIq7iKqqlSk4yRJ2EhdT5mgwuNURN1N0lapWUJVSqmklYhMRQuZpMvYaphoukPCzc3ve9WqouISohtXpI2BFTfuqQuG6hm32Hv2X+RpB8x/hk9rX3SDMLjfmFncNBV2xuMOdG2Jf02sdful2XBW735g4XDxzrxpUb8mibTT69jquwVA8/19jw012ve5Rv7Wyxbs8TPGoIxY7/UTZzCdzGJyF0K3u1bvpB1n6MmxnwWf8tNxcM6y5j25YBui2MMFzXl2zyQO26LsaLze4LelzH7hte2LmFJ7K1+12P2pJjnFQ5ujuu6+kf+dt6A5mIhG/PW+MGr1use5rHeqU33Kv9iJddj3cfvp4LO9f912/riUyP9S70rXJv9vX/gmzm0gPceCyZR5lNvevFrCnLvZq6h6qrmUpdXGqbkXh4X+3yqw587ZLL+tInSyfs3n3ySbtP2r3YmKgUTSER7slDp53sueLqg4eW9+8/oBonnnjiGWeevrTQlmpZkzU5ykxyqqVoyo3F93z3d973Xt/VFc9ZsiSzqLVLyWadrE5LH/NBR1UzDa/9CbsX+jJLqdl7YPWLX77k0suu6marp56y+373vXvn5dpvkuFeh4PfmH9kNyudfO1rX//6Vy9dPrg6Ho/POO3kM04/48Tdk6bRWFspPSSr6IFDU7F2NqtNoxZDjw1rC+qOcXL3bBam4XJoZRqaXUO1aoRFWNROpbFQ96XFkYjr/AJR9ZDemz17rtxz+VXh3uR8ykm7Tz5lyVXVsktzxBwOvoVfqFvUmRGS7xhH+0mkiJi7RFEx1SpHXOu/qTvotuXzIzZ4WN2+p3wDd/r1H/+xrR+HR6w2s+EMOhFHT+ByeJOGUlM97gO4a06wrm1J2PEfTB79YV2PfqXi+F+3YwyfHj29hG/HHhubOPzUDb56EzGz/rBmS6uEbaHWboIpeW7AvXwbz9ux7tj9WFeubngdXaz7OR69VZsYL/a4zmJZ29Y4xtav35CNf8XqMfac46zk2OgntS3ng48+Uj96WGzt5JRu7+63lXMf1/Vbff3ziGzHRKBb+q3ccAaeOPz+fx2b6msTxN+QTd1EBscNfGW2cbZV0nFrr5pLevs73/uq//U6lVZkJGZdNxu16tGdfNLuP/3TF+Uk+/avvvwVr33Tm995+ZWHVme9qSwt5DNOO/EJv/TTj3rkQ3IaphSSMLv44r1//Cevev8FH73q6n2rs5JSWlhYuPOd7/TQh/27n3n0o0ZZWhXJevXV+993wb/+h4c9KGWtIbVIylZcktk/vuO933ufu+/avfvVr3nj2/7xg7PSS/aIkNpklYVFfeHvP/fU00645LLLn/LU37zwUxd1nbrX773vXe97v7unZizqR9zWoSKac6pewsZisucbq8/5nRd+6EMf3nv1/ja1XdcvLkx271p68hN/8TGPecioserVVEPl4Gp3/vP+8CtfvXy62uXcmLrIcPrJQtJvPOPx97n3XUPCo161d/mXfvkZ7iPXCOvNwyJZ2Krq0jju8h23fc4znzJqVcK73qzRL375ypf+9z//4Ac/vOeKK7uu27GwtGPH+Hu/798/4QmPu9N3nFVloUrjqqG9pNjMm8ERB3K3uF8Hku/oPaKGirnuWFpostV1O5C6bDy11zftRvZNXQK3/qNu/ZHHFh7kJruGxzY63R6isfFpG78xXvxv1mPeZG9VN9levfF+fnNb22LjV8A3up3s6JskxdIx/q+b4hB8Ww6Ot/IgW9hpt7Alm7njf8OrHDdzu+mGT2drr8CGX2XfvKOfLb3JbLzn3DTn8m+xx5G3oMNDEZF05VV7P/axz5qNq7S1uiVR7d37s886M1RWO3nmb/zBO/7pgmlpLS/0NTXZDix3Kxddfv5v/9fPf/5LT3/GLy9OGhV9x7s+/BvPfsGll+0TW5BoXBt33X+ofOgjn/rYx9+7Z8/qs55x3kpXJ61Wt5e//LV/86YP/NCDvu/e97lrzlarffHLX33/+z7wlr9747988J9c5BuXH/jghy50E0+diEiMGpGFRe1lXEJ+74Uv+/BHPx2xI6SxCNVJdamRDt+OESYq1aNpW6/edyYhz//d//a2d3ywlJpsx3LvbZ6sTOvydP/5z3/RxV+/+KlPedzOxVZMRLyGfPIzX7jw0xeNR0vT6cxE1ELFItRSu7wy9fnVrbmEfvSjn64ycrVQt4jkJmK9pSSHxm0borX2llvPetFX9/2/T3rGl7/yjb7zIqa2uDJLXSlv+rv3vO/9H3vUTz7mhBNu1ZUYTXItM9W64SqCt/BRcpLvWL/ULsl019LCzsWJma3tQ9ecud7MwpTbcUHRUXf3qOhN9aZ2ww9at+Fx4xjDShtfoBgbj4X6djzDG+fF39T9jev3lG34qW5qLlTfxIvCIc4357dSb6zvG8e/q8R2bF18q/xO3pAZfjd4Nrr+rWsL26Ky/T+O+BbaJTdxgGbHW/XfSr2Kb6/3YXORGrnIyGTBpfWsNYp4apsFlx3/+vFLX/LiP3/fBR+psdiHpsiStI8Qz6LN/uXZ617/nnZ80pOe+JjXv/Ef//glr9h7oHfbFZFjuBBdh7vjois7/uLVf3ebW9/2kT95/5nXyJPV6eTd7/7Uu9/7sd0npYWFdtrF3r2r/WoZj/K0t1zFmh0lFkN8PllRjKYlxjpyaf6/v/nnt7zjg71PVCcSTWip0oZIRBNa136XVUST5eXl6dLiuOvyi170d2972794LKrqrKsp5a5Kk63rVsP6P/vz1y9PV3/rN/9LSpItrGk1TWosHJpasp0lisZwgahZjOTwdRsWYS6ty9ijcQkPcVENLdGquqZx8WhHeXlW/uwv3vC61//Dl750ZdfnUbNoNiu9axrPVstofMI39iy/7E9efZuz72jN2CXCvMosyYS9lOQ7rgP7+fu2yTX3wdZr/87Xm2xT1n1uxQ19jGN/HG44qfp23KS2peg96mx6+KZW0drgY3grK2gcdei7HffQxyaa71gXUG1wSHSMuVE3rty0lZ/QukHX2Hg+OtcNDulYnf6YP9NvnWNJ27gXdMNu3HiZwbip3mVkS+8GG23IZpYAWX9T8aYu6o7teA2+mdOQHP+rTYzhW4iJqJpKG5Kr5AiptbbtpJSyshpP/JXnXXTxFc1oadbPmnHq+lXVSClXkZCkacf+ZXnV//z7b1y++pZ/eNtqF2qLw/rjriHiotXERWrEeGWanvf8PzzzVrvuf/+7unvxtsaChF65/1DsnfW95DxJebHUg6k1S1JCQpoIn9+ALG1uU/V06Z7py1/xmtksWZpUb+xa8+vZ/G6Yw+t5SpPblZXZa//69ZdcfPHCuK21iuamGaXUzPr+4Gq3tLDY9YdSzq9+zd+ddfYdH/fYhyZ1tVSq5GaxK1pCLUwsRCxUQ5ojPsI8REIsIru2ESLirqIiLhaSRExTU0M++JGP/N4f/klfRmI7J5NxmXUhtri0Y+Vg144WprND48liSvmLX7pILaXUqGmNmthBSb7jPYtzzfolRx+rhMpmxoi+WR8wW7lSaBMHNFuawnMb7vQ41roOacPno7JRQ/hmV7W+9kur138Uu6XXe+M5YDa8lGszpwI2MTS9mRGGjZ7OJibM0I0e9hZ4aLa1Sxa/GeedNnsa6ahK/FZZE+yGrCx/xNOx431Njr5zTzZxgeiGW3sjXdh5Mwuk67pt8lth78K32Xv1cHHisDL5fKHmSNlK6Uc5X7Hnyslo0kxyrWU8avp+OmqSe/XSJ1WzqKWY5pXZ7G/+9h/6UnPTzro+pSTzeQp8mN1TRUW0Fp0VedEL//j+3/8/Q6qlCC1VuqiuMk4pDSsWNI32tbjklHxY8zzEJdRcZ2VlYWHnb5//gq9/7QqvTUoppIq4RZ+iTy7JY23hkPnpWncXjZRkz+WXLywudtPVnKtLb9pOZ8spte3Ipv2sSW1f+ojxy1/+l7WMn/KEH/AuWhv1syLSpGQhRaSqWIiq9snVYnj5wobCFdfwYdB0uOQzq5gW9yoeEfpnf/aGrptYWirFik5NZrXabGUlWRKZNakPn63OcIh21wAAIABJREFUyni0sxQND5WUbMwuSvId97FGiITP53hc9+GuIrGJ8ZBtm0vzemPgRnsBtuOjTrZjnGI7lvI71moK35y6PnaffmscCm/5+B830bmb+Lb54WzTLrqZ+Vvsxti2o97NQo97pdJjft/jnoZkUwP4x1goZd2XHP2w6Xjfz79Zu8F2nfu4ad42CbxbQPK5STKpJiXEq/Qp5+l0ddI209XlnZNd3cpMl9xLv7JaFidLZdo3TSMqvZdaZy7VbSiyPF4YHTp0cDJZ8HAvMV8VT5JKUhFPJTqrIl/9ymX79u7PeUmtl7Ra6rJKTbKjuqesSdRSbZtqorWuqlQVj6giZhE7dixcffVV+/fvm4zGJuHVVUK1M+mSzEwkSRVRCZsf74bkNk2n0/FkdHD/vsWFhcnCeMdO2X9g+cCBKxeWdvW1kyrjdjydduLepNG+q6cveuHLfu6R36np5PAYNW1fVMNFi0lRDVVVDRsuWVVXEZMwqSHVpRdx0aJSVSSiN+1GjanoZz9z2Qc/cOFkdMpK58l8trp/16KUOomofT/Nye5577t0/fKXvvSVgweWTZf6addORu4qUthLSb7j4C5mojbsoFs+WtmOD6otTN747X2Qt/HDbuFl3UI2xmb+MLb2jLb/1MC3e6txanxTYzVxnPsWtvPdLG6MH7HeJIOfqt9e55WIKHwLvzmEyDB0FSLhGla72cK4jaij3PSzWUrNrC5/113vsrS4+5P/90JtGi8hGk1KffTJQsyT2mw2la6MJ82pp560b9+BlboqYTrMeCKiYZo6S2lk4/37LvUaYsW99+ibRl3V+7CUvEx7kWzFvahYY8MdHK7iEqYi+w/sW1pcrH1dWVlpm7HXokmuWT7Bhjs+rn1R02w2HY3b6Wy6a9euM04/9WX/7QV3u+tJr/wff/+iP3pJaC2ljic7pquzpmlqrzm3q8sri4uLn/vsZ+957wdYSFbrpQ7jn6IuGuoqUi3WTuKpq4SGm7jqMMRXVHy4PkujmonX+v4LPth30WkRySLRZvM69dqOx2PTeMyjf+LXn3neeEHe9rYPP+uZL5itpDwZzbpZ0+RK8pF8xyXZBofJm/kI2p55Vviw246XZCvjgjfVT4efMEd1m30F9Bb4u643my3Z3D5u27G1JgButObzkKop8kLnFiYmVjtVGalGzbMTTll8+i8+5kd//JGR5K3/9L5nP+d/zEpy8xKNSiNxSDx7XWpiZTGX85/zuAfc/15XXLH/+b//yn+98CsHV1K1ZKlKrGod1zzrXUajXbNVX2qjZImkUnPji8XcpdMcbjOPUdsvjkRCfJoiaWrKiSLWpVUbNct9jPJEa9W0orVbbJZSUjP3NJ2pTHVBI6muhDYSIxFPSfqpjiz9wH3O+a3f/E/nnrM7i/zSz//Q1Vd98S/+8h01ndh3s5SruGbL1Vfzgsxi9WMX7rvLvbqwmM36ZuR9TN0blZGESjTqfc0eaVidt6nSu+Ya2SWLmESSMA1Ri1mXZ7U9UPxNb72gxFjTgSQmkaXNXezwdMLB/orv+54zz3/WY3aMw6X78f9wz//zLw/8y7/6J9FsjVfXI+41D9EImd/aeMQ9J3HEdDWHT8od8XfZ4tQGJB8AAABw82NmfV+anCPckt3nPvf5mZ99TDNakCQPetAPPe93Xt337uJHru/lXpuU7nnPu/3sz/6ERj3zzLMe/eif+sSn/yCl5KKllPEo1247+rSWpDmFS4ooKw/7kQc/8AEPPu20E7r+YDPynES8X/cltdQmjzXKAx/4wDvc4Rx1lyKT8fi8837hHe/8xBe/fDCsDjc/HflVn/vs51UermoiGkf8x2NdnOJHhdZ88TMVMwtV3bPniksuuVRFI4Z5vnQ4k+VRR21+yEN+ZMfiWFxSTh525zvfWe1d1UNV1IZ57m2tJFXFbK0Ch5Xjr+MU3i3llCrJBwAAABwf92HBcTGzWuuuXbuG7nD38Lpz1+L+A1df60A7LCX16H7wAd/vHm22UK+1uM8XVzCzvu9tOwaasqjUKnW1Td1jz3vM03/tl5fGpiJiUqrnkNFRS9zmJvddP2mt1lprJBVJIlZPOeWEnTt35LzSX6sS5/O+XPaNPTWkeIjasObC4etF45g5FaK+NuA23EMV7pE01xp79ly+f/9+0QWZ95uKiIRmjdJP73C7syNEJWopkvN0tqqqKadSex3WWA8dAlIka1xrYS+dX2Ov15l7cTMPQC4CAQAAAI6Pquac3X3454io3ptJShLqqtK2ed2YWCldSN80SVRFqqqIxng8cq9N0xxzdt8tblvxJNFmyVZ/9qcf3iaPGiYSpW9zRBUvs3VfUkvNOUeEu4uoR3ipIj5q7eyzb9N1nSU9vELvWtftP7Dcd1XU1NJaug5PS1Rcj/F04tr/EKKhambm7vv27vdh7tJ5oQwBqaaiKrc683RLIuEpJxPTpKnJfSlmqVQPiWti08KOyrdyfWs7x5HPieQDAAAAIBIR627GbtscwzQqGl03m83WZ1U7as10OltJSVanK+Fea991Xc651iqbWL5lk1JqwmM2W11cGJ1169MWJjk3qklSDpVISeyoVVZzzsNmNE2Tk5iZNWlYQnTX7p1NY8fcNlWrIsmyiA2tqNceW9tkPKsmszydTVXXFlg+osBq7duUJuNJ6aomFZGQcPfhReu9Ws6ydtHpsAF65Lc/PK54XVtw899dST4AAADg+Lj7cG1nRISHiNRaYli1TyLnfEQjzWOjlD6ktm1yr+PxSE2bponwCO/7PqU0jBnecL2LWtZkt7/D7ceT3PUrIsWjV9OQYTRufeXUWvu+zzmXUtwlwiV8yK9aq6h2XSey/i696jUihr+bZRUbMjgk1OPI1yrkyDHMIydNiVrn8Tabza5riuNaa84pN0lCw11EUkqllJTS2lhrFV37axjTC4nahxcRDwkXr7WGhKh7lJAaUWM+i+l2Tb1I8gEAAAA3m2PoI0a91ob7hnG/iBjGAGVd8sn8xr9yzTwo7m5JRSQlWzdsqLr1Oa1Dk6uJpHY8do3cZFExSyISYmES2hydVWtXdYoN10Xq/G66nHPp+6Zphoc+8quapkkpefWIEPEhCFVVQlyHh03zF0aSSKQ0fF+99reWlFJElFLkWEudNU1TSjG10lcRUbNSi6nVWoevatt2Po6n8/Zz94iiWWv1rise5pFqmIf21dWseo2hEiVE/CZcOYvkAwAAAL59j6tDjpgZUq/jePu6Vn/ZtuoIsVANtbVJUIapLzVEXWy+9vv65pOIGEYaPURFooqqRUjflZRar3707W6LC+MkkbINg50REToM54WqhaqqeRVV60tRTX3fH/Egek3b9v3MvaSUVId5VmJtODFEoi9VUjq0spJyEpVwzynXWsajUa01q3npj3iRXcTVQlS9iqXG8rgr6d++/PVPfOozl11+VVguVUNSiMXhRRzi2nOK3twwYycAAACwHcl3OPaOGXU6Xwh9fQdeM5eJb0v3hfrhxw+Refut28Jrf0mEqrrXYfQyJEykuJQqX/jCFyMkjlxIVn14hNvc5tbtqInSm7glrSrh8ws6QzVEw9VdUqNJc6392gYMG1OHBzHTUGmaZjIZ1VqSaZ1P5umiIhLh1ozGX7/ksjvd9lYSqpY83GtIiHholtoXy+nwpC8irlI8TFJf9N3v/dBf/tVfX3Hl1SYaUh7+8Ic++lGP2LVr5KLp+u/xI/kAAAAArI+6w1m1YRneeHyeTCLDlCpHlugxE0dVRTUi+r43FRUTkaR5Ou0PHTrk1fM4Vy/X/hZ2wq5d4lVVzKzGMNvL8BRVRV2i67qcRcRKqXv2XBoRoutG+aTWmpOZSdu2tdaUrnn8+T+FpVL8iquudp9XXdImp6aU0jSNe2mapkYZVuSbP35oTjlCPvqxTz33/N971GN++qce9WMnnTT6xMcv+sP/+vsf+MAH/vvL/mjHjnFcE+cs0gAAAABgA7FuiO/otFs3+ndjFYZJDGskqPj8WP/waFZoyDG6b+0PLrzwwquu3i8RolJKefOb37JnzxWWcq1x9Ojlne9yh5CqJu61lF7XJgJV1RBx9ze84X9/8pNfmM36yy/f88pX/nk++l6+MFVx91LKmWeeuWPHDg9fWw1ifpddLR4hb33L22ddDY/w6Ev//ve/31RzSqoa7hJp/rzXNnLW10OHur/+6//94he//JJLrvrPTzv/SU9+wRv/5h+e+9zfuf8PPvi1f/WG4QLSuGXsmyQfAAAAsEHOzcfvqjfRSlnwmFTNYUWst7CmTDRaFdf5XXS9Sm81qxSxZdEq2qmVqNJoyhFaZincvCTRYYUDC82hnnorO5oySVGrda7elpz7JfFJsV5ErDa5jEbdUuPu1hURK+NJN2pK9rRc87LVna5t1Sq59/kEmEmkiPYibmGmYnKwiUOTlCx6TVPXotbU2kfIO9/1f9/+jgunbrMsX7j48he/5DUHDnQiVSOrt5akxiGLmNg4Fbvf/c6yGiJTsYNiFr7g0rrkcJXoLfKb/vnjj3r8cx//X17xkz//R29+++dnpQkprR5qdCV5bzU0QlIfsq/VuP3ptz1pKeU8dR9r2l29rVObhI3i0MTG73znJ172v/52b9U9y81LX/HW911wYe1rRPVarCmmU5Er8ugqcTHfLVFGTXrL319wxzvd7vTbzj7z+Y+effat/9OTnvzxj33uPRe8/nGP+/EvfPbyAweXVafDnJ2h3c17/+XCTgAAAOD6i28YEAqRIupqNVSGmUKG6yddPdRFrpmp00TMdbh5z0JNxULs8JiSmoiEXjP6oiLqKq6uOn/YYQjKNebfRV3CQ8XFLNzVQyVEXF3EQyOGwbHhRr6w9UM7MUzCKSLiYhGpLxGawlXFSikLCwt9t7o6nT37N88fT56/+8Tmla98zSWXXZ7ykntNTe56b03McqjPupV73OMeZ5x2dl9S24xELFnjoaLDGN38Cs+uq/sOHPzHt7/De5WQhclkNptWH647tTCV0FpjlLNZXtoxvud33+Orb/3nkLbrpm1uRu3ibOWgNXl1Om3H+UUvfPE/vv2dK8vdxRdd2nXWjCZ9P2vaputWU2oihio3CVNNLvJP73rXwx/xkJSalJrFpcVzztl5yikn79yxO0R27tx58ODBE3btGm4bvLmv0UDyAQAAANeffBJVxDWquUs/zHspWl3c1EMjxF0i1F3EVVyH6DGfp0SKSMN9dK7mahpJxKpYFYu1L1GxkBpaXN3VQ4arM0u14lFVq0gNFRd3F7daNaqIm1erYeHDmuPaS5iuzdcyXMU5v4Xumos6I7m2IRoRtcZ4Mp7NZl03K6UbNW1X+qf92vPUdNb17fiEQ8vTyXiheKQ8cq8RNaV6x7vc5rm//VTxlJOcevKtkl3ad25NUgkNF6nDrJtZF7qp52xhNadcxa1pSrEIUR0mzNSwpkqZdl1q5PGPP+9d7//wgRWNiL70uW3DUhelXRh1fdekEz75ya9JZImJWCo1cjPqyjTlJrwJKS5ZVF2lih081PclFheXam2q53e9672fu/BzTZ78x4c+zKuIxMqhQyG7hys7Q1iXDwAAALhFS8OibxESa7NRzoeqxELNTULDNUKGsT4PHcYGLSS7NC451MJchhjS7MPCdzrcA7i2BrkOXxuhFpJdk+uwvILO/+ehDy1CNKQJEZfk8y8ZriqNFKpx+L67UBHV+V/zu/bMrREbRbSmTek9abivNo1a04aODq3k1ZUdKZ1cajNaWFrtZx5uojk1GrI4SS/9k9+9291Oy0lKJ/f67nt4nY0a9drr4YlQVERLn5NN+r60I9XUPfqnf6oZNWqN6ii0ibCq4WLFPZJaknv8+7N+6AH36/sD40aaRqfTaVh2y6u9h4y7Mg5ZEhtLajXpaJz7WtpmUnobXmGX7KpuLmILS80Zt7711fv2HzpURu3S93/fD5x++qkrywcWF3fmJBFl1+5dKjaf7SVYlw8AAAC4BYv5cgEmIeamQ+eFWqh6Mk/mWdbqTSQsqkpRKRZVpbeoJq5RNHrR4iohaW14qZh0Kr1JEXFzGy4AVTeNZHWkYTL/Kw89pSESGpEkTEQ00tBXGqZhKqLhKlWjqpT55q9fdM5C+75bTRrZonaHfvGxj3jOs550ysmj2i/XUttmQTR3fXUPcc9J2uwp9bU/eMLO9PRffcKd73CqSV9rNx7LD//wvc+9w2khyykVDdcwjSTRiLdtaqKWJtXwg4877xF3u+vtxKfiVSVUXawz61VqTtokkYh+5k998i98x+1Oj7I/6vJopKLVtNVoVHNEqPYeB8L2nfeLP2ZpOm6tWy2jtEvFVapJUSki01DvOnnyE3/+fe+5YDJakKhLC+Nf+9VfOXTo6te99vUf/T8XqpQTTzxBZViTQo5obpIPAAAAuOWZ3yUWkcRNuxyl8b7xmj1y1CQ1SdFIJpZETNykZJmlmJkuJ11JsmK6knQl68ykVxEZhuG0JOmTTBtZSTJLOktS5n+FaJiFpahJuhwlh+coOcrw7ZLUYazRQpKUFCWFp/AUfdKpycy0F+1VRdRjfnPgNVzlUEqrSVe0Hti95A9+4L/7lSc87Pd+9+mLC3Vh7CadpWXV1dIvS52Nkkd/IPq9p52c/+D3n/nYn/tRqT5OjaVp8UO3PeekV7zyhff67nOTribpVaqFJDcLyzIbpdLa6nk/92P/+ck/rXW/+SGL5aSdxrLGcpKVFLMknfcrJjEZ27nnnP6617z8P/4/3z9JszLbm6xL4Y2JetfmorJ/1O5/6EPu+UuPf7iXK6LsW2hTv7qSZJpkajJLspxsxaJMWrnVrXacdeuTX/2qV/3Ws3/9UY98+Fm3mrzspS+64vIrfu1pz/iJR/zIKOdh4NTDVc1vziuxcy8fAAAAcL2G9eQai907G9EmIqXU9H2fUjaVWvs296aNipTSqdeFkZ2wa6F6Fiuuw2oAOalJjNosUSUn8xCTsnOpVS2qSURSsiqhxZLkZCKlS1p27Wx2LGjOI9HqXlxFNVlYTq13JWtOVk4/bXFlOs3tJFyiphDNlmotiwttKTLKsTb9jIuaF2mS7N6RvUgObfLYZPqdd7qt1PojD77vX73mFW98w9vf/Ob37jt0VZPyuLHSddLXHQv5jNNP/tWnPfFHH/a9EmJi4RLiTco1/Nzbn/qnf/qS33jW7/7zBR85sP/gqF0axhWTdGeccepjz3vcz/zcj7atJpstjGPSjkJTSBtmokVlLKU0uZpW8ariZ99q9x//0fnnP/+lf/umtx5cnmY1dw/xrHKHc2/9lKec94MPuF+ts5NOaLupasjCqM2tF229SpJ0wq42SVWXcHncL/zU057x7F992pPOe+xjL/7K6e9597s+/el/fepTn3q377qjrk2mMwz0ra0HeDM9Z3Gzv3QVAAAAuEHJJy4Se/ce3Lt3WTSVKinlWj2Z1FJTkp07d5+0Y6zJLXt1+/KXvpFS42KhLuqhImEWXsvszDNOnUzanM1dlg91l37j8pxHJcJUIsQa8V5SaC2zc253uph//dK9pSZR81oj3LLVWrOZRb3NWafmJl1xxcF9B6cukZK4hw2DkVoj+oVxe8YZJ6n0OkwdoxaeTO3Kq/ZdeWDZ1JKYia6uHLjznc9WKx4aMp5N5aKLv/GpL3xiz2VXeR+meffu3Xf8jrPOPuuME09cbBv1KkmbcJHU1Votj7oqZnb1vtUvfelrl1xy+d69V0f4jsWlc8+5/Wmn7z7t1J3tSKuX5eXZVVcciMguSeZTjIZGDu8WF5rTT92ZU0io12QpH1otX71kz2c++29XXn11Tjmn9uyzbnXuuWedftpuNSmlfO1rl4Qkiaw2Ei9hxT1UTGL1nLPPzJKHaXVWlusXL7r4Uxd+bu/Ve88993Z3v/tdTzrhRMtiqYiYiqlUEZFIN+MpXEg+AAAA4PqTr1OpfS0qOaemVlG1UjznNMxOWWrf2kJEaC6lLzlPapGUrrm/L0RUXFSl9NWymom7qJqKdF00jYZIrRLNikUbnTRt9nrQsoZkl/F8M3zmISk1Ei5eIkrOTUS4mGgWEYmiYsWziCQVMym1z0nda7IUoarmrhFhSect6zUlFSnunYiqtX0XyZqVsjwZL5Zek0hO4i4hRbQzFdNWIs9vD0xS3S1ZreGitYomsfkiFDVLEpVuNhuNzMNNk0i+ZpJMGeY1rVKLtyOrtUtJvVRLrYiVPlzUsqh5X2qbGhUpnTStlCKqriZ97XLSGtV8LKkma/pO2rZIqFTp+uVm1LhPinvOKqLuoaJmohYhvUhWMZVexMTTzfiON5IPAAAAuP7kq9Vn2VKpNaXkVVTNNNfap6yl9qphsRjqolPVFDWbpggRc5EiEiJZXFUlQsLmR+C6tn6CR4gm0RCdiqvJSGrV5KF9qJZoJHIyjbpqKZUqTTIJV1GJiHlVqohKhIiLN6Jilny+Ap6LqKpKSESYakSE1BARDbPUlz6npGriEeHzCURzEy7DV4lUtRThw+p+ESrDnxfVLC5V1SOGq1+TqkbUkGLqLqNaS05ZIlQ1wlVtGG8UEQkNFfWqptWHpQ5VQ8xMaohZRBXVYXtVJVxUkxdVHTZWLNUSq9lE6thlpjqJULVOatZImnv3vvpEskj0jeWIKtGES2hvqUiMVC2G5IukN99RPu7lAwAAAK43+SIlWwgZhtFysvlaB6qtiOSUQ0pfJduwOnq14c4wF5Uq6vOZPFXERMU8REwlwlREPNxFw8xEzKVVNRUTNQlRSxGRtBEVCbE0EokmZRXxvmpOw8aZhg9zdapIhKQyDKLZsLyDpgiJKpZERWstKWf1YYCuF9GUxyEiLhGSTESKSO+9WRLRIlpFJNzV2nDxEDUR9dBqqZHwkM5sWAAii6uE6LAQvJlISXlYFH7486RaRauIh5ho0hBNPp/NxhqZv64SJqbhXlJK4o2KlH6WW5HwZBbaDJeqek0pT4Z1K1Iyd1FVUxNLpZPcJLFQmy+0XurMLEybrpdmVNe+1bBw/M18Sktm7AQAAACuz3BtZrjklKerZbhIrp+J2TACqCqNmRSvLuJSRaQU13mEra2Jp+K1uvswxFcjilcRUdNkVkrn4qWKiklcc5CeYxgtjGGliBShItJ3YTlJiNR5Sg4JNB+Hq71EDHPOREStEiFeJVxEJc0nKtFailkuw8WVLqFiJuEi7hLV5tOZDAs8FDUtpejw/8xLKSREoqaktXa1diIRERIqamKthPY+ExGPGAbQ1EQkDS+Fqs5XCnQXkWSphvv83yQiRCUli6hRRURy04h4RC9Z1CRchglSvZpL8uF/GhouwiNyI16GthYPUZGczFREZDSajzLe3BdgP2IH5sJOAAAAALi5YpQPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfLwEAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAACTPzz/AAAgAElEQVQAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkHwAAAAAAJIPAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAgOQDAAAAAJB8AAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAACQfAAAAAIDkAwAAAACQfAAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAAAkHwAAAACA5AMAAAAAkg8AAAAAQPIBAAAAAEg+AAAAAADJBwAAAAAg+QAAAAAAJB8AAAAAkHwAAAAAAJIPAAAAAEDyAQAAAABIPgAAAAAAyQcAAAAAIPkAAAAAgOQDAAAAAJB8AAAAAACSDwAAAABA8gEAAAAASD4AAAAAAMkHAAAAACD5AAAAAIDkAwAAAACQfAAAAAAAkg8AAAAAQPIBAAD8/+zd23baSBqA0fpLAjvJmln9/o85nRgMUtVcyCYyR4ExPu190SvtCElgu5e+LqkKAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+HwEAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfD4CAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPl8BAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAASD4AAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAABIPgAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAAEg+AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDy+QgAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAACQfAAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAJB8AAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAAAkHwAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAAkg8AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAACSDwAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAJIPAAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAAMkHAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAyQcAAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAADJBwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAACA5AMAAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAIDkAwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAgOQDAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAQPIBAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAABA8gEAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAEDyAQAAIPkAAACQfAAAAEg+AAAAJB8AAACSDwAAAMkHAAAg+QAAAJB8AAAASD4AAAAkHwAAAJIPAAAAyQcAACD5AAAAkHwAAABIPgAAACQfAAAAkg8AAADJBwAA8I21PgIA4KOptb7FbiPCZwt8N0b5AAAAviyjfADArQ2DeLtjbm80uAcg+QAAvm98jrn5E5B8AACvyioRCCD5AACBB8Brmb4FAADgyzLKBwBc7rIxvVprRAz/vMoOJ7rsFs2tU3KfJ/C5GOUDAACQfAAAAHw2buwEAM5gdhZTegKSDwDgc1SifgO+PDd2AgAAfFlG+QCAPd56aG7Y/9aQWill+OK1jr61//FBDx3CuB/wxRjlAwAA+LKM8gEA1/Shnty7ypJ6ewckj79lA4OA5AMAuHJbXhBaJ3NuvKWQAyQfAPDdu+uynWyerzv0IN+UA10cgXIOkHwAAN+0SJUhIPkAABF1RmUN7TQM6I0javhzRAxTd76FzUEjou/78QBjOjBZ6PgM957w7ks2X5GIgOQDAL5C6V3rKE/RFekaN4ym+BIfC8BrWKQBADjo9oNUQ0TdvqSmx1utVekBn4hRPgDgCiF0xWPVWq9y5Nj849RxN2V7Vvi9VxUDSD4A4AMl37kdFRG1phSf5iNSfYDkAwA+vUNTlXycztx5oRYDkHwA8G2cTKmtQtpaJe/5KbtTM3aOZgp43jj2nUzKkXO8OG5NMWxca40Ux09+t+d2DlPLy1lgItWcYrddx29td7eX3cNp9A+QfADAp6/Ey154JIeml9LFC6+/xaek7gDJBwCoxN0t41AyXVCbOy+pKdUrpuChYUDVB0g+AODjptfb7e3Qq8brnr8opVpTiqs/Lnhkh1OONX3UUfUBkg8A+PJh+SazvEy5jXN7m6hx809D9QGSDwC4TXq9NqJOPo932Zls5kqpO0sx1J05Y171lmuq6cQto7v3ap78yvHZXCa+fWUI3Ez2EQAANyvPvdN+7qbmddYDTHVrh9NDa/cEbrkqPYDkAwA+XNpN7L3X1+PVmvDl+hNX71uAj8CNnQDwrTvtlTu5eDTs3Fs3d+/2PPfpviEUh202ezs4kcy+ocit80ke3gMkHwDwrQJy9/G8va8aPbD38pG5wy+/4Om+muqQY+O7OmuqOY4d4vULBgJIPgDgE3ddunRw7/SdnztlNb73cjNAd5W3sHfnZ+3WQB8g+QCAm5bYBRsfmR7zaSwu5T0bxO6KCHuOdXDPKdLTX23dS/l0+2VNEWn/FC/nvPd4OYqYSp/aNjYzbqaU6+ZDGG328og10okyPDSH55GbRY9P+wlwRaZvAYDvXo/HZ0P51JOUXPHBwilbmtAF+ICM8gHAFy+6V7/89PDa7kp3p87hxMp7NV1tFfWTy+ht3Z85ntAlpbT7ouO3dLrPE5B8AMCNEu7kkNTep+am7+rinqx1T9G9frDxeGsdv3916wN5+cX9u9o7z6fqAyQfAPD+vTfe5shMlbXWmibN1DLxKb5JNRiRato97sVv+WSAjQPv0AN4cdE8nwDvzrN8AMBbZecN9vN27+usFQg9xQd8WEb5AOBT2ppp8+o3fO69zXLi2gwTYilFSqWUmpoYvaPRxnHyQNMH1nYH4iL+zg66NRfo9KUgjszPefzOz73vyzghIPkAgKnZNuWFZz1ydq2bOQ8V3fZmqaaTi/iduo1zYm55Hg/42tzYCQDfN/+mvPbQrCpTem/rtWcsmVCv82lsom763DDbm33R5SuA78MoHwB8o9jbWgr8yDDXaLM4I5DOCcJDifj64bVDZ/j8ftPxI2xubU0pxdFVGQwGApIPAHj/0tvNvL2Rc+4RJ3bdngDbF04vNptwY+ch02/sPPIJ/M081Qd8cm7sBAAuycgLeu+93sje+WN2z8uNmsCXZJQPAD5ofe2OJr1ywpUyPCEXO9tESilFjp0oipTi/BDKL08gdv+11lpraZpm/LIXA301Tk7xUk59EsOR0vZcoCmlMgzdpVS2TiDtGbWLmiIi6vM25elDK3/n9qx7PvNzh/6s7wdIPgD4LrF3/OtvsTLeWWN05z6nt+/Gziucf67X+RCOPMe4e4+okUDg03FjJwB89N47t/SOz065tcG5uz33fs4LGqm+csrOSz/2a33+AB+KUT4A+NClN3HjSYukx/bXt+btfM0RR/96rKCGsbKSSjwtxvB39swX04fWdI3qq/H8lqdMTrO5s3R3TO/Q3C0Akg8AODv/3qorah6OMT7e3+NGnth7Fy/AsBWfr6zfa33gez/tgxN4qj5A8gEA5zbexA6ZuIdrTZ55Qe/VWlM6dj7bz/LFns1qraWmiBTDDCypppoiYjPuN/xNPO91d56b3RMYf6Sxd1xxcm9v5d/WXahbO9/dm2laPtevp+8Ukg8AuGbvXXGOkK2V7s564fSXjzc7tP2hXUXE1nye48vrvpThKznn3ORSSkRumibnnHOOiFne3eGwq1RKSimt1+tS+uHoWyew9zr+yMW9635A8gEAr+296+72BjdJXn6ImnYb7Okxv1IiIiK3bTuMsQx+/PgRkfKBW1PH/9zU2Xw+y3lWa+q6vuu6ruvGo3O7N2oeGX8z2vNtf0N965F8AMB79t6Ux+pGX9weQtzcmnh8ks/pR9l7Y+f+jfdN/rmJrrZtc45hSK/WVGtZrVbDBqWU4Q9d1+2ezHB1PgwDRqpNRNu2bdvOZu39/bzW2Drc3mHVvY/tufT/tr99vvVIPgDgg/bemUG4/xD11PbTxxXHW+5eQTdNM5/Pc85Nk2ukUtPj43q1WgwDdDnnUsomySKiH/3r8Iec87BOet91KaUmUklpaMXhBtF//vlnePXQe8P2m9Qcloa3GINft8t2KwuRfADAW12AXtBy6dIV887qyYP7SdujfJs/r9fr5bJ/7Pq+7zdfzDmn0c2f4y/uPYfnYbpSxlPClLJer3Oex/M2bdvmJvq+77pua9DvrAld+A6/YlPm9RGBSD4AcPU5taZ2LxbHq8bt2SD+jlA97yoOncORFfNGVZbG92iOBuhezLa5ddfo7lGGwbS+74dxtpRSKaVP5W4+b9s2Ui2l5sg1pVLq//73b4noS91/qRxx1rV8jVRzpJqjPs38WWuNSKX2OTURsVx0s/s8n7ftLK9Wq1L6iPy0mN/Letzz1uowWnjBee2p07PSgttk3qEfgMt+qUUg7yj7CADgU1/Unjtfy7WWcJh+lL7v27ZtmqbWOrTfz58/Z7NZ0zTp5cDdbT/PVGv998+fx9Vjznk+nw9neLOWALgNo3wA8Pmqb2uSyYlBOGX9uq0JS/b94bxCGwb3+r5PKeWcf/y4a9t2Xftu3aUod/PZ03N9Nwy/iIgUpdRSymrV9d3Dat3fz+9m7V1Kdb3uSimRntfcMyzz7X/pDM0h+QCAY61140PsfUDu5Q2f6ayxrK3XXtBXpZS2be/v5zmnvq+LxeOiW5auv5/N57N2vDrfjZJvdMtrzm3X9+s/i/Wq+/Xzx2w2m81mfd93/aqWknOWfN/89/e6vTdlfUiQfADAq5LyrPHAy6Z4GV8uR8Td3d1s1uSc1uv68PDQdd26rp8efxvu63yneycjou9K5Jxz6vuyWDyuVnTWwFIAACAASURBVKtfv341TVNq7kqXSsk5VN/H+SG/oJHcmguSDwA+UI+dTKm968jtPe4FaydsffWyt7OZ5bJpmqZphhXyHh9Xy+XjMAlnjGferLXUmtNNs6qmGn/jIVKNWmtJta7X0UVKD79+/ZzNZluz4PAZf2uudWKG45B8AMCVL1t3lwc4OHVkei6XM+dx2dpys/+nqjx6S+ex1Rpy5Jxns9lslmtNj4/rP3/+jM9zGNR7+QYj4u9Xai0R+S3G/iKi1LL5IGutEfnpb1KpKdVUl8tl163/+9//3N/fr1arWp5ie7Nq3xWv/oXExb9fex86fYt0HL7jhx5zfeV389Cp+sFA8gHAl7qE3ay+kK5xu+bbTbw5PuHxOW9WNh9G9ubzJiLXWheL1Xq9Xq1WH/n6dXsgr6aac1fKw8Pi16+fbTPvaldrGb9HP7Qf9vfIWYHkA4A3v8J7u+0PzJ95utCmtGV9uTD60VONvbPCNE0zm83aNvcprdfdw8PDEHtt2568H/U9xaj8nt5dqiktFo8Rzf39fds2XZdKKR4J++C/d1s/4df6XZ7ebIfGw1Ufkg8A9N4ZF7UH/za2Nx4v3X68FS972G98nZ1zns9nTZPX6/734qGUMszSOUzX+bEveUtKqUb6u5p6TSlFTWm5fIzIP3/eNU2qtZZS9i7cx81+ZU7u5JVLU77d21R9SD4A+Na9d9kzeIcW2Zu+Ut/F72s8ANI0zZB2KdXF4nGxWPSp7j6IuNn+oyXTi6clhwQsJedcU1r3JS0fmybPZk3O+eRAKO8YWm+aVa/fuerjfWUfAQB85GvZQ0e51oDGxQWYc27bdj5v2zaXUv799/fv3783f9U0zXCNm3M+lFgfS4zPMNcas9m81PSwWNZa27bNObu98+P/GvoGwS6jfABw09I7axn0rVJ6uqh9uXT5012d9cSxjh/3eVyubuZnSakM92T2qdb6vKRCRKpleEJvNmtrrct1t1qtuq4rpeS2KSkNd0Uee1MRqeaIUnPUYWH0SGmYIzQi1as1YY2oUfPzieSUIqWoJVLUKDXlGi8Trm4+jT4i9f06pbTu08Nq/fNH07RtKWlzfjWV9HeliRffo80Ej7tLHW6GCr/wmM8Vo+vQxJjHh7ivdQJH5uwZf33it/LLf9+RfADAe15eT+m9gy+MF5faOWI+n+ecuq4sFovVajWO0k9n98bO3dHU1WrVNs3dfOZ6/bO04g3OZ7S05BkTvWzt008Ut+HGTgC43RXkDVZQ2D3Wkck5J972OR6hms9nTZP6vg5zcg5/m3P+pBevU26X7bputVoNt3f6MVahao1Px3+5AOCdrx1fubenP++ruCk3dm7+eegMh9s727Zt2yYiSqkPD4uu6/q+393bMM3JZ/3W1P1X9n3pHx8f7+fz+7tZ6eMt1oj3S/HpjjLlDm1ZiOQDAG50OXvxjZ3DZetsNhuW1+v6slwsNkNew9IFt7+Iv7rjU4kOHbt8fLybz3KTy8vW5UuW5Mk5Ni9YuA8kHwC4Bn2TA102Ycxmy6Zt5/M21fRnsVwslyml3DS11q7vIyKGCTkjhmrqS9maovNT9N7TOzjwWeUmp1r7ru/7ml3ec/7/NQDJBwBftuImLo63+69N0xx6VZ12oJOPIW3NKrl5Va1ps77C3d1dzWm97haLZdd144lDx2m32clZvTd6pDBFDNEVx26yfKdL+VJKk3PXdcvl8tfP++ErNdUYTZy6d6hn88XdP2w+gS/wDOTV38Lx+YT2Pjj6Frk1fHeGdRq3frCHu51f/FYemNjz0I/ExA1A8gHAV0jH21/kHbpIfVqfIXJKKefm/r5NKf1ePCyXq+HC93sOZTw96Bip67paP+Xzip/o/5J8qDOZ8v9N3jqAQfIBwCe7rt2dLfPcS+EDI4SRLnpm7/A4ZFmt+uVyuS59SjGMcowHN76Vvu+byOv1uuu7WdtGxPOkOdUl/vs2YX2Wnu+uPDmSNnG344lqd3e7eYp17+HGQXjWT4ifKCQfAHz9q9vTfxXHAvKs3e5dJWy46Oz78ufPn1JKzRGRv/NC0n+XVi9ltVrfzWe15lrCj+vV++2VO7nuUuzH62vchMdv6RxvMOX3yKLtSD4AeLfL3Le4CNu6Xjzy7N8VL7uPPH00+nodnpvq09O0nPE8R8s3+zFIkSM9f1Bd17kU/7CdectzOPRre93/Shj0Q/IBwHtebl62zZ6vDMN2T1OzxHPhpRdXehE1xfPfpv+z9zY7zjTLvld8ZGaV+3nfvXTEjAGCEZfBDCEmjJA4EwYMuAJu4AgxQ+J2uAYQSBwhIR0hITHjTNhrvU+3XZWZEWcQVeVy+aNtt+12d8dv7712P3a5XJWV5ZX/ioh/qLmbKOyE/N5TkvZxBd1aU6ogotQaYmRCM25BHL8fUbZ5o3jbVfjhqCPosTO666XGYVxhmyO7c1AIgKoAiLnWUgQJQWj4AP7EyX9allyUQnzp04pFmqUCqIJdncM9E69L7AS0mTAF1g+c5u6fCPju6eDefXRM0Xm9qOOSz3Ecx3EeuuS91YP2g3seldh8G5xsM6cNx/9dLjbh0EsHQxBq3QjU/kRErLUSSoyhbRsRGb9iKzcVwNxcdLv2vcFKdKqFO7HJA007B92mduK6OA4EhdFKFFU1F2nbMCW72mAuRv7dCXNsg68V0hn9fvBdEXhP7GkIzOxej98YF57aKNTo0ATWuWPracl3kWD+ijPBccnnOI7jOM65UvDjj/ZPpaKpDgG8cUsiSimFQH2fRbVtkl+LdymliPgK6ja+l9ft8JRIu2kgehaUuz6M+a548+xNxyWf4ziO4zzpQvbxBzYtas9s97cQk5axOb1lbfeYcb3uNptNCMEl35mSD75R6+2bCK3rdn5Dn5X77WGb2Yx79+NC2p2RZe3WLI5LPsdxHMf5iWLvVjVOx17cvqUVgGzFSUQxBiLMub5uOgBkYp8D51Br9Tqr6xxi73FTzLtlfLyGcKHTbrjD0zrZA32OSz7HcRzH+enL6JvIQgBAEEAKITAzIPz991spxar43CziIsk3awHnI3eNyPlEuXhpse49NN4Hh8hxXPI5juM4zo2XlQvDvflK8Uhj9Pe/cZZyeWpL85O8aElqG1vb9MURImJqWmbquv5tvcm1EtGo93Z9OPS+gz/vaYYIIkA0HDYzq8rDZsJ01mYqg2OHihMfyTk3J5NgrU7ye98sx3IURWRfvZzOg71IpO3N9neO52r33Z27Hg+cIxDOp9CxX4nzf1j2nTxdBzou+RzHcRzn2XXj1EZh199v9596wded44Y/SQ4RqbVaGqeqIoWmSarw+22d+1xEHiHvfvzzAudTns489DY/1BPl4K26KOpzHJd8juM4jvM91697q8MLzADPD1nYf06xJiKKbVtE1+t113WLMBQCoAu/yxgiqERfaeSeUGl83OJlPuHvZNp5sAHjwpcF4f3yPI/aOS75HMdxHOfLy7lz1NoJ/XZR8tu73hJTvZkV74nqZrPp+34uBZ1rlcAXM+287aHexL7l/KToTznx/WTLU5rwUHDvmOqDQzFAl4KOSz7HcRzH+aJLaj1/dXt+/tiZvp22PTMzMyK8vpneQ2KCWacH2yM9sHzuq1/o752Vd6dEyruaoNyws+Wl+5zdRwcq+o4d837hn6s+xyWf4ziO43yfVfJyFXvrpep8Bdk0DTNtNt1ms+mqWlGfiCIiEdZaAQBd7F3FF1qg31WjPolWebaWdwuPoicfPccln+M4juP8REl20AZz/tY5SZhqVXKw58u57ZWngAdzPutgZolnnQhjEBEVocAAUGsFwBATMG1yfev6XCozD0cEAKCioAAKIEgIUGfVfLaJzBoQjB9aVjR9QEmQNQlcjJyNxsPWwfvGkgAgu+Y6kyUkAYCCaGVmVRUtAErACsuIzeCX8zRC6Fa3xsEw8uLWGNg/9f1aOMFjWxw5KqxVAgLv3YnzNno30be2Q7O93T/4KoBI89mPiHIgcDf8c/Z7sNWluNe9/aDTqf96Oy75HMdxHOcLaMuForv5Mk5VSy1EhIRm0cnMKQUB6Lq8Xq9rNb3n3FglIv4g68VFp4T7qZGrm6fDhfWxF+zwkH3Lmd9yPLcTADzE57jkcxzHcZxnXevfZEV7k6DE4MwZWEQsKBFjDIGseG+z2ZgC3MYrnI9BRDP9/FOG9AHK9jq19lmllSe68L2rh0+bvjiOSz7HcRzH+VIr4Nl27zq4fCT7dNJ7q1UDADmXt/WmSJ1Wk76mvKHksxxCVSWkL1eLdcNUzw8avZz49KX3wlyAPVgBns4A947qjks+x3Ecx/lUPXbnL9JZw/XbllTtf0REmDmliIhvXb/ZbCyZ0+qRYKwu87lxE8lHRFbG+Ll9Gva/+jG64qxTVoL3FZ7e/P69ojkEPMEDEdeEjks+x3Ecx/l6wvLRoQZCigEYN33puk5EYoy1Vmu5rqqe2HlDvlZHvk/Qe1/tgK8QgVf4cCoouupzXPI5juM4zhOuEQ/a6J3ZGe+cDRauGNOXLDYTkelITL9NEbwYY5OiiG42/WazsXeHBgzjoR5cTdpOVASJnme5+VQLX0QgpEEwqyLir1+/piGdFPX8sE8f/13PbjFXrygWPX9in9hSVRX0olvsoiNZ3IDzy3HkVnp3zOWduxIPvHW6qfp88LduojBL9QQ82L0dPA3bccnnOI7jOF9FK97pI/PPWpJhjKGvmnNer9eqSr5evOU1BVMvqgqqY197FLl972+4JNRzj0aOl+quO90j72xzxnHeoyH7PS6i47jkcxzHcZxHrM/u+9nxjXOCJOcfgAUNEDGlREQ559dNN6/ZUxEi8vlwUyUGAMDMRCiiIjI2XLzx+v7djMHH3DIXKcCbfMW5/pwwb5KB84LAD9xTeuxGu/Q037Vv2XnRby3HJZ/jOI7jPEyzfa2DF5EQQtMkVei6brPZVB2zNM1JkhncrOV2ICIggGoIYbpYRKRyl3jO4Uqwh1zQKzKWT2jUq/Of391mnsZ5Q3X6wCcILvccl3yO4ziO803V2n4l0hXLU2Y27dF1Xd/3IiJE3mr9vqoPAACI0K7VGF9SxLtYoZ5ZFHpD5XCFcLooDXVe4XbTG+rARz5d77moc1zyOY7jOM4XEGwL/4Z9iwUAUMB9b4ednSy2P5R4djCeM//I1FjP/iaiEBiQXt82fe5VFZFQQVAJcMffZbnfpY3F8EW24aMXyXroKxF2h/Px02F5QGiWGwCgU1N7VR0GD+CgT8m9JcddY246+//vFtXp4lkGgILK7J39yX/V4OCRv7evLNrjHb2i9qZut0JAs9I8dI/jOC2HP+3EBLb+NHQyp3vHvgUBt7mcuDvUOPyh4K38HJd8juM4jvNoHXhy7YV6WjEMsgFPx2TOMf03FRdjJKIistlscs6qgEgKQLt7O7hDHJeWemg1/fDVpR4brUPH+FAQD4goFY0hBiYrwdKpLx/A3C9n7tt5vyX7mXs+Z14d2ABnLx75HlElQBiV8OK6yoGufKdk57yR+vzsjhjY4t5QvNdQ4bBI3FbaBqTBZnR82mKlsGbSo3s3jF43QXU+t+aiVKenLvjFE9Qdl3yO4ziO89TS7vSL53/8gFo4FN+4NOjBzObPmXPedH0eezAMrRo8IHDPSWJXKISARFrr087eg1Jw/rjhHG8YPX9YphDxje6s4/mZepHWXT5C0ANPT+aqq0qd9jz5Hu08qcF37vHznhAdNnRxHJd8juM4jvNQvXerHd7W2xARmyaWIuv1OucsCnNDTos1OXdiCj3FGD83/Pgpt8Mx8bZvQXndjfb4JNhFLHGu7qYon3VAMRfcocsgnlJ6Z77lOC75HMdxHOdJF7g32eGxEN85thaIIDKYtQAAIsls+3Py95yPKD4EIED+gj6oHyyluyYv9OwN7jRp393tZGw7vVKn9NQxHdeSdYkJAIBJD8X5ToTszhGErgwdl3yO4ziO8ywi8IrPnhnWmBs8nKZWWa83OWf7p6gAEnjZz0NmxaQFQiCR+nMm/1ly7qoWgp/bVmHSe2aGxMyBhhxpmlVgiiqandC1Tedd0Tku+RzHcRzncWrtilDDsaiI7nDBB/dftBVhKcXq9MwKcm77MV+bllKGnntEoNeXNs3ZsRjx1emRCULEUmtqE6I5gSyv4H6y57v1cldcuDPn8Ok9f7BByGLjyUV2/kopBYluneS83Nv8LrP0S4OI9iPn87O2npZEFGNkHhRrURDRWqUvudY6L8FV1ZQStxEG101k4ralvs+2N9j9IZjMk0SEiA4G9A5GBYfjH3t+7I+t47jkcxzHcZzHcSKR8oqypRCCiJRScEREgBlu2nXNufpqm9Ie1u7PJ43PFFQX6AedAsi4v5dxVOQ5H/2Y/Js/PZkez9iDlRBCShERLIK32eScc1eybTN24NgqLnt91cSpK4OC5lzaJgFAqVL7XEdHn0nsMXOMsdbq94/jks9xHMdxnmVBfHO9d2ksZQq41VqZmZl3lumewPlp8h5qrQjARE8owM/Xe3C2vdDB7pH7r+hMFl6Xw3msivWKVuzz3hhDU8qpYA+RmAIzB7ZmG33JOZfc5yp1YVI63YaTYrRmjEQ43YO11re3t/UamblpmqZJqiqipRQTnBZpzDnPPZYcxyWf4ziO43wNvbe3c/z4d00rVNsJM6eUmBG8VO85RJ9dFA78bFfjnOnxrqA6tBO81R10Orf5TtN7ctoMIYQQOBAQ1Kq51Jxz3/dd141CjqYbcKGKF7mgJnAnq88py3q9XicOq9WqaZoYOefa971lXzOz37+OSz7HcRzH+bba8qIQn60jp0VqjKGUqqLMbCELjxV8puBDUNUQAjPVqqD6sMzOSwXDsdTNYy5BH7FX0W3c+bIM53dbsV961ojLPQBA2zbMBIC11vWm63IupUxpljElERFVqXVocDL60CwH0EKFRw7YNs4511rX63WMsW3bl5dVzqWU4veO45LPcRzHcZ5uxXzJKhPP/6JzrGWGOBIzM6vCZrNBkD/++MO7LzwJzEyIRQS+pqPGx/XeY27Jq7968t60nOhaoev6ruuKPT6xjgvjoxOrmzVvlWMN5aeAnm0JCFObhqnGb5wJKiNd15nqCyHUWieLXcdxyec4juM4ly0Z8dD67FKHwI/otBPvzuuI4HjgxTabbx9CoMilyNvbWkRXKVkbBlunoiIAKYCgAtLkJDHtevpD93XplEd3yJsTBzP6nVjHcqMTS+39wTn3YtLsEwggAAQg0wHgNfu8A1LbwG0MKgIgSKCjc8niyl4kBW/YEWR+AGYcsthSFA9cKLxABx4wrQWylFe7OPNzlwoIiIcn0LHoNx4eQzHnHCBCAKm1IiJzHLZUAFEAoEiIGFNERFX4+6arfc45W+o1Itn3bl0xiWDXDnduwyoIAEC2sXnkipKq3dMKABQAUAGH/RHbCRQFEambTpBeXlqOLAK11tGMF5hJVRYjsN8R3p/yOC75HMdxnJ+u957ti/Zt62EvzWwh9rbr5nGzlCIi5Vw3m87WtX65n2bWATFNbjqAz9vM4nTg7nRo+nyx9+C7FRFHdbrTv0RkeGbAjBGDqm42/WbTiUhRQdGdU8YHjb+p7vV6XWsNIbw0KQTKucLo6XLiijiOSz7HcRzHeUadeXqhfNCQcHrRXieilBIAdF23yaWUEkLwx/xPRYyRmRfxmaeajfeIGX6kfd+tvlRqRSZrVScigoBVQggAQBa6Uyil/uP371JKFbXUThWl0WzTbFcedoEm092+783A829/rIhC1xURsc4QjuOSz3Ecx3HeWSPe7+n4x9e4Z2bKTX3emNma8nVdl3MWQHf5ezaIMMaICLUqWis3/ORb4KIpOsWSz2y9cO59cdNW8kcVFJPFzVRVCQNzEyMhKoBUJQQEUFXzZWGiau34CEGnpyoPFFljOrcF9MwwpuT8a/USI5eCqrLoKe+BPscln+M4juNcv1j83IM8sZKbFoUxxnka2LRS9IXgU4FIMUYAsDI5kfrMM/DYzHl8YuetzmhwNkqRGREx5xxw8mExxTf2T0cyB5eig8sOIo41i/qw6bIYpfVmU0X+6dcfMYZa4Znnj/ONcdNnx3Ecx7Xf7Y9wWl7rHvYus3lAoiWA2ca2cp3bbzhPIPnMO+QdJf/p98I9bo37t7U8IPDmMHOMsW1TikSEfd//4x//WG82AECESENvTOu/Zw9QBvm3u8NHSm5zQrJ7HABSSrXWt25TwbM6nU/Do3yO4zjOV5J5p9fcV1Q6nchtmwIjB4MnU9rY6VK96cUpfDfqPe77bHpv8nWYCoEeLy08rriYAHZRRCS1K5Hh6ojIiazOxTw56C47l/3XKa4zm5vrrG+46rbV+H7bj+sSPu00VHV+HiICOHQ+OBZX25pkzh6LwK6LpgXrQiBmFtGuz13OteZaq6qKeeECgCoyYa2m9JCYCPXzMm93BhmgioCq9dW05u9//loxsIX0PZjvuORzHMdxnLsoxoftZKH3iGhK3YwxINJQvCfiF+hpp40tyol4T6rpU03jq2f4bW6NDzxcMHVnSmkKcYcQYmQAqFX/+utVRPpaxDpk2Ge/jlDCWXv3rusY8c8/XmLk9bqbklMdxyWf4ziO4wrtQ5/6lETQRaTFjBxgNH4E0K7r+r43vedP+p95KhJRCAyz1hoPnufnB/rgeDj64H/e7E65pG3DFNybFPXsUUhkRiJWlb7vuy73fa+q1iXPqvL0K8m9UQ+r2uQRkc1mE5jatokxWsTSb3/HJZ/jOI7jfP6i/4NrsknXpZSsI7PF97ZlP+7P+WTML4ql4H7WNboisfPEND7/schZTp6XT939lpWqGmM0XU0Etcp6vck5d10HACEEJcRRMimqJUw+LYKAe1mlQwIqIhGJ1NfXVxH59etlXnPoOC75HMdxHOeWK+Z7y7/9qiorTLKARs7Z9N60jT/pf07VZxAREWrd1mEC6rNN5s9N7PzIkxFmTikygwis1/1ms7F4+FTX1+dsta9EJAAiQ26nINBTyiXdmyBTzaKqIqCI9H3fNM2iM7vjuORzHMdxXKQd2Ow6K5ftBoN7O9rWO6/v7AdUD1jt2SHsC7yFluMQmJkIS5Vu09VazUwe1PpI266HVaK5Uuxlr9mbH5KF7+7iwHDph75r/nXb6zX7AwFwvg08S52WKhAhqDBCCgQqO1mdOh4knoq24Z5Z/7sC6V1RpwfHxzyEdufldKQKIEdSOk8G/fCcy6xHjsjeFRAEa5w3HNW8BwmbjIshl/q2KX3fl5InRTfsVCVwsNu01qrbvE7FC2bnA/uw6/B9ePAILJFVQEt923S/fr2gitjvC4xTYmh5iA9oQ+q45HMcx3Gc59V7Zy6DTqy5d1doh1eFUxPnfYPBcUmKB/dtBWAwqwQToC6XoXgPESw5DbeySLcHgHp0xXjusg/3z2jUWmd8+AaLS90TRLbWt8X/ED4DVdVd0bQY3k8JgOD2DBRi4DaGaRW+r2TfnYEXhXH23T4PHR7uf2x3Y333E2cc9hnRbBA8dOQTHLjWan6VjKiqOfcxhKZJliurqv/8j79KMWsWICIgWkbIbNaYCcooH4drMM0R1N1ps3eB8KGz58TIKqIiCkBfSiNqBqNQZZot+LEp5Dgu+RzHcZxvovce8NXDK7M3zj+8qR8DEYUQAKnk0nVdrXUyJ/wJFxQPrVznynlP4eCzncBQyPfcN8JFD0rO+citrsXky8Iw3BFN0zBziAEU+r7fbDZ9LvNWKD/gV264BSzHm5sIrugcl3yO4ziOc93a9yxHirvFkabGYgDQdV2fi8U6YObm8o0vxH6Rla3+53o4MqeUrH32kNWmzzWXEGDs7q33nq7nbnnyM6OoPnI6J1NJz3wSsbPNe1MYZWtQxMwxBiLKufz1+lpKKaVIFeIw7xb47ZMYp4pQc+9MkXEK+zuOSz7HcRznh0i1b3A8qhpCCCEA6Hq96foMRObVCT+1JcPcwQIAiOjXr5cYo1rH7idb6I81hThIvloA6XMn4VjLh1fMWD2jlu+K5uzvLzFDsCcdTdMAaFfK5u0t5zwZtFDgUmXeMv4n3AuTa0vOOefSto3Kl+s94bjkcxzHcZznU2tnuh2e43R/zko3BK61bjabWisS6s9IWjt9YaaSs5RS2zYpcilVRGIM9JRrfavDtK4A+ARz+IYbn3E74Pu7wvdvBJNyfd+vuy6XLCIKCoQ2qkUqIt/qUcsXwlxqRCTnvFo1gOjZnY5LPsdxHOfHKbTrdnXF3hYfWaS3iSoT1VqJsNYaQlg4hYoIEqmqtdgKIcQYEaHr+lKKtVpWBaCdIMb+cc4q3MY/VN498ouiIuNu9f0Npt3ibS4uAtgCl5mbplmtmkhYq9Raa60phnHYp0NQ+OQsTwTQ1CQALMWKzd65Csfm3rF0yhOX75ocy7mcg+XOcTAh0neP+cxiv+kgRQUAYmDTMEPrOYW2bYEQFXKu6/Xbuu+m6C6MhkU69jP4UXFvxG2fCSLquq7Wl8gkZbxSOvq4jNfI7Todl3yO4ziO673rv+j9mN57y3FTMla2N/6BXZcnE8IzO0fP1us3UVufjGWxqiqNpVxW3Ni27UvTgOrbW9804YlbUU9OMw+VntOE04MHNHvj4+N2k5E3CTc1MZxUDQDUUn+/rUWklGJSEBDnvS7Uhcz42AiIXNc5Lvkcx3Ec5/ql6rHGaHNhdVHl0iJ+ggAWv0opIULfD+ac05b7rbv3l3ffLKWt1opg6XtDpCLG2LbNKiVV7XvTw2g1XU85xwBg6LRxpvy+Ysl+yE/o4jl/3cw5P5n55DmDxbet4cZWwyi+vr525sU5RsWHRwC0LYl0xxKjlBKJfRwcl3yO4ziOK7dbSqN3nSr2l/L7S+R5CJCZQwhE2Pd5vV4PMY0d/XC+YMALPvbEVxfHzoSImFL69etXIBSBrutrOGQvPwAAIABJREFUravVyha7zAyTdccTnbHaNVWFoZXiJ90gi5bcc1149FkGnprz80TBj7diB6t4ZN6Zxqpd11VRYRqdcBBlXzA6AAB937cxEVGt1WN9jks+x3Ec50eLPbiRrcVt4huzjxNRjEFE1+su5zyJvVlt4QUxve+R2Dk12iaiGONq1TJh7ocObJN56dCo8FlPgQmtkzieYdd5sD7zhs8jTuu9cxw7393+0tsBEVOMiEiEi8KzQSdb9M8OHEEBPJi1T85ZRAKRD4Xjks9xHMdxoagP+IrlMv3Qqn3eSRwRUxO7Lm82m0UgZXvAP+/BvSk6Zn55eYkxIEK/7q3W0QYnRp7KHQHPdYl8IMjMSChZRIQDf/tb44qdtG3DhDmXbtM1TbKWDNN9oWNBJNj/WKhPlXYb+3l253QXOI5LPsdxHMf13mVbKuBiGXVIV5yy6wQAAUBVUSUkyzsc5ByAAnBgAu4rdKUWBSJGxGoenjtK5qhohFn+3vTm0ZNFQVRA62OnY+jp4sjMzfXz/BQG2VxLjPFl1cbAKlJrZTYTQlUV61C/KRU4VFBVsCYNqKJK1pbdTnIuufGKs71C6oECAJM2gaUIAITYSK14MBiplrwKAAf69okqAU5WlrqdVKrHci+FjkxaOFZ3ejqCN1wOJYBFYiXtfWTne2WbX6w0ekjyeJIxRmYqCK9vm74Wrbn99aIABGgTWBAKKsvyRluct+u97c+O7jj6zp8r+RA5Lvkcx3Ec13v33MleTdPoPwnWSqsvpevz5Lr+M5doe/0AYLVaxRhjjCIy5kZu21owMyKYw82TnhGg6dLzO3/cJEn4xCs3tOg8v5vJKFWHrg8CGkOIgUU05/yPzaaUrIQ86FlXcI7jks9xHMdxnlvvHSrzO9Y5DRSg1tp3fRWx+jRzL/yBqs9q9ojI7PhfXl5emgQAtdacs707T3a1ckez63zOsSIeum4MM+Hag7xaLp6j9+7XsR0AApKqSpVJ+zFzjIEI1+tuvV7XWguAqhCFMcDryYmO45LPcRzHcT5V793E6X7YElEFrBpt3pEMfmoillnwmzlnkyIi1Cqm92x8pkDf+E995h7TTIx46/LR86TjmcG9q/XemcNuzy9MrocQmDlGLEX/eluv12sAQCYacm9xqtrzOJ/juORzHMdxXLY9Wu/d66tVrWZJQefVdz9T71kQDwBWq9Vq1ahq1/VTQG/RZsAiouZSyM/qUhhCMB1rB//By3q+neYJO9kLtB+e8+wD39XwNg4xBkAUkH+85q7rcilEBKq1ViRW1Vl0zzWf47jkcxzHcZynFJyXtukbS/lGPTMTexYboR/mty4iKaW2bVNiEci5EoB1YphaNQwWJuPf81b1Twjz0FRwSu+8bu7he8pKn7X7YgiBiEJgRHjddG9vb1NAu9bKzCHGOkv79J8ax3HJ5ziO47jiutmnToTUlt0RZiac11VVKajJFmZmmvWbVtXJ22PXA3Ou9/YtQM9h6md9+F3AwdPy88QCqcAo6hAxNaltW2auudZaaeZ6Minh+VVQ1a7rAKDWGkKEQ9mGc4vLB8zSuVliCIE5lFJhMtCfXcU9h9XpgI/ueZgS268AER0vpXmTXv8YYr9Xe62z4KRut7H02ikkO531oue79ZnkwCK67rr1ZjO0CJ+ebhBV0CqVAMdPueQ7f7Itp0oIwTPDHZd8juM4jnOxXNxXYucv/RcfsUImIhIp5uJ4V238VVqxT44sq9VqtWoBoJRq9i0Hx9y2t8Iws/EEfMZYKCLaEnznLA49XDiwlj/3YiNYl4ZB28+n3zti71ZRwdF4VucKkIiapmEGEXjbdKWUruvsVpp7rjofG3lY6G0LqPrIOHf/0fYhcBzHcZ5HsJ1f+PSRbQ5orSNCJYTBvLHv+2fuK/BgXWTFeE3TNE2jqrVKrfVYBAxmoaSPpEo+RspaD4l3R2DBFRNyPtsvikV/fNrLzGZ2ujQxWg0jvL6+vb69rTcbBSBmGO1Vp4cRpEBetXft3bP/UImI1MsgnTvjUT7HcRznWfTexzfYLr73kvEuFX5EhEQimnPJOUstdxVRsxX1cChPe6VEpG3blFJKSVVzLlP64rEo35Q0SARDouCTzb2p1DDGqAo30aUnrF8WeZWnp/qZz0FG8Xbu4dmFCCEwD9HXv/5a26ONSgCEokMCZ2wSiGuS2886JopxcLgdfgd8mB2XfI7jOI4Lwht+8MRbFu2pqjkP6W1M5LltRtM0f/zxBxHUekErwikalnN+2qUtEcVItWzbx9+jmcQxmbcvmO+U2Gl1mMxsecuI0Pf59fV1MiktImbfAgq1VhBlL9i7HbOszhgC45hYC9cWADuOSz7HcRznSUXaxd3wZn/vu+ergpofxtA678B6+tj3Lt6yxuKqUnKRqmPzMbhfhd3ZtXw620T33rrB4YkqzaNPKqBKSApqdUeBw6+XVkRq1fm12ElTtFK1nQNEAERmUSgiigQqeyd630E+MfyAZkUCgQkVtMp8clw9dRHAlNUwQY/XBJ6d2Hm6qhABQEEVZmahOs5/AEQUu2QAzJxSIKKuz+v1ptQiosOnEQMxqEqpw5UD3J9eg5uLAo5tGnT++kMvIO4emE7njceHTmD8TVBQeJimVURSFUIk0MiEIsPYPnGnSscln+M4juM8D2aBiDDYIb4nb0QWjeMsz40Ia5Wu63MRJkaksdk0HtJgJw/ovWf2e/s8mdh5ysZyuSbHc47v8BAOH0MAQkAiqQKqKcaXl5cYg4iqyuK8pjYMW5k0y11EJAAgpiJQFaYCOHv93or6vVM2FaRIkEKwg5gcNRRNEp6+asfEmMIhRWsDfI5u3Heg3S8G2z+QxVSQWgkREEvOwJRSihRipM0m//79jwqD2lTcngXp+5dDcbjZhv+0scKtFPy0h004e+6wL/2m6So63WVM9LBUagtx27xPgcc+iQgKqoqELvwcl3yO4ziOc4c14hihMr2nCjnnWusPdJ9fNJmw/xSpzNy2bYwBEazh3qXLXNvbFZ992Bwwa1bV95M5b3sK55TzHXz93GAjmsBRIgoptU0Cga6r6/Wmr2V+db7fE6DxcYhO/SrslVrr9LhHVWut/EDbTPteJlqYAO8nLziOSz7HcRznm8uwB8gba1ZmhTRGzqWUknOGMQb1MwffUltVtZTSNO1qtQqBRUTkgvq93R0OhXzwfC3ITfEzMzPtNxWE84LGFz1f0N39w5FavkO3w8XdR4aOfMxN2wpon3O3zl3XVR2STr9Z8RjqNgIJQ6wPFgNORDjGP5uYiGjTdw+ZaTBEjlWZw9Qkw2We45LPcRzHcbF3n6UhoqkXZrb4VdflUsrUsVpUf1qcb7EANYePtnkJgXMuHwlBTN4tzygSEBEwcCDCrss78xBnQaLdc7nhPD9Ry7f/4uKDB/rC723fti0H7kp5fX3tS5aiMUYUNNPOSXh8E8kHO7m4lreLdo5jqWqtNXFomzbGmFKqtT5G8o2XDAAhpWQ+Ov6b77jkcxzHcVwB3ivTyfZswb1SqjXf2y2d+rmjbYE+a8YASrXKPP3PIlXnX5fpo6WUqQn4s507McHYumA7De45904843g33He+SEsplip/vb5u+q6OzzisyeTwaEPkm831Xb03m7HWHBLpj9VLDCGEEBhKkd+vb496uDDUDI7tQNSjfI5LPsdxHOeptcFiTX/dB99992C22wG9gTg3WTm2jJ5LGlVMKTBjztL3RUQAaL5XndwO8fAJIiKcXLhfPbB4XDjdfG1outcSXKfTRETm0DLXWnU3ELEYip0EyPFiDW4gIyLCHP/+1+tUM3kwuDHavjw04lRrjTGCaAih78tCi+rlc3i2mcBe4HR/DKdBOz+x8507TgHJ6jBBBGqVv/76K5sJjw4GrDbWlzXye1ZkGkYRmfI2Ee10GVBAAIAQY4xtTE3TEJFKLaUPIZWaS+3hIVncls9ZS26aJsZQS57fce8+HXAcl3yO4ziOc2pFvh8eGZsgQ61yupLqe4+VqS9bJe/2vVDR22SdLRTOU42AXffAjICi8qVX2IhIe88EcimlVmtiooREBPINp7GqErHF8XLOMQQkQgFVBQUO3DTNKjXMjIgWzydEVSilPvCK4/g8hY89SHIcl3yO4ziOc0rmzbvD7W8wNRKwuFYIkLP0ff7h5TQH3EqGv8WMDW+w2gjBfBFt/0814MwsIqldTbWdNxvVI+rRWj2eKNK71JZzCl+PWgKtqbrN9lqrqCihjgofgbb64xuA0xOK0XqXWVW1ChMG5qZpYkrMbKef83DLx1VbRNddJ3hFP5PrNDnUWgkxpugd1x2XfI7jOI5zzSL7XW99E3vMzIw5a87FFsfw7XwLz8RGY1oET9HOoW3ejaIQRFRrtaHWJ8tVM2mUUlI48LxgbCyOB7XZB2X26bfO/xarjRxciKBOvQe2icfWpwHMkgho1qeddF89gX6xG384xcmHptZqSq9pUoqRCEuVvu+3ZrNMRERMXZ9zLRQY6oOmm6qEGEMILvkcl3yO4ziOcy/tZ2GrWtV0zk4P8Z/H1HzPWhTMR++GiWeIQ2EbjEapT5XSZqevpkg/Yybs1/KdXS6oMBqrMjMz5L5aoG/c53hHDL6kaK3AJwSXqu8LzuFhUlkYGRED88vLyyqlwJa6WcyJ11o1KA6TvKhu+s7++aiQpyJiCGG4C/zH2nHJ5ziO4zgXrZpPr5VNYxARM+Vcuq6DMb1Nf/Dz9qlNxWq1Ckz7LiO3GpxtweSTDbiIhBCIMJdbSr6FgY3q1q1xX7Mt/r7oGJg5pQiApZTX105qZwoQRo+ibc7zt35yYYI2pRRDaNtExCDS92XSgVuLVFFAIKac83qzAaYiEoAfc6jM3DSNzYWf/LDJccnnOI7jfI011ruLlTM9Uc5JcjtnjY0gZlEBAAAEsP3qWZkT9H3OOSPiu/tGhAqiCAFBVK2fM4xNvwRJgaZV/H6oRHArNc8/lyHL9FBRmW5bxZ03InsHw0AAgGg5jApaSYFRf61eUmIAse7z46GiheaQdrvG6TvVfawgo9mpqlJgZFjnDIg6rc6H/tjTaco4sJaOSHrIOQaPn+DhwVREU16oADY/EDAAAqgiKGgNig0FBuir7Deps8uqV6U6ijXdthk5TAaYJdAy7PplZpXJvXH4/7Lr9ik6zAJzYQGgGFIKpcp6ve66rq/lhRmJBSohqiohAxAqoxKoIKuqngjrPVh/4HszVlQs2ExD9iaBKimjbpNTSVRLTSH8+eefpnVrrbXvs1QbPUKU2UjWWkNqCOn3X3+hElQIGG5y6qzDYevsjHDU/4iIKn+2zSqaQa6IuoOL45LPcRzH+dmcNmI557Nz+3tbyudccs5W+/SjHq+Tgg7SRXWoaAJmjhxSE1JMIgIgzLePdQzqehbCeqplrogw8zQZHpB0eqzxOh5/BDD9gxBFFRCIiGNA1M2mf1uv7SlGCAG+y7QmBRmMZLe2TDjr8bhdy4bwt7/9jZkQqZRiF3Fbtjd7RDWY0zLFyLnUef3qba7s6ec4qkxkt5i343Nc8jmO4zjOxTpwuV5EVBgMGEMIzFSr1Fqn+r2fMFYLG0IEUBUigiHHFdrUNG0kIhUVEavlu4nGw9miFhFL1WdugxFjFNH7atGrisUWIWIRqQBhSFzETa7r9brre1W16FZfMjB/mwlMANZkAeezpsqsLhRg1tZ8epqz0HtTKaPd+8zMhL833c2vuCIclPFDk0CAGGOM8fTv2FRee0DzO45LPsdxHOdJ5Nb9vuuCA0BUGZwtmEkVbDloK8JxVz9uLWXtqgEgBAohpBSH9bHc8coiYBnbM8DzVU7aDLGKrxNNPp7hviOiEIKZf6z7stls+r4fdFCtiMjE3+83B0cNNFweKQANjOWRtk2tdWsJe6D7xU4CLROLgsUDYQwA3vC3YPp6s8aZ+SENxi1ev+e45HMcx3GcA2u+S6WCiiASM5uk6ftc61DYM1tGf3/JdyDQBxpCWDVNisG6hIECDSN8F5GJCENwdWzx91SBixgH7xO4f1an6kmPFjwl9kyaEmEV+ftf6/VmM9wXAJa0PFZ6ftVZfXD2MSACWi0lWTuN2KY0BcpQFUTGjE2iofHgbnQUZ78kRISIm01fap36kYgIE9375yvGmGKEhyQPO45LPsdxHOdLCr9LlQaHQAQ5177vp+CeWAKfKjP/kAbsu0tLSSm+NG2MLAJVqqWcTSvmuxwAovnj01PGN6ZEOzvOhX3Lk8DMKYUq8o/Xt67rzGUUAEQVVKfHGV9OSOh5976qEiIzp8i/Vi80c5YdG0/gIplz9sQBpyA2EZnk67rOfgRKKbed9vMQ3/weFNVIHJgHSyRE136OSz7HcRzny8uzYx4Vp9fT+64GRzK1dF9XzP05OTCA5iyllKkOar4KnKJ88+86tttLa36u+9T5K0o86Pd/5DDGeAeoapPiql0xY62iIISoCvudCRemF8f2vBi0/X4DVmMmomYucnBRfnQa3CcKq6qIoKBksR3mpmmmhMAbrv5VzdgVdgd21DD7YhyGJMD5HoQwxhgCIeJb16/X60HdEdXZE4v5YZsT6zKX8Qv+guA0gRFjDG3bphCGWJyaDMbxFtuJ7M0m2DAJcRRXiJhS7HKeJqQp/Ftdd93/Y9w5I61Wq+HS7Fa67h2247jkcxzHcX6MaLxqNY+W/QZIOQ/9lyc7h4PS5TuPYxUeY1bMzMwvv9Kg1lBRDsmOm8kqnC5HX/JTTa0ppXecLWh1fCeeUzyGxWMLAGhXLTOKwOvr23q9lpuK0ue88QmRmM1yExFTCimlVdMwDQ5MqsqEzOH8+9eSKksp1oCx7/q7nwjuqHFVTTGGcLj1iOO45HMcx3G+mO76XCxxCwBqKWbnAO81Z/+ukAKStf9Si2WFEAhURREAAYHumGY5uSMSgTxZBu0QfrNGhczWK++6ktFzpO/520+PJ+yStW2qAJtN7rqu6zoAYCL9Mb88ZlTzT79ezEi21m3EnuZWnGeN8BByD4FFtsYtj3zMEENAtNaQP+L3x3HJ5ziO4zi3V562SmZmVS2l5Fx0aBZwwR6+5dDFGJvRrGWhbe636Bz1Hqk+fIV9liQdl0EhqA7DcmIhvnjxnKliiZ2XeQ6pWpEeMxFRrfX3etP3vSVzfsv43iJ7d+50slq1KQZUsOAeTCnZUqcPnTm8iGghPgDYbDalFgC63xnN3T+nGHtKSSu4U6fjks9xHMdxrmcy6yul1Fr1jIK0b6z3rI+ZqqaUVqtVIFAFqYAkY4ewu3cbH+1SVeoTRfmseAphkBZEVHc78p1ZO3qXNVkIRBRjQITNpn97e8syiD2L/lVVILTr+z0iRIq7PfcAUkpN07RNRIRSFWpdPEogXFxNfNcFBhEVNATu+7zZbOCBZr12fCmllLhmxe+cluu45HMcx3G+1jrs8gXusZDR+bva2XLrTrL4/BiKmS3ZpuhMrSK11iqqgEhwdiDr5gv6j+xw38Bme5pKAAoKo/mHTqc/twUhIhu21aqNMTKBWjgFdWqTDrsh0EsP+F0PnsEVg6mKFpFn09MKOk2hnIsN+Thb8KCLz7s73F6LcUaq4s5EncVXFUCgEhKOU5yQQmRA7HLX96XrepEKRJYWaG33EPH540QzCbc41mm+DZNQFXiwmzGPltS2TUoJEaSKiMI4OpMOHy7E8csx1ZFOd4X9iIQQieiv17dcqo5HtuhfcoN5JQqE00kqiAKkGNs2qYqZdPp/vzgu+RzHcZzvxmk/zCOfgW0vrd3Gcjo3wtvdm4iWYi4cCHsmeFe3Px7X2Xpig0fVCiIAjUtGHHPi5oMjo1t9ZaRfLy/WfmA8GPs/OnhgN28PTYhVBAmlaj2g+PDdYdf7ixsrOKxVRplneu/g4b0n+XD6+CytTwkQQHEsHRza6Nn/EpOIgEDgwMwxhF6l23TWg0HNSnUmb56zjyTujs78D4TZWCjOppkJIgJQqAUBQggvLy8xxsHsRFRFhsHaa7pgfRkuE+QKIcRaay5VYHgeBLsZmDeZbtYwYhCrAKSKiG2bUgxaCzHV+s5DqMn3yCv9HJd8juM4zheWf5dWN53zuoJOZi0/cWDn6hQAEVOMTRM/dzymzmNPNVbLmXOjOk8TqDhbqut+fBqX+1RVJk4pMaOIrtfrnHMdUxm/+qJfD3WWnzqCTBHpGGPbtm3bAECtorOnOR95EjE+qxmuCxFsNvXeffC2gg0AFESVmWOMBFB0UISnHw99v4pixyWf4ziO8yO4PGkQ9huavf+pH+GMoPvniuPrCKBVmGi1ekkpWmM21XkHMHjYelJEOARRzTnf1SfmqnU56Di7zPT/Vmvu8xOJBQEVYowpRVTourxer7taptaF3yHIs6P5hlsaEVTExF5gfml/NU0iwmqZnLNM4w/qvfmlNF/Wru+3lxiHkkjFG9+fupuJ2qQUOIjKth3jnp73gJ7jks9xHMf5WXrvTJh5Z80ESEiI8t2fkQ8VSvvhE1RQkZRS27ZxMOdcLiiPjc3NV5xjW3PMpT6jXefsOEXktvmSexnHB7YgImJq2xYAci6vr2+1z4iIhJbZePM820/BatemthIIgARaBVWZedW2q9XKxF6tMneRnau+jx8GEXGgnCXXMlz0MeEU4cYPiqZg79iUMrRNQwBFBACnGKO3X3dc8jmO4zjfiqt7nZ3+CBHt++b/oJyoodJN56VTMaWmaWIMqjCF+D5RStl/3juV7haPJPB2u9pK6wNnLaqISMQAnKJ1E3l7W/d9DwC814Ph2aKjH9eAAMhEMcYYY9vEwFiqTi0o5gmfNznxbVEc4lu3PtilkxQEbznzt488ECMzM4uKiDDxk98Ljks+x3Ec55tztVhaVN3sZ8ed2PNFZp7z5+KEtCMmh8KZ2+ubua/j01yjybN0XBnXYsV7q5eWCAF0cHVUy6PD8yXEpYVt71ZallJEBC5f5qrqA+xKTriVXjpQ88Odj898Q5urQ889qa9vb1Wk5Lotb/twQuNT/YzsdJJQVdDEoWlS26ShpUqttar10jQ5dOzc50N6wMz2pLsSEUmVvu+Pzf+bt7c3Cx8iWrUtAYpUe3UR4nMcl3yO4zjOF9B7d2Wx+NMhQEK2Liy5xBgXuZ3zz+4/UD9RrPXBOq7h43ceRhz6kQ3SYhAJtTJRSmnVNkTLgOqxEVi8eHONYU0aTPLdMGhzy8GEwdvj2IF9JMJ2uFsJqDUEVNGu7ze5n/IM530NvnSJ1yRpEFEVcLwTVSSl8Kv9FUIIgQmh1qoihDTNvanR/MHZOE/7POcYpvieNYfsuv7EfXH7Xy0z6oypTUlEUYEAp5viotvTcVzyOY7jOJ+m98751NXJnIv4zsxzj4io1ppz1irMzMw/7FothzSGsFq1MTCA6qx675DkANhre32/Aw0hWFbn113LztvofVwITf0G+r5/e3urqPAdl/gm9oY/pKpCQEov7Uu7ijGAgqqMTTtQ9P1B2I/EnjmdVBUJQ+Bapeu6Wivc4enGwdNHxMC8WrVwh3JBx3HJ5ziO43xD8WkrPPNrERHLFcSlntGfMD5ICmJty1BV25jaNsVAqqqyHQMEWPSWO9xq7p4LX2bun8+r85GICBER4faqjK8LWuNBABgKyUi/1UQVEUAIBMz88vLSNq0qqOjUsYOIgfS6p0JneqKOrqeYc845T4+R7hp2tlpEIkoxhYBSdSFTn7O5ouOSz3Ecx/lxEuujsuQGayk8qPpE5GDzvZ/RnmEy7ldVRQRmTikFJhGw3uvzYfvc2IK1QbP+B4hfWM585B4hIuatJ4slHluJotX4IaGM1+n7CT9EbGJsmqZJjYrUWq1+79L+E9dlP9pmlhRg2cXHEpjvIcCIKKaI6k32HJd8juM4ztdcy95pEbObuAUwuOfv5XNOT+jn24/+lT/hktni1fq5BSZ7jRd+Nk+w3AeAyYmx1PoDY30hhJQCwFSppzYwOOYcft9nE9A0TbtqW0ZErLWYsBIRxKEWV8bsT7i4aaeer/qIqOu6vu/1iIzEO9ykiBhCaCLXaj4uiHDj7n+O45LPcRzH+TSheH6Nzf4H5/7sAKQCoDQCXZdFBod7Wzwj7vito+k+nBWz4YNSqKYjxzPO+qgh4dAe3Hw4lVQAAEFwSAQjAECtIBoQVquVWdeoDuers0RBmC1nZ+PzoajfRaWbqqqBC0BRGRvfnT2YMHNhvcXVUwDFbfSMFGgWKlUEOSPVTlAA7Cxo3A/NThxQgVARQQFVVdn6EPDbet33/R8vLaU0hGgBFAmRARDUAqBf4mnFgSFiFGDQWoG4APA49xDgX/z5AqqiVtc3t6kcepUvko6naXzgRcH92w0AdwKGuNPHTwlFNKSgAJsu5yJz35QdD9vTZ7g/CGqlinbhUFWISERECxEpANfKzP/00iBokUxEZuv0rsicOxJ7bNBxyec4juN8Q8xdc2FtT0TMBAB9X35Wz73jmNILISzWhc8WQyOiWkVEbHX+5BGOEw6uwz8VFPGEKFBUJjKDkBgjp4AIr6/rbugFt8Ih0/brxnoOHLz1mkOiQ+8TgNxDvZzux6DDLwUiIhNtNjnn/IDJMzUVBICUEpwRjXR/Tscln+M4jvOzmGckDpYLFt0DqFVKKQfqefQnjlLTNPOO1U/V5mvuts+EXV8ssXMbfvxC+mZXV+gQuzohh6DWyiE0zYoZ1n1Zr9c551orEeA3MexYXsZAbKaszAyiwIuJeGByflABHu8DufOuqsYYAbHrOjPRuaX4xAOybfojhLBarSwR/diNebo60Z9tOS75HMdxnC++ZjxvNYOIxAQAOZdFe72f7AA5uV8MjogXaukHM3lmDEvyr33VliG+sXH69jkFhxhjJIKuyHq97rpubCNpji3fRvhtMb1HRIGZ7l+aeDK+d+BmKaWYZ4zdOHd9zDEdXozxh3WOcVzyOY7jOM7Zem9nqQ5fAAAgAElEQVRbdYaIhKpaSh0tHw9klNGP1H1DY+spHHq2j8VdVd+8f91QlgkwxWZF5Ms3oNP9+rNt8RgHZqIQYinye/06BPeYpzaJ30ns4e51f2lXKaUYwv4V1jPu+lv9esDYHWGQ2YSqul6vLdQ2D4nfaDrsHNVQVasQY2jbFjxS57jkcxzHcZxj6zlTC0QESDmXnDMzW4rU/Dn9j11OzZetlzrdP/4gLTwrYt22v4HmMScdXUxaZk4pBA5/vXWbzaaUQkRIbKdf7Z+jYcyXGgecq5vd4x6k7J+/Vr9+/ULAKvU6nXanxyJIJCI5ZwtC3lr+H/pGRSRMMaWUpnzmM4/Wf/8dl3yO4zjOXcTVbT91otfWmZG9IVoyNlvPuVcFZt5/PD/7W59nSD++tEVEFdkXdbXWEALsOtzMQ2qfNIVwX4FPKbiI0HU9WHkbs3WNPyfQh4hVKgIyU6lyq5OzsZ2eGoQQprgjghmKvqcK1Lwah0mnqpWUmFJKgbnrNv+8+Ucpw5eJAoBdGrUpfdfe34/Q8DClTgqoMlHbtDHG1AQRAQUihN2pO7Vg+ODvj022xYsioky7+d5DANwEXorhH3/9HqffHQefEKsIqCJCCOGPP36pHDCt2S/5O633XAc6Lvkcx3Gcb4g1rTaRUGtVUUD6meMwacgQQkrJ1qxD8POJI5xTkaEp1amD4ucfmNXhjSLZNBjiZcvrsSBx+2ijaZsQgqr89fv3ZrNBRB1043xvCF/fZch6YFpLC1BNIb68rJo2IaCKgM5Gefdzj30uo1M0L8ZYqnRdB/dIaR4vqXWOMOsaFQHQpmlw7wGQd1xwnui/X3wIHMdxnNOr+Xvv1pLfRKTWKiI/cIlkIbJJUViz9dM+EM8TCthf5tp1fKpgxSSkaYwPKajCZX29TfW1bZtiEJHfv1/7vj8jyRa/4l0/T7e2E4wc2rZtmoSAdQhr3vGX4ZJfnq1bLBH2fX/CMPPGTzoAVJWIYowgw7i5zHOeEI/yOY7jOA8Ve/u6BRFLKebxCD8yr8nyAM2aJYTw0qxC4IPj/7QlfNaTmplF1MqZ4Ehi3mcuekI4NMnxvbMbcm5TijFGVf3r9zrnnHMmIkQopRAzjJ3fAQDN7UW/qnXLaAyriMpERJBi+9KuYmSpVdSianq/35wLf3zUKn5D4JzLer2+n1et7o6Seee2bRuZSi6E+uS3quOSz3Ecx3EeLHKG+F6tdfL0x6Ea6mdBRFKLtVlv2yYF0m1J2HIh/oSX0ha+VpBZa5l7eNpZfNZBWxAGVG2mMdM0ogio54kWIiRGphhCqLW+vb2VoVYNa61E3KQ216yAOuQzoqKifvnb08oRm5RSCi9NqiJS69gwszJNAvcpjtY6er69vZlbrN6p3nWWrmszv23b1WqlMtzIHuJznvS/ZXwIHMdxnM9aqE0mJfOKNfh5ayaTTCGEpmlCIFUQ+TIGjwt/nUWS6qcf3MHjvHSRn1Jq2yQir69DGwZLHWRmFe1LhlH+DOjXXl9NzknM3LZN26Rah5Cl3a0hEAAAyhMovsG+xZolWB3pIrvyfjLMCkSZtuYxTzT5HWeGR/kcx3F+BO8uevbbCp+5w6kn9WTgAbNaoPmD9uEjyABgvZtzsX7OgMgKUG0BeVZSFo0NsnW5PlcEQFB5kpw6nWwPd8cZRezgEVGlNE3TtpEIrZ8bIdywvcHyEhxa3x+UOiAKqtMD4oNpkLbqHYO0UEoVxbH9+JDueGhUlhdUVQhZQUWE6DbxTFRAQFUBkCYEZiilWHrn1Dihgh7TrkQUQoiRi+jr73XXdSKCFOZXFsbAIenONR++/suYuMwNMDVh4cBt27Zta5anw0mOYsYmqd2CCkDLiSrvnvXw+zCfWjocxjTNLEp8+kdpqOKLgQO/vnVdFeYoCDRrqnGj+0iHAK4CA5CIVH1p4kuKUCtCBbV3dr5xFoG87OmJ47jkcxzHcZ5dQJ6QHIjIjADQ98vivQfkRE1C9IjwuOdSenYMiEiEk1XNr1+/YoxWDjfYAH6pUKcJpMl29dnmKhGJ1NhGIpIqO5JQD6sCEUkpNU0EgM2mX282w8OJYdp8v6X5dhwQ8WX1Yp6xFoR/cjVCTIGG/HAa/HnuePsQwZB3TZpSCiGIFBdsjks+x3Ec5yupuNuKjXlj7rHTOoqoiI4L6G0kcN5x7q6aZ/yiTxJIADgqD2aOMaaUppG/efPox0weu2rzy/pEh4YIACGEWgV2zEWHyTA3qLRL0DSJCLsu932fc5bxBL+L7f5OEwVVHcN0Gph/vbysUoBd384nl6uq0nVdzvmuh2rResu7BoCXl5e2bWGIS5NIJa+XclzyOY7jON9MHJ4prhYO/qJaSl0Ig0UX8nusMnd7Nx9eyD5mNT91igshxBhTiohDcMxiFF9LVOjg3wjWwk1EnicINkZzNYQQQiil301BxIWwsfFfrRoReHtbbzabqY/8PGP5q8dzhrzHMekUAURKE+Iff/xps1FFbEws4FxH15anVXx9n/u+l6kTOt7pxrUcAVGFEMKvX7/MrxWG6KgLPscln+M4jvMt5NylasQWYZOxgarWuqwcO7GAvmGQ4U5hzKtWjgqjWYslQ06Ol1902kx+FebtAc90IkQEKjFGIlSVobxQD7ihWsTV+kys15vNZjN4cizDgN8qfw8BACFxbFdNagIByKj3pvjnk89MVS2liAihVQLfK7Fz/jgmpYQ4PFOYlzE7jks+x3Ec5wuLvYPbnPPKJAms2XoVOJEgd289dmkt37CS09scGILC1pwzxcjDkhq2Y3Js7fhIpXrwGPY18/SHSSNE7Pv+2SY2EYmopc7WKoRbvxAdQpQsIjHGFIMC5NxtNr11DbFHFSoyD/R99ZW9qqKo6VgEJeYmhVXbxMAgUoe+GjxdWTij98ABl6aTs/fYP898LrN4V6p0XVdrBWSLwwLd8RohIpE2Taq1qsok+YjY/uk4Lvkcx3Gcb85+JueUrFhrFZFpNXlwjbhYT99c5+w+j38nsRPNcnFWYXhwh6ePc6oBQ6mgoGN8Lwa2PEgAwDFrbpHd+vhrd92naq0pJQC0lmjPNBuHQjWL3U3pxGNYUhFRRdu2jZH7vphyWBqWLJXel7RvmSQuDH6wQohN06YUmhCJh6RFxGHanzm9n+EXRmGMwdq1uXMfyHlMe/YiTxG/Y/fUiVvDI4SOSz7HcRzn62HRKhN7Jglmhoc/CwJAFRUVVSJKKaUUA3+fgMDc12RIgHym9auINCkSUenz3J/T/o4xcgoIsN70b29vlof8vZ/I2KBE4rZtVquWiQBkHvD2VuJn/r7Nx9WVm+OSz3Ecx/lxbP05AazM5gePBagMArht2xgjojlADN3nzwyhzIMbn575uZS1RERUSn424xl73BBjhCEmo4eCMPj69rbZbOwsvqXqQytyG4XKqglt2zapQURRAZmGhd7Ris8x3z5fMwNYs8dxxPDMQXMcl3yO4zjO91kPze0NzQ3iGxncX4aV6jFz0zQpRbDaMPgK3veXyHuYvFueD2Ic5+HOYYtqrfX3elNr/dyU2sdNRWu7166s556IwKGMZdcq5wwnAMxUn+s9xyWf4ziO88Ow4NVUFgU/NSYAAAgYAqeUYjSvSJhiTVd0tH9OY0ATfZO2fyaRA4hISJMc3e39KH3fl1LnriHfz3pxykKMMbR/tIE4EgBIrTYgtBAx8B07zd9pSHdfJcDqg+O45HMcx3Gece3ykW0mD8NhJQ0KgIpQahERFRwegeM1Xz1fiO+twi1QtvT9QwQFQZx3X9t31a+Xjg8ePYxtG4ltOVQtltFKCoiYUmiaNB8iBTxHVJxwizm9/aVK8vj2aOYy8/FDyw+cNAKqiLTpRRX6KsBBZOhCsS8kllp45x1zPpyO5zaiA1VIpAlhve5qrW3ThhAnUUNIIMtw60V67+ox/8AThMXFA905YCLMqMoUxrFX0EyQm9T8+ecfVl5rAc/9s75o0N/NND5zvn3kJ2joojE7JrjNhbCfNTMsVQBVyAqKOzV7NDtxM2E6ZUPloVTHJZ/jOI7z5UWjt6WaLbppGpYQAoewGKhvdr5j3OwZT42IiNgqSdu2jTHc1lzm009Z9yXgoQvUNM1qtbLY+1efgao6RSbv+pszd+BE/NBX+W+j45LPcRzHcT5TrN52jwTbuIfV7zEjPoc8uJ/kU932734qRLRtGyJNKTJj1/XMHEOYVuDXHfMnnqle/n7btogYY7RrdL5j0HPep6rK4yk8RkqND2vAhZvjks9xHMdxvp5Wue1SfpJ2RGTN1pkJZsG9b/mw3yTf6MuKT3ZskFIiwpxlvX7r+/7Xr18xfLPFzzt5sCmlqX/Gl+smv39LhhCYeSe/+G6TZ4pdX/1dX3HMHZd8juM4jrNcjeEITA/Cf6RRC6paDRszxxhDCEyoP6A7hdV0WetFIn6uY2NWwr//Xpec+806pWTS3FbzV6/CP8t7VvcyOVFN7Z06GGuRMt2ky/q3r0aMQVTp/ldhnthJRHibfXoCvOOSz3Ecx/myi3447Mrw1IubW60XSQUG6xoAgJRS20RbW1vEb/q66+wuvsTVf87WiyXnruteX19jjBSD9dwbTWIA0Q5erz7rm8+li+cwAur789z6DaoqM3+5xM7FsCNiKYUC3/9Wss6ZiAjM/JG0Tpd5jks+x3Ec50nVzv42UyGQLZ2tdTXMwghzj004aXF5+kj2d7W3wdF11WSMiXCDRbnZG/LMlGVh5DDoPR2arccYUwpzdXddZtfD1ognbVHHazHbzDq5wXaQgYhyn3PO9i7CE0WQkGi92RCzTdGhk5oAIRB9VKc9XjjZrMJdO9qtZ6wIIv7649fiwAb/2Nmjhyvm2/kne1Hw7fRtbnsjolIKM5dSUoqqkPs+xZd7R8xsmotI06TVajUd4v7tfKKpI+7+Xrj2c1zyOY7jOM/OfGUzxXZMAYaz66MWIcFr2xV8tlOiLhe4ls+ZUsTPUG6fOCUQUES2sl/0CU/aIs76xa8GEk7zbZvSiQCgCBoDvby8WEcQuLDH4NPG/eznhZlrrcxMxG9vbyr19HOKG83tQTCvVisrWHW55rjkcxzHcb4GN4ls2KN3W1NOzdYvlQqfvsq8wr5l8RFEFKlmhxhCiDEQfjTF8UuoxCHaCYiICjo0YSeyfz6V0lME65d2Tg7klxh5VSUFuwER1Grz/unXHymlEAhmKsgezXx1q9ip+DDGqCrr9Tql+JhfCJH6snpJMagKAniPescln+M4jvNT5OK0jrTYzu6D9vfr9+YL0BPZXKeV2E1k0a2WwiGElBIz7ZsIIlxW0PjFooK49W55Zl0hsE021X1R+IXGewg0oYKqCCKCwio1q7ZtmgZQpYrNoOkm/ep6zxJWLdBHhK+vneoQrL23D42lajdNKlVASgwRHMcln+M4jvNVNNtHll8ws+uotX6wUuWg78t5Qkg/dRi3fzdNE0IIgQBAZaeCEUERLzjQL5cFalE+W5FPJX/4hJ6t4xEdcLz8ghJoumWYsY2r1WoVA4mITb+pTfkVu33A85HrHqmoaoyxVum6zqLLsFcmd4+hXq3aEEIpJdzIsdNxXPI5juM4T6335pLPQnyjlwleVDU0bfbp9pU36csXY7TVoB7oc60/IhNs8rJHFFm65jh3uYVViTmE0LZNCCQyuAeB6Px+PPORypOfMjOrKhGUMqQVPEaLWlNHVQEAIlJP63Rc8n0rJAMWVS2ZCQIHVhTAoiiWUoHqg3ankQdi7LVHRNaIgpUgq3bdmkUJUqYQIfs43YOqHWBDGpiVGk0iKCwMoIVAO8W/FCP0PlD3WdGIAiMCQBVShJaU/hCsQH2kBBprB9w+iTKcQjqTVwcsmowPC34EJVA4Fu05vUpbvHuFIFSdCw8dD0MP/O6cPh4FAgIFQDL9ZhsSQq3aMKxiQwSmf2HWwmv8PL+7Gn2M3L3IQXGepmuhO1iacAoiA4AqEIYur+1Tood7HuBxpUjbbckuh5Xb4Y3ihLjd4XBcpDta/DxDF907FdvLTAWgTXecdkjDmMuw3dgHcHZqu/McRIEPXBAEUBBVJGRQkoKIqUmr1SqEgDj0fhyUHijN78fPnnjX3Lm7B0aIpZQYY9fVv36/FrslgYbhtDtdkYa7XBRtXtH8gulZ1xhHS1RgAFVtmmYVuVZBUa1AvByz02N44l337XRc8n0+XY6hiX0P/+pf/U//x7/+vzcbQkSlDCCCBBIJXXXchX/5X/1n/+1//V8kZWCAAiWAoMD/8r//f//d//jnP/9+/fMXdSjpzQfqHtBLTa/1L2xX//I//4/+m/9SX/4GQNQLAEGN//Pf3/6Hf/NvYb3ygboHJb5i+TPWRJAr9a38//+hdP/9f/of/wcBKAMHhc9bHJjAGyYJ0dTaax7fe+KhxT2homes6Y+9vtyAGRH5hDn7mSP8hR9WjKtzHYFvu5DFwy/icpsjKa1DcPyd8TzwYTVVo6qMiIAEaIWjpvemdinfSUss4pO5lKZpVPV1sy5ScXwIoeNo4/Y5BBzM/8Zzv3d8jDVq5rZpwZunOy75visYRQAh4f/1//y//9v/+W+q/KHEgBVAQANqVHLVcbPV5Pyf/8m//TuIAlFBCSogJLxerTd/+1//9Uv3++8r+ve75hWrj9s9yPr67wnSv2vvXpbbSJYzjn+ZVd0NUqMJeeFzIs7Cr+AH8PuvvPfCay+8ccTESLwA3ZXpRQNgEwAJ6AyhC/X/rSSRwqVQAOrryqrq+/V//LtsNc/PTDWrHjPb/03+n3/8JifyXWmA0zTd2HQrRfattM//c//lzyq1++JKK2GbouH7jun31ZvzLh0/+4YQX9sMu5H4dty+PJ7h1+22mfOFgOXeLfv53kv6x89+XMLRX7dP2tMWMeNwgjRPXUWwE//yVMC5naeK5qX0fXe7Gvq+lzRN0w9/2eUNlFq9lsf1erPZ7D+UcheS920di8Ccux9dPsW3HJnMKbrW2vclIvcvAUDke1d6b01h6kuN9JRbSFIza56hyLSkld5oGPWsJUMhM5WcZNWKJFdV1z+0GG77zU2736yjfqDdrvOd+nF99+ddjBlVdiPTlONYvCrN222WT9l/jkca6jqBO0p7LBHNYxOmbOPDnUzqpoiYclVs9d3epJnzYQzanb+3XLynX+L6974idDmRsht3LvYv/erE8C7abX8h4Oh52cVt+8/++EdJegd5zbXMe/lsK5WDJZ65zIXbYyR2q1tz+TZsmdl5+XB7u1oNbpq3TSql6HnJ7jvoVMeHoHRDF5Hr9ToWC2XTFCbfFZI/ZTLb12pvZ03t6+96znur1crNptZ0/X1iACLf9/h6H8OLdW4WNq033oWZzJppMrkplU4rXembNC0sNLgkNVdqUF2Npcv7cQjr/KZNzPJdxWfL6tZ3K02uMbUaS29jWDyad940TeN96Xsa6hom+xDWVRurjS39ttm/rD4VSc3dh9KG4kf1id9w+LXcnWUu8nxnQ8w3HJ7+gs/dTPOlgO/VIHHuDu2CQX9ctuvQqWsiT//ox7/zVKlpz/KenQi0c4A5vsvM5qlS6s3NzTAM7pYvbJv0nnrj8mKKSeM4Tm2an+/yac5nb+QrZdm7kxjzgkWbRRax7Qu11lVX575ti2s9AJHvHX2NRafiOamzoa+rlsXnj52QZ5hMQaNdawQRHmUKa0WpydSklWq14ZOmeFSV9U7ku4reistKa3UTigxra00rfXT7KEUrj4/dNCVTrFfyITwnydUU8tFjrUhl+U2RPkquv1jXuSy6O/tryz/MG+WdLOZcjr2+dq7v+JFc8i/HN3Pu8acuKEC9fPe/UsrBuqB3cMj1cSe5/KWcf3maxr/eCPshfkTuF1PpgsWBZx/r6UV4X3tOw9NGRLs+r9z9Zfe/I4+Of3gqzsxU6rVCw6di0PmF2CUUN1sNwzAMQ9+ZaT52b57fW26h9OOEtJc+Il5+u9krb2R3by3GcWwRZuVp4aIt/rvN7/Xct7T7duscu/wlljJivhV372up1cexLXpA7vbf0a9X3A4i3/tskklmoS5L86qpRZMswyxDbmHBcrK3z3rbD++SRcXT0ybVlGzS5qHl+ovaH7fx24N/7grNdQ3juLnNyFo3Q1FxV9fJJ1c/jFKUyFXrHgobF11Fyz89ah+TLDdurbZ1PGTK8l5eW9cX/3bvxP1QZrl9wnIHl/2fL9y25GQoOv4vxwevnx/IPi8xnR/es+mO9NRXHzV2cLJzZmSGu5dShlW3r/BcPLy4ZBL2G4/Lj5v9ePC9bOrjmdtXNvc3MzOfN+fcb/CTu6CyTESvN3Vx393a00YoNm8UpN1FirMD64t/vuyxhwsy4/Lh+y745eEesPMbZleZ6VJYaj7Kbe6Y81aeKbmZz6vRIuPZkrN0C5sP/Ei5rJRyO6yGVVe97Cb0zveus++vt+pUr9zy8jSXVy6ObHcwff6W3x/76e61li8PD+M4KnM+BXL+UcbcO7ZN7ItrFtlaK9uCLM+vKw9294hpGIbbm+1lNjfLbGa+7KV6odTzwn10qBEFke+HEJahyNrdr+83bUqTeZVC5pYudXIGvm9s9xVqClPNtbSSSqiUlMdtybGu/yztU7cqRuS7ipuh3tzpYVy30lSlqJ3XL7Ypfl+yWpa0nlWsVxud35k+KGszj2L39jgN1hVJU8QmapNqUfeNA8Mcn47n946z2T+Rdva58fIkdmJwZouRqJTK1trhLaefDXgHD2+5LG3+T/PYrnaleMkIPQt77+IT+CvnK7ZFvmnzDMw0TU9R+eVDwE92g3l8HpHKmHvdNLXW2j5PHiTwE1/ZFz94P8xFL+b8Sx5/RBxMHWWLbW4zSW3fncwyIpSKaPOzyt3J9T7f8XIdWoRyd8BjrX2pq5vezbWYWfpegeFsP1leVnipsuDsOYFzy8xXmkop09Q2m01rbbmctpTi7mYq9tR+RRa23VjYzHJRrWsXHtIQkxSZWUvJ1DhOZrZ/my/35HlP0/sg8v26mnUyj1TxVeddC28t56+xyGrZiaPhrpW2pUw11ZKKULHUqGnj43Q72cep9hv7RONfx6b7cqO2UrfxJj0qV9po1ZUSrugeTHddSrc01FV00eym5SBL2ZQ2Nvkmpam6pblaPsi+ReQ7WBS0P4zhlWHfiYJMPTuJ++VL++fHjucGVYe1Vfv8tn0iqXyeyo7vNrMdPM7jc7dqraX6fNj68sC6dxPnluPXl16ag8K8eWaulCJt9245mOU7VXZ74p61n+XbZcXda7ct7NzmqFee4OV7wOyG7xHbnLhfiJgR5xvyeWHnU47Yzxb67v5smxBSYZbmmi9KuG9PDXGzIou5kvD5t6CnpCzbnTlXXd/lbjbr6QiBH6ZrvT6pdVDk+dqHxqJ3zUk4ImqtXVfu7h7GzUYpc7NdbWW0li3mk9FtrpjNXW8pOS/by+W5fIsy3NffCBExDMOq77ePP2P/au7WY9qFbxyOdgCR74c3eZiK9HtfungcvHIu37f58ljVSDeLqZpkJjfX6q6U//rXT5/uHteffv/fz9PQsWnkVXy+fezv2mP97e+/f9D9H1r9Tem1ueJG3n3IP/7x8N+r/BsNdQ1jd2fTl751pjHW65u2+be4H+6lm9tMWUY9eT7z1zs7QWcLl5+8tzzF4eStnbi8E28wP3Y8QXc4xrI8O+LaP5J9cjiY8CnFh1VnsshI5cnI9yMP7C55bK9XoG0bJJ9V30Vrki13cD24Kb9kcWYpu3G2TLE/9bHWmpGSMuJsbcHZX4jdvh37GsKD51trLZvzkU92sHnbvjxle2tTTtsNPHdJsBR3d/OMaBGTm29jmzQfqdee51VPeXF3G1Z93/fu3lor21ZKlblc2Y4Pn/s2PfDgQswree+4ivjkL+9+assrNfsrTe4eoXEcty9xZFjMvWIYhjo3S277wDwlOE/4x1z/OU8A5u60xEsUmdkwDJJNU5O0vdAje6V+9Sc98h6/IOamjz7X22g+TdNkWrlXyWSRNskiZUozcvKbp73dN7NX3+TGzWtUySK1VhvXjzXNo2xKb8zyXeu7fJQ6j650ad3UyzR5VE352MsfQ/dWLFnFeq0PHanK0mxKk9SXrB8zp/BN731Gn+u/eCji5Z/zL634euWW98O13VkOc02eMp+GdEf3orP/cla09jStNw8Ijzb0OxgcH88Inf0F7TZsiAx/qiKL5y3wIxacX1gEeGL67tSlgf2qyPlvbkpZZrpbxNMd7Yvp/FxTS2qp1PZqhu3idEoR2yVrtju64LXHfzbVazvDY4s7LsVy95QimvnZVzCfPZWTd3TiFPA0pSLd57MDyvxw5wZLk9nh1KGeT+Vlprmn2vIZmPxn6WOXfIzks6KAeUbU9hv3RGxfrO1bez6DIaXIWrYbbJpM25WST2eqzH/1rxnhzgm8mGn/MbLfRmj+HHget5/2kiHXgcj3UwcQfI/gcTjUONhMgk/Vb+Z4HuaS5S54k6aeRxL0eeAnGirwVgXwI2PCCj9HAmTs+33jN75lUx/uPAkAAPBXBhtMagEAAADAe0WlFgAAAAAQ+YBv7ux28MB77fn0dgAA8FYo7AQAAACAd4tZPgAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAJprsY0AAABmSURBVIDIBwAAAAAg8gEAAAAAiHwAAAAAACIfAAAAAIDIBwAAAAAg8gEAAAAAkQ8AAAAAQOQDAAAAABD5AAAAAABEPgAAAAAAkQ8AAAAAQOQDAAAAACIfAAAAAIDIBwAAAAD4If0/MQKsOWSni7oAAAAASUVORK5CYII="/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2e ws0">68<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff3 fsb fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y83a ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-3 Procesy niwe<span class="_ _1"></span>lowania negatywny<span class="_ _1"></span>ch wpływów i kanały zgłasza<span class="_ _1"></span>nia </span></div><div class="t m0 x4 h12 y83b ff6 fsb fc0 sc0 ls0 ws0">problemów przez pr<span class="_ _1"></span>acowników jednostki <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y83c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y83d ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>Grupie <span class="_ _11"> </span>Kapita<span class="_ _1"></span>łowej <span class="_ _11"> </span>MIRBUD <span class="_ _11"> </span>prz<span class="_ _1"></span>yjęta <span class="_ _11"> </span>została <span class="_ _11"> </span>w <span class="_ _11"> </span>dniu <span class="_ _11"> </span>30 <span class="_ _f"> </span>grudnia <span class="_ _11"> </span>2021 <span class="_ _11"> </span>r. <span class="_ _11"> </span>„<span class="_ _1"></span>Procedura <span class="_ _11"> </span>zgłaszania<span class="_ _1"></span> </div><div class="t m0 x4 h6 y83e ff1 fs3 fc0 sc0 ls0 ws0">nieprawidłowości <span class="_ _17"> </span>i <span class="_ _1d"> </span>nadużyć, <span class="_ _17"> </span>w <span class="_ _1d"> </span>tym <span class="_ _1d"> </span>korupcj<span class="_ _1"></span>i, <span class="_ _28"> </span>w <span class="_ _17"> </span>MIRBUD <span class="_ _17"> </span>S.A. <span class="_ _1d"> </span>z <span class="_ _1d"> </span>s<span class="_ _1"></span>iedzibą <span class="_ _1d"> </span>w <span class="_ _1d"> </span>Skiern<span class="_ _1"></span>iewicach”. <span class="_ _1d"> </span>W </div><div class="t m0 x4 h6 y83f ff1 fs3 fc0 sc0 ls0 ws0">odniesieniu <span class="_ _11"> </span>do <span class="_ _16"> </span>z<span class="_ _1"></span>głaszania <span class="_ _16"> </span>prz<span class="_ _1"></span>ypadków <span class="_ _16"> </span>niepraw<span class="_ _1"></span>idłowości <span class="_ _11"> </span>i <span class="_ _11"> </span>nadużyć <span class="_ _11"> </span>Pracownik<span class="_ _1"></span><span class="ff2"> <span class="_ _11"> </span></span>zobowiązany <span class="_ _11"> </span>jest <span class="_ _11"> </span>do </div><div class="t m0 x4 h6 y840 ff1 fs3 fc0 sc0 ls0 ws0">przekazania <span class="_ _1d"> </span>stos<span class="_ _1"></span>ownej <span class="_ _1d"> </span>informacji <span class="_ _1d"> </span>w <span class="_ _17"> </span>udokumentowa<span class="_ _1"></span>nej <span class="_ _1d"> </span>formie <span class="_ _1d"> </span>Prezesow<span class="_ _1"></span>i <span class="_ _1d"> </span>Zarządu <span class="_ _1d"> </span>lub <span class="_ _17"> </span>Członkowi<span class="_ _1"></span> </div><div class="t m0 x4 h6 y841 ff1 fs3 fc0 sc0 ls0 ws0">Zarządu, <span class="_ _10"></span>co <span class="_ _0"></span>nie <span class="_ _10"></span>wykl<span class="_ _1"></span>ucza <span class="_ _10"></span>przekazania <span class="_ _10"></span>t<span class="_ _1"></span>ej <span class="_ _10"></span>informacji <span class="_ _10"></span>rów<span class="_ _1"></span>nież <span class="_ _10"></span>ustnie, <span class="_ _10"></span>a <span class="_ _0"></span>o <span class="_ _10"></span>ile <span class="_ _0"></span>okolicznośc<span class="_ _1"></span>i <span class="_ _10"></span>dotyczą <span class="_ _10"></span>Prezes<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y842 ff1 fs3 fc0 sc0 ls0 ws0">Zarządu, <span class="_ _1"></span>pracownik <span class="_ _1"></span>powiadamia, <span class="_ _1"></span>z p<span class="_ _1"></span>ominięciem <span class="_ _1"></span>ustalonej <span class="_ _1"></span>drogi <span class="_ _1"></span>służbowej, <span class="_ _1"></span>stosownie <span class="_ _1"></span>do <span class="_ _1"></span>okoliczności: </div><div class="t m0 x4 h6 y843 ff1 fs3 fc0 sc0 ls0 ws0">Przewodniczącego Ra<span class="_ _1"></span>dy Nadzorczej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y844 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y845 ff1 fs3 fc0 sc0 ls0 ws0">Pracownik, <span class="_ _11"> </span>który <span class="_ _f"> </span>powziął <span class="_ _11"> </span>uzasadnione <span class="_ _11"> </span>podej<span class="_ _1"></span>rzenie, <span class="_ _11"> </span>że <span class="_ _11"> </span>w <span class="_ _11"> </span>s<span class="_ _1"></span>półce <span class="_ _16"> </span>m<span class="_ _1"></span>ogło <span class="_ _16"> </span>d<span class="_ _1"></span>ojść <span class="_ _11"> </span>do <span class="_ _11"> </span>nieprawidłowośc<span class="_ _1"></span>i, </div><div class="t m0 x4 h6 y846 ff1 fs3 fc0 sc0 ls0 ws0">nadużycia, w<span class="_ _1"></span> tym kor<span class="_ _1"></span>upcji, w <span class="_ _1"></span>uzasadnionych <span class="_ _1"></span>przypadkach z p<span class="_ _1"></span>ominięciem <span class="_ _1"></span>drogi zgłaszania, <span class="_ _1"></span>może taki<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y6ff ff1 fs3 fc0 sc0 ls0 ws0">zdarzenie zgłosić poprzez<span class="_ _1"></span> Bezpieczną Linię:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y39d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>na adres email: bez<span class="_ _1"></span>piecznalinia@mirbud.p<span class="_ _1"></span>l;  </span></div><div class="t m0 x6 h6 y847 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">na <span class="_ _c"></span>adres <span class="_ _d"></span>korespondenc<span class="_ _1"></span>yjny <span class="_ _c"></span>spółki <span class="_ _d"></span>z <span class="_ _c"></span>dop<span class="_ _1"></span>iskiem <span class="_ _1"></span>„<span class="_ _1"></span>Do <span class="_ _c"></span>rąk <span class="_ _d"></span>własnych <span class="_ _d"></span>Prezesa <span class="_ _c"></span>Zarz<span class="_ _1"></span>ądu” <span class="_ _c"></span>lub <span class="_ _d"></span>„Do </span></span></div><div class="t m0 x9 h6 y848 ff1 fs3 fc0 sc0 ls0 ws0">rąk własnych Przewodn<span class="_ _1"></span>iczącego Rady Nadzorcz<span class="_ _1"></span>ej”.<span class="ff2"> </span></div><div class="t m0 x4 h6 y849 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y84a ff1 fs3 fc0 sc0 ls0 ws0">Dla uproszczenia załącznikiem do polityki jest <span class="_ _0"></span>Formularz zgłaszania nieprawidłowo<span class="_ _1"></span>ści i <span class="_ _10"></span>nadużyć<span class="_ _1"></span>, <span class="_ _0"></span>w tym </div><div class="t m0 x4 h6 y84b ff2 fs3 fc0 sc0 ls0 ws0">korupcji w MIRBUD<span class="_ _1"></span> S.A. </div><div class="t m0 x4 h6 y84c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y84d ff1 fs3 fc0 sc0 ls0 ws0">Zgłoszenia weryfikowa<span class="_ _1"></span>ne są poprzez:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y84e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">analizę dokumentac<span class="_ _1"></span>ji sprawy,</span> </span></div><div class="t m0 x6 h6 y84f ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">rozmowę z osobą zg<span class="_ _1"></span>łaszającą,</span> </span></div><div class="t m0 x6 h6 y850 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">rozmowy z innymi osoba<span class="_ _1"></span>mi mogącymi posiadać w<span class="_ _1"></span>iedzę w przedmiotowej sprawie<span class="_ _1"></span>. <span class="_ _1"></span></span> </span></div><div class="t m0 x4 h6 y3c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3d ff1 fs3 fc0 sc0 ls0 ws0">Po przeprowadzeniu <span class="_ _0"></span>weryfi<span class="_ _1"></span>kacji <span class="_ _0"></span>i <span class="_ _0"></span>podjęciu decyzji pracownik do<span class="_ _0"></span>konujący<span class="_ _1"></span> <span class="_ _10"></span>zgłosz<span class="_ _1"></span>enia <span class="_ _10"></span>j<span class="_ _1"></span>est <span class="_ _0"></span>informowany o </div><div class="t m0 x4 h6 y851 ff1 fs3 fc0 sc0 ls0 ws0">sposobie <span class="_ _1"></span>postępowania <span class="_ _1"></span>w prz<span class="_ _1"></span>edmiotowej s<span class="_ _1"></span>prawie. Ka<span class="_ _1"></span>żde zgłoszen<span class="_ _1"></span>ie traktowane <span class="_ _1"></span>jest <span class="_ _1"></span>w s<span class="_ _1"></span>posób poufny<span class="_ _1"></span> </div><div class="t m0 x4 h6 y852 ff1 fs3 fc0 sc0 ls0 ws0">oraz badane z na<span class="_ _1"></span>leżytą starannością. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y853 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y854 ff1 fs3 fc0 sc0 ls0 ws0">Pracownicy <span class="_ _d"></span>są <span class="_ _c"></span>ś<span class="_ _1"></span>wiadomi <span class="_ _c"></span>obecności <span class="_ _d"></span>procedur <span class="_ _d"></span>związan<span class="_ _1"></span>ych <span class="_ _c"></span>ze <span class="_ _d"></span>zgłaszaniem <span class="_ _d"></span>naruszeń. <span class="_ _d"></span>Są <span class="_ _d"></span>one <span class="_ _c"></span>dl<span class="_ _1"></span>a <span class="_ _c"></span>nich </div><div class="t m0 x4 h6 y855 ff1 fs3 fc0 sc0 ls0 ws0">dostępne <span class="_ _1d"> </span>na <span class="_ _17"> </span>stronie <span class="_ _17"> </span>internetowej<span class="_ _1"></span> <span class="_ _1d"> </span>oraz <span class="_ _17"> </span>w <span class="_ _1d"> </span>intranecie<span class="_ _1"></span>. <span class="_ _1d"> </span>Poziom <span class="_ _1d"> </span>z<span class="_ _1"></span>aufania <span class="_ _1d"> </span>pracowników <span class="_ _17"> </span>do <span class="_ _17"> </span>systemu<span class="_ _1"></span> </div><div class="t m0 x4 h6 y856 ff1 fs3 fc0 sc0 ls0 ws0">zgłaszania <span class="_ _1"></span>obaw <span class="_ _1"></span>i <span class="_ _1"></span>s<span class="_ _1"></span>posobu <span class="_ _1"></span>ich <span class="_ _1"></span>rozpatrzeni<span class="_ _1"></span>a <span class="_ _1"></span>nie <span class="_ _1"></span>był <span class="_ _1"></span>badany, <span class="_ _1"></span>jednak <span class="_ _1"></span>o <span class="_ _1"></span>z<span class="_ _1"></span>au<span class="_ _1"></span>faniu <span class="_ _1"></span>może <span class="_ _1"></span>świadcz<span class="_ _1"></span>yć <span class="_ _1"></span>to, <span class="_ _1"></span>że </div><div class="t m0 x4 h6 y129 ff1 fs3 fc0 sc0 ls0 ws0">procedury <span class="_ _e"> </span>zadziała<span class="_ _1"></span>ły, <span class="_ _d"></span>a <span class="_ _e"> </span>wi<span class="_ _1"></span>ęc <span class="_ _e"></span>pojawiły <span class="_ _e"></span>się <span class="_ _e"></span>zgłoszenia, <span class="_ _e"> </span>k<span class="_ _1"></span>tóre <span class="_ _e"></span>zostały <span class="_ _e"></span>następnie <span class="_ _e"></span>rozpatrzone <span class="_ _e"> </span>zgodni<span class="_ _1"></span>e <span class="_ _d"></span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y857 ff1 fs3 fc0 sc0 ls0 ws0">procedurą. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y5fc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y858 ff1 fs3 fc0 sc0 ls0 ws0">Procedura zakłada równ<span class="_ _1"></span>ież ochronę osób, które korzy<span class="_ _1"></span>stają z niej przed działaniami odwet<span class="_ _1"></span>owymi, gdyż:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y592 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">dopuszcza anonimow<span class="_ _1"></span>e zgłoszenia;</span> </span></div><div class="t m0 x6 h6 y859 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">zakłada, <span class="_ _c"></span>że <span class="_ _d"></span>przesyłki <span class="_ _d"></span>adres<span class="_ _1"></span>owane <span class="_ _c"></span>z <span class="_ _d"></span>dopiskiem: <span class="_ _d"></span>„<span class="_ _1"></span>Do <span class="_ _c"></span>rąk <span class="_ _d"></span>własnych”</span> <span class="_ _d"></span><span class="ff1">nie <span class="_ _c"></span>p<span class="_ _1"></span>odlegają <span class="_ _c"></span>otwarciu <span class="_ _d"></span>w<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y85a ff1 fs3 fc0 sc0 ls0 ws0">Sekretariacie Spółki <span class="_ _10"></span>i po <span class="_ _10"></span>z<span class="_ _1"></span>arejestrowaniu <span class="_ _0"></span>przekazywane<span class="_ _1"></span> <span class="_ _10"></span>są <span class="_ _0"></span>bezpośrednio<span class="_ _1"></span> <span class="_ _10"></span>do Prezesa <span class="_ _0"></span>Zarządu </div><div class="t m0 x9 h6 y85b ff1 fs3 fc0 sc0 ls0 ws0">lub Przewodniczące<span class="_ _1"></span>go Rady Nadzorczej;<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y85c ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">zgłoszenia z zewnętrz<span class="_ _1"></span>nych adresów mailowych będ<span class="_ _1"></span>ą traktowane jak zgłosze<span class="_ _1"></span>nia anonimowe;<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h6 y85d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">pracodawca <span class="_ _14"> </span>zapewnia <span class="_ _14"> </span>oc<span class="_ _1"></span>hronę <span class="_ _12"> </span>praco<span class="_ _1"></span>wnika <span class="_ _14"> </span>przed <span class="_ _14"> </span>możliwymi <span class="_ _14"> </span>dział<span class="_ _1"></span>aniami <span class="_ _12"> </span>odwetowy<span class="_ _1"></span>mi </span></span></div><div class="t m0 x9 h6 y85e ff1 fs3 fc0 sc0 ls0 ws0">podjętymi <span class="_ _11"> </span>w <span class="_ _f"> </span>związku <span class="_ _11"> </span>z <span class="_ _f"> </span>zasygnalizowanymi <span class="_ _f"> </span>nieprawidłowościami <span class="_ _f"> </span>lub <span class="_ _11"> </span>nadużycia<span class="_ _1"></span>mi, <span class="_ _11"> </span>a <span class="_ _11"> </span>takż<span class="_ _1"></span>e </div><div class="t m0 x9 h6 y85f ff1 fs3 fc0 sc0 ls0 ws0">formami wyklucz<span class="_ _1"></span>enia lub nękania przez innych praco<span class="_ _1"></span>wników;<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf45" class="pf w5 hc" ><div class="pc pc45 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2e ws0">69<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x6 h6 y35 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">pracodawca <span class="_ _e"> </span>w <span class="_ _e"> </span>z<span class="_ _1"></span>wiązku <span class="_ _e"></span>z <span class="_ _e"> </span>dokonanym <span class="_ _e"> </span>zgł<span class="_ _1"></span>oszeniem <span class="_ _e"></span>nie <span class="_ _e"></span>może <span class="_ _e"> </span>z <span class="_ _e"> </span>prac<span class="_ _1"></span>ownikiem <span class="_ _e"></span>dokonującym<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y1b7 ff1 fs3 fc0 sc0 ls0 ws0">zgłoszenia rozwi<span class="_ _1"></span>ązać umowy<span class="_ _1"></span> o pracę lub <span class="_ _1"></span>zmienić war<span class="_ _1"></span>unków umowy o <span class="_ _1"></span>pracę (<span class="_ _c"></span><span class="ff2 ls7">np<span class="ls0">. <span class="_ _1"></span>stanowiska, </span></span></div><div class="t m0 x9 h6 y47d ff1 fs3 fc0 sc0 ls0 ws0">wynagrodzenia). <span class="_ _10"></span>Tak<span class="_ _1"></span>ie <span class="_ _10"></span>działania <span class="_ _10"></span>byłyby<span class="_ _1"></span> <span class="_ _5"></span>uz<span class="_ _1"></span>nane <span class="_ _10"></span>za <span class="_ _10"></span>odwetowe<span class="_ _1"></span> <span class="_ _10"></span>i <span class="_ _10"></span>naruszałyby <span class="_ _10"></span>prz<span class="_ _1"></span>episy <span class="_ _10"></span>chroniące<span class="_ _1"></span> </div><div class="t m0 x9 h6 y47e ff1 fs3 fc0 sc0 ls0 ws0">sygnalistów.<span class="ff2"> </span></div><div class="t m0 x4 h12 y860 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-4 Podejmowani<span class="_ _1"></span>e działań dotyczący<span class="_ _1"></span>ch istotnych wpływó<span class="_ _1"></span>w na </span></div><div class="t m0 x4 h12 y861 ff6 fsb fc0 sc0 ls0 ws0">własnych pracowni<span class="_ _1"></span>ków oraz stosowanie podej<span class="_ _1"></span>ść służących ograni<span class="_ _1"></span>czeniu </div><div class="t m0 x4 h12 y862 ff6 fsb fc0 sc0 ls8 ws0">istotnego ryzyka i <span class="_ _1"></span>wykorzystywaniu i<span class="_ _1"></span>stotnych szans zwią<span class="_ _1"></span>zanych z </div><div class="t m0 x4 h12 y863 ff6 fsb fc0 sc0 ls0 ws0">własnymi pracowni<span class="_ _1"></span>kami oraz skuteczn<span class="_ _1"></span>ość tych działań <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y864 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y7ff ff1 fs3 fc0 sc0 ls0 ws0">Działania związane z pracownikami własnymi obejmują przede wszystkim najbardziej istotny <span class="_ _0"></span>dla Grupy </div><div class="t m0 x4 h6 y865 ff1 fs3 fc0 sc0 ls0 ws0">obszar <span class="_ _c"></span>bezpieczeńs<span class="_ _1"></span>twa <span class="_ _c"></span>i <span class="_ _1"></span>h<span class="_ _1"></span>igieny <span class="_ _c"></span>pracy. <span class="_ _c"></span>Rea<span class="_ _1"></span>lizowane <span class="_ _c"></span>są <span class="_ _c"></span>one <span class="_ _c"></span>zgodn<span class="_ _1"></span>ie <span class="_ _1"></span>z <span class="_ _c"></span>Pol<span class="_ _1"></span>ityką <span class="_ _c"></span>BHP, <span class="_ _c"></span>Procedurą <span class="_ _d"></span>PB<span class="_ _1"></span><span class="ff2">-</span></div><div class="t m0 x4 h6 y866 ff1 fs3 fc0 sc0 ls0 ws0">11/1 <span class="_ _c"></span>„Zarządzan<span class="_ _1"></span>ie <span class="_ _1"></span>BH<span class="_ _1"></span>P” <span class="_ _1"></span>or<span class="_ _1"></span>az <span class="_ _1"></span>Proc<span class="_ _1"></span>edurą <span class="_ _1"></span>J<span class="_ _1"></span>akości <span class="_ _c"></span>PJ<span class="_ _1"></span><span class="ff2">-</span>7.1.4/04 <span class="_ _c"></span>„<span class="_ _1"></span>Procedura <span class="_ _c"></span>Nadz<span class="_ _1"></span>oru <span class="_ _c"></span>nad <span class="_ _c"></span>Środ<span class="_ _1"></span>owiskiem </div><div class="t m0 x4 h6 y59e ff1 fs3 fc0 sc0 ls0 ws0">Pracy”</div></div></div><div class="pi" ></div></div><div id="pf46" class="pf w88 h64" ><div class="pc pc46 w88 h64"><img class="bi x4 y0 w125 h65" alt="" 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"/><div class="c x0 y0 w8a h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls2f ws0">70<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y491 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-5 Cele dotyczą<span class="_ _1"></span>ce zarządzania istotn<span class="_ _1"></span>ymi negatywnymi w<span class="_ _1"></span>pływami, zwiększan<span class="_ _1"></span>ia pozytywnych wpływów i </span></div><div class="t m0 x4 h12 y867 ff6 fsb fc0 sc0 ls0 ws0">zarządzania istotny<span class="_ _1"></span>mi ryzykami i szans<span class="_ _1"></span>ami<span class="ff3"> </span></div><div class="t m0 x4 h6 y868 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y869 ff1 fs3 fc0 sc0 ls0 ws0">Cele <span class="_ _1"></span>z<span class="_ _1"></span>wiązane <span class="_ _1"></span>z <span class="_ _c"></span>zarz<span class="_ _1"></span>ądzaniem <span class="_ _1"></span>istotnym<span class="_ _1"></span>i <span class="_ _1"></span>wpływami<span class="_ _1"></span> <span class="_ _1"></span>w <span class="_ _c"></span>obszarze <span class="_ _c"></span>własny<span class="_ _1"></span>ch <span class="_ _1"></span>pracowników<span class="_ _1"></span> <span class="_ _1"></span>określone <span class="_ _c"></span>zostały <span class="_ _d"></span>w <span class="_ _1"></span>Strateg<span class="_ _1"></span>ii <span class="_ _1"></span>Zrównoważ<span class="_ _1"></span>onego <span class="_ _e"></span>Rozwoj<span class="_ _1"></span>u. <span class="_ _1"></span>Ambicj<span class="_ _1"></span>ą </div><div class="t m0 x4 h6 y86a ff1 fs3 fc0 sc0 ls0 ws0">Grupy <span class="_ _19"> </span>Kapitałow<span class="_ _1"></span>ej <span class="_ _19"> </span>MIRBUD <span class="_ _13"> </span>jest <span class="_ _19"> </span>tworzenie <span class="_ _19"> </span>b<span class="_ _1"></span>ezpiecznego <span class="_ _19"> </span>i <span class="_ _19"> </span>prz<span class="_ _1"></span>yjaznego <span class="_ _19"> </span>miejsca <span class="_ _13"> </span>pracy. <span class="_ _19"> </span>Cele <span class="_ _19"> </span>str<span class="_ _1"></span>ategiczne <span class="_ _19"> </span>dotyczą <span class="_ _13"> </span>dalsze<span class="_ _1"></span>j<span class="_ _1"></span> <span class="_ _19"> </span>poprawy <span class="_ _19"> </span>standard<span class="_ _1"></span>ów </div><div class="t m0 x4 h6 y86b ff1 fs3 fc0 sc0 ls0 ws0">bezpieczeństwa oraz<span class="_ _1"></span> zwiększenia działań na rzec<span class="_ _1"></span>z równego traktowan<span class="_ _1"></span>ia i równości szans. W strate<span class="_ _1"></span>gii ustanowiono następując<span class="_ _1"></span>e ce<span class="_ _1"></span><span class="ff2">le o<span class="_ _1"></span>peracyjne:= </span></div><div class="t m0 x4 h26 y86c ff9 fs1 fc4 sc0 ls0 ws0">Tabela 7: S1-5 Cele do<span class="_ _10"></span>t<span class="_ _1"></span>yczące<span class="_ _0"></span> zarządzania<span class="_ _0"></span> istotnymi neg<span class="_ _0"></span>atywnymi w<span class="_ _0"></span>pływami, zwięks<span class="_ _0"></span>zania pozytywn<span class="_ _0"></span>ych wpływów<span class="_ _0"></span> i zarządzania<span class="_ _0"></span> istotnymi<span class="_ _0"></span> ryzykami<span class="_ _1"></span> i istotn<span class="_ _0"></span>ymi szansami<span class="ffa"> </span></div></div><div class="c x20 y86d w126 hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">CEL STRATEGICZNY<span class="_ _1"></span> </div></div><div class="c xe7 y86d w76 hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span> </div></div><div class="c xe8 y86d w127 hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">ROK BAZOWY </div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2023 </div></div><div class="c xe9 y86d w128 hce"><div class="t m0 x10 h67 y50b ff1 fsd fc5 sc0 ls0 ws0">CEL KRÓTKOTERM<span class="_ _1"></span>INOWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2025 </div></div><div class="c xea y86d w129 hce"><div class="t m0 x10 h67 y50b ff1 fsd fc5 sc0 ls0 ws0">CEL ŚREDNIOTER<span class="_ _1"></span>MINOWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2030 </div></div><div class="c xeb y86d w12a hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">WYNIK W 2024 </div></div><div class="c xec y86d w12b hce"><div class="t m0 x10 h68 y2aa ff3 fsd fc5 sc0 ls0 ws0"> </div><div class="t m0 x10 h67 y86e ff2 fsd fc5 sc0 ls0 ws0">OSOBA </div><div class="t m0 x10 h67 y49a ff2 fsd fc5 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span> </div></div><div class="c x20 y86f w126 hcf"><div class="t m0 x10 h16 y870 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h29 y4da ff6 fs1 fc0 sc0 ls0 ws0">ZWIĘKSZYM<span class="_ _0"></span>Y </div><div class="t m0 x10 h29 y26c ff3 fs1 fc0 sc0 ls0 ws0">STANDARDY </div><div class="t m0 x10 h29 y3ae ff6 fs1 fc0 sc0 ls0 ws0">BEZPIECZEŃS<span class="_ _0"></span>TWA<span class="ff2"> </span></div></div><div class="c xe7 y86f w76 hcf"><div class="t m0 x10 h16 y870 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h16 y4da ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c xe8 y86f w127 hcf"><div class="t m0 x10 h16 y870 ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> </div><div class="t m0 x10 h16 y4da ff1 fs1 fc0 sc0 ls0 ws0">śmiertelnych.<span class="ff2"> </span></div></div><div class="c xe9 y86f w128 hcf"><div class="t m0 x10 h16 y870 ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> śmiertelnych<span class="_ _0"></span> i </div><div class="t m0 x10 h16 y4da ff1 fs1 fc0 sc0 ls0 ws0">obniżenie wska<span class="_ _0"></span>źnika wypad<span class="_ _0"></span>ków </div><div class="t m0 x10 h29 y26c ff1 fs1 fc0 sc0 ls0 ws0">ciężkich.<span class="ff3"> </span></div></div><div class="c xea y86f w129 hcf"><div class="t m0 x10 h16 y870 ff1 fs1 fc0 sc0 ls0 ws0">0 wypadków ś<span class="_ _0"></span>miertelnych i<span class="_ _0"></span> zero </div><div class="t m0 x10 h29 y4da ff1 fs1 fc0 sc0 ls0 ws0">wypadków cię<span class="_ _0"></span>żkich.<span class="ff3"> </span></div></div><div class="c xeb y86f w12a hcf"><div class="t m0 x10 h16 y870 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>o. Zero </div><div class="t m0 x10 h16 y4da ff1 fs1 fc0 sc0 ls0 ws0">wypadków śmier<span class="_ _0"></span>telnych.<span class="ff2"> </span></div></div><div class="c xec y86f w12b hcf"><div class="t m0 x10 h16 y870 ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> BHP<span class="ff2"> </span></div></div><div class="c x20 y6ab w126 hd0"><div class="t m0 x10 h16 y871 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y872 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y873 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y874 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h29 y875 ff6 fs1 fc0 sc0 ls0 ws0">ZWIĘKSZYM<span class="_ _0"></span>Y </div><div class="t m0 x10 h29 y876 ff6 fs1 fc0 sc0 ls0 ws0">DZIAŁANIA NA </div><div class="t m0 x10 h29 y877 ff3 fs1 fc0 sc0 ls0 ws0">RZECZY </div><div class="t m0 x10 h29 y878 ff6 fs1 fc0 sc0 ls0 ws0">RÓWNEGO </div><div class="t m0 x10 h29 y879 ff3 fs1 fc0 sc0 ls0 ws0">TRAKTOWANIA<span class="_ _0"></span> I </div><div class="t m0 x10 h29 y87a ff6 fs1 fc0 sc0 ls0 ws0">RÓWNOŚCI SZAN<span class="_ _0"></span>S<span class="ff2"> </span></div></div><div class="c xe7 y42d w76 h5f"><div class="t m0 x10 h16 y290 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c xe8 y42d w127 h5f"><div class="t m0 x10 h16 y290 ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">analizy Gender </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">Pay Gap. </div></div><div class="c xe9 y42d w128 h5f"><div class="t m0 x10 h16 y290 ff1 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie po<span class="_ _0"></span>głębionej<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">analizy Gender <span class="_ _0"></span>Pay Gap i </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">ustanowienie celów<span class="_ _0"></span> redukcyjn<span class="_ _0"></span>ych.<span class="ff2"> </span></div></div><div class="c xea y42d w129 h5f"><div class="t m0 x10 h16 y290 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c xeb y42d w12a h5f"><div class="t m0 x10 h16 y290 ff2 fs1 fc0 sc0 ls0 ws0">Analiza zostan<span class="_ _0"></span>ie </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zona w 2025 </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">roku. </div></div><div class="c xec y42d w12b h5f"><div class="t m0 x10 h16 y290 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr / </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y87b w76 h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c xe8 y87b w127 h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Odsetek kobiet<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">wśród wszystkich<span class="_ _10"></span> </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">członków organów<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">GK MIRBUD </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">wynosił 40%<span class="ff2"> </span></div></div><div class="c xe9 y87b w128 h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Osiągnięcie i utr<span class="_ _0"></span>zymanie wymaga<span class="_ _10"></span>ń </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">dyrektywy Wo<span class="_ _0"></span>men on Board<span class="_ _0"></span>s: </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">odsetek kobiet<span class="_ _0"></span> wśród wszy<span class="_ _0"></span>stkich </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">członków organów<span class="_ _0"></span> GK MIRBUD<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">wynosi minimum<span class="_ _0"></span> 33%. </div></div><div class="c xea y87b w129 h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Do 2035 <span class="ff1">–</span> <span class="ff1">osiągnięcie<span class="_ _0"></span> wymagań </span></div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">dyrektywy Wo<span class="_ _0"></span>men on Board<span class="_ _0"></span>s: </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">odsetek kobiet<span class="_ _0"></span> wśród wszy<span class="_ _0"></span>stkich </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">członków organów<span class="_ _0"></span> w GK </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD wyno<span class="_ _0"></span>si minimum 40<span class="_ _0"></span>%. </div></div><div class="c xeb y87b w12a h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. Na </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">koniec 2024 roku<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">odsetek ten wynió<span class="_ _0"></span>sł </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">42%.  </div></div><div class="c xec y87b w12b h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Zarząd MIRBUD <span class="_ _0"></span>S.A.<span class="ff2"> </span></div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y87c w76 h5f"><div class="t m0 x10 h16 y21d ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h16 y298 ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c xe8 y87c w127 h5f"><div class="t m0 x10 h16 y21d ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe9 y87c w128 h5f"><div class="t m0 x10 h16 y21d ff2 fs1 fc0 sc0 ls0 ws0">100% kadry dyre<span class="_ _0"></span>ktorskiej </div><div class="t m0 x10 h16 y298 ff2 fs1 fc0 sc0 ls0 ws0">przeszkolona w<span class="_ _0"></span> ramach </div><div class="t m0 x10 h16 y2f0 ff1 fs1 fc0 sc0 ls0 ws0">corocznych s<span class="_ _0"></span>zkoleń dot. </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">dyskryminacji i <span class="_ _0"></span>mobbingu. </div></div><div class="c xea y87c w129 h5f"><div class="t m0 x10 h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">100% pracowni<span class="_ _0"></span>ków biurowych </div><div class="t m0 x10 h16 y298 ff2 fs1 fc0 sc0 ls0 ws0">przeszkolona w<span class="_ _0"></span> ramach </div><div class="t m0 x10 h16 y2f0 ff1 fs1 fc0 sc0 ls0 ws0">corocznych s<span class="_ _0"></span>zkoleń dot. </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">dyskryminacji i <span class="_ _0"></span>mobbingu. </div></div><div class="c xeb y87c w12a h5f"><div class="t m0 x10 h16 y21d ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. 100% </div><div class="t m0 x10 h16 y298 ff2 fs1 fc0 sc0 ls0 ws0">kadry dyrektors<span class="_ _0"></span>kiej </div><div class="t m0 x10 h16 y2f0 ff1 fs1 fc0 sc0 ls0 ws0">została przesz<span class="_ _0"></span>kolona.<span class="ff2"> </span></div></div><div class="c xec y87c w12b h5f"><div class="t m0 x10 h16 y21d ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr / </div><div class="t m0 x10 h16 y298 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y2f0 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xe7 y6ab w76 h4c"><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">własne<span class="ff2"> </span></div></div><div class="c xe8 y6ab w127 h4c"><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">Przeszkolono 43<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">pracowników </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">biurowych. </div></div><div class="c xe9 y6ab w128 h4c"><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">Min. 1 szkolenie ro<span class="_ _0"></span>cznie </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">zwiększające kwal<span class="_ _0"></span>ifikacje </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">pracownika biurow<span class="_ _0"></span>ego. </div></div><div class="c xea y6ab w129 h4c"><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">Min. 2 szkolenia ro<span class="_ _0"></span>cznie </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">zwiększające kwal<span class="_ _0"></span>ifikacje </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">pracownika biurow<span class="_ _0"></span>ego. </div></div><div class="c xeb y6ab w12a h4c"><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">Przeszkolono 57<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">pracowników biuro<span class="_ _0"></span>wych.<span class="ff2"> </span></div></div><div class="c xec y6ab w12b h4c"><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> Kadr / </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Dyrektorzy Działó<span class="_ _0"></span>w<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf47" class="pf w5 hc" ><div class="pc pc47 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">71<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y38e ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-6 Charakteryst<span class="_ _1"></span>yka pracowników je<span class="_ _1"></span>dnostki <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y87d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y87e ff1 fs3 fc0 sc0 ls0 ws0">Tabele <span class="_ _10"></span>pon<span class="_ _1"></span>iżej <span class="_ _10"></span>prezentują<span class="_ _1"></span> <span class="_ _10"></span>zestawienie podstawowych <span class="_ _10"></span>i<span class="_ _1"></span>nformacji <span class="_ _10"></span>o <span class="_ _0"></span>pracownikach Grupy <span class="_ _10"></span>MIRBUD za <span class="_ _10"></span>rok </div><div class="t m0 x4 h6 y87f ff1 fs3 fc0 sc0 ls0 ws0">2024.  Ponieważ  gru<span class="_ _1"></span>pa  zatrudnia  jedynie<span class="_ _1"></span>  pracowników  w  Polsce,<span class="_ _1"></span>  Grupa  MIRBUD  ni<span class="_ _1"></span>e  prezentuje </div><div class="t m0 x4 h6 y880 ff1 fs3 fc0 sc0 ls0 ws0">informacji o liczbie praco<span class="_ _1"></span>wników w podziale n<span class="_ _1"></span>a kraje. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y881 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y882 ff2 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="ff1">roku struktura z<span class="_ _1"></span>atrudnienia w Grupie MIRBU<span class="_ _1"></span>D była następująca:<span class="_ _1"></span></span> </div><div class="t m0 x6 h13 y883 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3 ls7">821</span> <span class="ff1">zatrudnionych <span class="_ _1"></span>pracowników,<span class="_ _1"></span></span> </span></div><div class="t m0 x9 h13 y1e0 ff3 fs3 fc0 sc0 ls0 ws0">Ponad 70%<span class="ff2"> <span class="ff1">zatrud<span class="_ _1"></span>nionych w Grupie stanowi<span class="_ _1"></span>li mężczyźni,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h13 y884 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3 ls7">2/3</span> <span class="ff1">pracowników by<span class="_ _1"></span>ło zatrudnionych na cz<span class="_ _1"></span>as nieokreślony,<span class="_ _1"></span></span> </span></div><div class="t m0 x6 h13 y885 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff3 ls7">139</span> <span class="_ _10"></span><span class="ff1">os<span class="_ _1"></span>ób <span class="_ _10"></span>odes<span class="_ _1"></span>zło <span class="_ _10"></span>z <span class="_ _0"></span>pracy w <span class="_ _10"></span>okresie sprawozdawczym, a <span class="_ _10"></span>wskaźnik rotacji <span class="_ _10"></span>wyniósł niemal <span class="_ _0"></span>17%.<span class="_ _1"></span><span class="ff2"> </span></span></span></div><div class="t m0 x4 h14 y5d ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y886 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 8: S1-6 Cha<span class="_ _0"></span>rakterysty<span class="_ _0"></span>ka pracowników <span class="_ _0"></span>jednostki – liczba pra<span class="_ _0"></span>cowników<span class="ffa"> </span></div></div><div class="c xed y39d w12c hbc"><div class="t m0 x10 h16 y711 ff1 fs1 fc5 sc0 ls0 ws0">Płeć<span class="ff2"> </span></div></div><div class="c x69 y39d w12d hbc"><div class="t m0 x30 h16 y711 ff1 fs1 fc5 sc0 ls0 ws0">Liczba pracowni<span class="_ _0"></span>ków<span class="ff2"> </span></div></div><div class="c xed y887 w12c hbc"><div class="t m0 x10 h16 y711 ff2 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x69 y887 w12d hbc"><div class="t m0 xee h16 y711 ff2 fs1 fc0 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c xed y888 w12c h75"><div class="t m0 x10 h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x69 y888 w12d h75"><div class="t m0 xef h16 y4be ff2 fs1 fc0 sc0 ls9 ws0">216<span class="ls0"> </span></div></div><div class="c xed y889 w12c hc5"><div class="t m0 x10 h16 y4be ff1 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff2"> </span></div></div><div class="c x69 y889 w12d hc5"><div class="t m0 xef h16 y4be ff2 fs1 fc0 sc0 ls9 ws0">605<span class="ls0"> </span></div></div><div class="c xed y174 w12c h75"><div class="t m0 x10 h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">Pozostali </div></div><div class="c x69 y174 w12d h75"><div class="t m0 xf0 h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y88a w12c hc5"><div class="t m0 x10 h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">Nie ujawniono </div></div><div class="c x69 y88a w12d hc5"><div class="t m0 xf0 h16 y4be ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xed y88b w12c h77"><div class="t m0 x10 h16 y4bb ff1 fs1 fc0 sc0 ls0 ws0">Łącznie pracown<span class="_ _0"></span>icy <span class="ff2"> </span></div></div><div class="c x69 y88b w12d h77"><div class="t m0 xef h16 y4bb ff2 fs1 fc0 sc0 ls9 ws0">821<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h14 y88c ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h16 y88d ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ff1">9</span>: S1-6 Cha<span class="_ _0"></span>rakterysty<span class="_ _0"></span>ka pracowników <span class="_ _0"></span>jednostki – liczba pra<span class="_ _0"></span>cowników w pod<span class="_ _10"></span>z<span class="_ _1"></span>iale na<span class="_ _0"></span> płeć<span class="ffa"> </span></div></div><div class="c x20 ycb w12e hd1"><div class="t m0 x2b h16 y765 ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c xf1 ycb w12f hd1"><div class="t m0 x51 h16 y20d ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x5d h16 y211 ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div><div class="t m0 x51 h16 y0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x20 y88e w12e hd2"><div class="t m0 x2b h29 y49a ff6 fs1 fc0 sc0 ls0 ws0">Płeć<span class="ff3"> </span></div></div><div class="c xf1 y88e w1d hd2"><div class="t m0 x10 h29 y49a ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xea y88e w130 hd2"><div class="t m0 x10 h29 y49a ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c xf2 y88e w131 hd2"><div class="t m0 x10 h29 y49a ff6 fs1 fc0 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c x20 y88f w12e hd1"><div class="t m0 x2b h16 y765 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o pracę<span class="ff2"> </span></div></div><div class="c xf1 y88f w1d hd1"><div class="t m0 x37 h16 y765 ff2 fs1 fc0 sc0 ls9 ws0">216<span class="ls0"> </span></div></div><div class="c xea y88f w130 hd1"><div class="t m0 xf3 h16 y765 ff2 fs1 fc0 sc0 ls9 ws0">605<span class="ls0"> </span></div></div><div class="c xf2 y88f w131 hd1"><div class="t m0 x37 h29 y765 ff3 fs1 fc0 sc0 ls9 ws0">821<span class="ls0"> </span></div></div><div class="c x20 y890 w12e hd3"><div class="t m0 x2b h16 y891 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o pracę na cza<span class="_ _0"></span>s nieokre<span class="_ _0"></span>ślony<span class="ff2"> </span></div></div><div class="c xf1 y890 w1d hd3"><div class="t m0 x37 h16 y891 ff2 fs1 fc0 sc0 ls9 ws0">153<span class="ls0"> </span></div></div><div class="c xea y890 w130 hd3"><div class="t m0 xf3 h16 y891 ff2 fs1 fc0 sc0 ls9 ws0">395<span class="ls0"> </span></div></div><div class="c xf2 y890 w131 hd3"><div class="t m0 x37 h29 y891 ff3 fs1 fc0 sc0 ls9 ws0">548<span class="ls0"> </span></div></div><div class="c x20 y892 w12e hd4"><div class="t m0 x2b h16 y893 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o pracę na cza<span class="_ _0"></span>s określony<span class="ff2"> </span></div></div><div class="c xf1 y892 w1d hd4"><div class="t m0 x27 h16 y893 ff2 fs1 fc0 sc0 ls9 ws0">63<span class="ls0"> </span></div></div><div class="c xea y892 w130 hd4"><div class="t m0 xf3 h16 y893 ff2 fs1 fc0 sc0 ls9 ws0">210<span class="ls0"> </span></div></div><div class="c xf2 y892 w131 hd4"><div class="t m0 x37 h29 y893 ff3 fs1 fc0 sc0 ls9 ws0">273<span class="ls0"> </span></div></div><div class="c x20 y159 w12e hd5"><div class="t m0 x2b h16 y76f ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o pracę, któr<span class="_ _0"></span>ym nie gwaran<span class="_ _10"></span>t<span class="_ _1"></span>uje się god<span class="_ _10"></span>z<span class="_ _1"></span>in pra<span class="_ _10"></span>c<span class="_ _1"></span>y<span class="ff2"> </span></div></div><div class="c xf1 y159 w1d hd5"><div class="t m0 x54 h16 y76f ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xea y159 w130 hd5"><div class="t m0 xcb h16 y76f ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf2 y159 w131 hd5"><div class="t m0 x54 h29 y76f ff3 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y894 w12e hc0"><div class="t m0 x2b h16 y4f2 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o pracę w pełn<span class="_ _0"></span>ym wymiarze<span class="_ _0"></span> czasu pracy<span class="ff2"> </span></div></div><div class="c xf1 y894 w1d hc0"><div class="t m0 x37 h16 y4f2 ff2 fs1 fc0 sc0 ls9 ws0">205<span class="ls0"> </span></div></div><div class="c xea y894 w130 hc0"><div class="t m0 xf3 h16 y4f2 ff2 fs1 fc0 sc0 ls9 ws0">592<span class="ls0"> </span></div></div><div class="c xf2 y894 w131 hc0"><div class="t m0 x37 h29 y4f2 ff3 fs1 fc0 sc0 ls9 ws0">797<span class="ls0"> </span></div></div><div class="c x20 y895 w12e hd6"><div class="t m0 x2b h16 y896 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na u<span class="_ _0"></span>mowa<span class="_ _0"></span>ch o pracę w niepełn<span class="_ _10"></span>y<span class="_ _1"></span>m wy<span class="_ _0"></span>miarze cza<span class="_ _0"></span>su pracy<span class="ff2"> </span></div></div><div class="c xf1 y895 w1d hd6"><div class="t m0 x27 h16 y896 ff2 fs1 fc0 sc0 ls9 ws0">11<span class="ls0"> </span></div></div><div class="c xea y895 w130 hd6"><div class="t m0 x58 h16 y896 ff2 fs1 fc0 sc0 ls9 ws0">13<span class="ls0"> </span></div></div><div class="c xf2 y895 w131 hd6"><div class="t m0 x27 h29 y896 ff3 fs1 fc0 sc0 ls9 ws0">24<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h26 y897 ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ls9">10</span>: S1-6 W<span class="_ _0"></span>skaźnik rotacji<span class="_ _0"></span> pracowników<span class="ffa"> </span></div></div><div class="c x20 y898 w132 hd7"><div class="t m0 x2b h16 y4e8 ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c xf4 y898 w133 hd7"><div class="t m0 x67 h16 y4e8 ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x20 y899 w132 hce"><div class="t m0 x2b h16 y89a ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób za<span class="_ _0"></span>trudnionych na po<span class="_ _0"></span>dstawie u<span class="_ _0"></span>mów o pracę (li<span class="_ _0"></span>czba osób), <span class="_ _0"></span>którzy odeszli<span class="_ _0"></span> z </div><div class="t m0 x2b h16 y2d1 ff2 fs1 fc0 sc0 ls0 ws0">organizacji w o<span class="_ _0"></span>kresie sprawozdaw<span class="_ _10"></span>czym<span class="_ _1"></span> </div></div><div class="c xf4 y899 w133 hce"><div class="t m0 xf5 h16 y706 ff2 fs1 fc0 sc0 ls9 ws0">139<span class="ls0"> </span></div></div><div class="c x20 y89b w132 h8c"><div class="t m0 x2b h16 y89c ff1 fs1 fc0 sc0 ls0 ws0">Wskaźnik rota<span class="_ _0"></span>cji <span class="ff2"> </span></div></div><div class="c xf4 y89b w133 h8c"><div class="t m0 xf6 h16 y89c ff2 fs1 fc0 sc0 ls0 ws0">16,93% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y89d ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf48" class="pf w5 hc" ><div class="pc pc48 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">72<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-7 Charakteryst<span class="_ _1"></span>yka osób niebędący<span class="_ _1"></span>ch pracownikami jednostki <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y89e ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y89f ff1 fs3 fc0 sc0 ls0 ws0">Tabela <span class="_ _16"> </span>poniżej <span class="_ _16"> </span>preze<span class="_ _1"></span>ntuje <span class="_ _e"> </span>infor<span class="_ _1"></span>mację <span class="_ _e"> </span>o <span class="_ _16"> </span>oso<span class="_ _1"></span>bach <span class="_ _e"> </span>wsp<span class="_ _1"></span>ółpracujących <span class="_ _16"> </span>z <span class="_ _16"> </span>Grupą <span class="_ _16"> </span>MIRBUD <span class="_ _16"> </span>n<span class="_ _1"></span>a <span class="_ _e"> </span>p<span class="_ _1"></span>odstawie </div><div class="t m0 x4 h6 y8a0 ff1 fs3 fc0 sc0 ls0 ws0">innych <span class="_ _16"> </span>umów <span class="_ _11"> </span>niż <span class="_ _16"> </span>umowa<span class="_ _1"></span> <span class="_ _e"> </span>o <span class="_ _16"> </span>prac<span class="_ _1"></span>ę. <span class="_ _16"> </span>Większoś<span class="_ _1"></span>ć <span class="_ _e"> </span>tyc<span class="_ _1"></span>h <span class="_ _e"> </span>osób <span class="_ _16"> </span>ś<span class="_ _1"></span>wiadczy <span class="_ _16"> </span>pracę <span class="_ _16"> </span>n<span class="_ _1"></span>a <span class="_ _e"> </span>rz<span class="_ _1"></span>ecz <span class="_ _16"> </span>GK <span class="_ _16"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _e"> </span>na<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8a1 ff1 fs3 fc0 sc0 ls0 ws0">podstawie umów B2B<span class="_ _1"></span>.<span class="ff2"> </span></div><div class="t m0 x4 h6 y8a2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8a3 ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ls9">11</span>: S1-7 Char<span class="_ _0"></span>akterystyka <span class="_ _0"></span>osób niebędąc<span class="_ _0"></span>ych pracowni<span class="_ _0"></span>kami<span class="ffa"> </span></div></div><div class="c x20 y8a4 w134 h52"><div class="t m0 x2b h16 y20d ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c xf7 y8a4 w135 h52"><div class="t m0 x12 h16 y1ec ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x54 h16 y20d ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div><div class="t m0 x12 h16 y1ee ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x12 h16 y0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x20 y8a5 w134 h74"><div class="t m0 x2b h29 y2a6 ff6 fs1 fc0 sc0 ls0 ws0">Liczba osób<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xf7 y8a5 w136 h74"><div class="t m0 x2b h29 y2a6 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c xf8 y8a5 w137 h74"><div class="t m0 x2b h29 y2a6 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x20 y1e3 w134 h4e"><div class="t m0 x2b h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób pr<span class="_ _0"></span>acujących w<span class="_ _0"></span> oparciu o umow<span class="_ _0"></span>y cywilnopra<span class="_ _0"></span>wne (zlecenia, d<span class="_ _0"></span>zieło i kontrak<span class="_ _0"></span>t </div><div class="t m0 x2b h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">menedżerski)<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c xf7 y1e3 w136 h4e"><div class="t m0 x91 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">2 </div></div><div class="c xf8 y1e3 w137 h4e"><div class="t m0 x58 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">4 </div></div><div class="c x20 y8a6 w134 h74"><div class="t m0 x2b h16 y2a6 ff2 fs1 fc0 sc0 ls0 ws0">Liczba <span class="ff1">osób pra<span class="_ _0"></span>cujących w op<span class="_ _0"></span>arciu o umowę o<span class="_ _0"></span> współpra<span class="_ _0"></span>cy (B2B)<span class="ff2"> </span></span></div></div><div class="c xf7 y8a6 w136 h74"><div class="t m0 x11 h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">28<span class="ls0"> </span></div></div><div class="c xf8 y8a6 w137 h74"><div class="t m0 x2c h16 y1ee ff2 fs1 fc0 sc0 ls9 ws0">247<span class="ls0"> </span></div></div><div class="c x20 y8a7 w134 h76"><div class="t m0 x2b h16 y2a6 ff1 fs1 fc0 sc0 ls0 ws0">Liczba osób świad<span class="_ _10"></span>czących pracę na pod<span class="_ _0"></span>stawie umów <span class="_ _0"></span>z agencjami p<span class="_ _0"></span>racy tymczasow<span class="_ _0"></span>ej <span class="ff2"> </span></div></div><div class="c xf7 y8a7 w136 h76"><div class="t m0 x91 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c xf8 y8a7 w137 h76"><div class="t m0 x58 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y1e7 w134 hcb"><div class="t m0 x2b h29 y311 ff6 fs1 fc0 sc0 ls0 ws0">Łączna liczba<span class="_ _0"></span> osób współpracu<span class="_ _0"></span>jącyc<span class="_ _0"></span>h z jednostką na podst<span class="_ _0"></span>awie umów <span class="_ _0"></span>innych niż </div><div class="t m0 x2b h29 y891 ff6 fs1 fc0 sc0 ls0 ws0">umowa o pracę <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c xf7 y1e7 w136 hcb"><div class="t m0 x11 h29 y4ff ff3 fs1 fc0 sc0 ls9 ws0">30<span class="ls0"> </span></div></div><div class="c xf8 y1e7 w137 hcb"><div class="t m0 x2c h29 y4ff ff3 fs1 fc0 sc0 ls9 ws0">251<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y345 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y173 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-<span class="ls6">8 </span>Zakres rokow<span class="_ _1"></span>ań zbiorowych i dial<span class="_ _1"></span>ogu społecznego<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8a8 ff1 fs3 fc0 sc0 ls0 ws0">W 2024 roku w Grup<span class="_ _1"></span>ie MIRBUD nie funkcjonow<span class="_ _1"></span>ały układy i porozumieni<span class="_ _1"></span>a zbiorowe.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y67 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-9 Wskaźniki róż<span class="_ _1"></span>norodności <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8a9 ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1d"> </span>MI<span class="_ _1"></span>RBUD <span class="_ _1d"> </span>tworzy<span class="_ _1"></span> <span class="_ _1d"> </span>środowisko <span class="_ _17"> </span>pracy <span class="_ _17"> </span>wolne <span class="_ _17"> </span>od <span class="_ _17"> </span>dyskry<span class="_ _1"></span>mina<span class="_ _0"></span>cji <span class="_ _17"> </span>i <span class="_ _1d"> </span>db<span class="_ _1"></span>a <span class="_ _1d"> </span>o <span class="_ _17"> </span>różnorodność <span class="_ _17"> </span>wśród </div><div class="t m0 x4 h6 y8aa ff1 fs3 fc0 sc0 ls0 ws0">pracowników. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8ab ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8ac ff1 fs3 fc0 sc0 ls0 ws0">W 2024 <span class="_ _1"></span>roku <span class="_ _1"></span>struktura wiek<span class="_ _1"></span>owa Grupy <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>była zr<span class="_ _1"></span>óżnicowana. Na <span class="_ _1"></span>umowie o<span class="_ _1"></span> pracę <span class="_ _1"></span>pracowało <span class="_ _1"></span>39 </div><div class="t m0 x4 h6 y8ad ff1 fs3 fc0 sc0 ls0 ws0">kobiet i 173 mężc<span class="_ _1"></span>zyzn powyżej 50 lat oraz 129<span class="_ _1"></span> kobiet i 367 mężczy<span class="_ _1"></span>zn w przedziale 30<span class="_ _1"></span><span class="ff2">-50 <span class="_ _1"></span>lat. W grupie </span></div><div class="t m0 x4 h6 y8ae ff1 fs3 fc0 sc0 ls0 ws0">wiekowej poniżej 30 <span class="_ _1"></span>lat zatrudnionych było łączni<span class="_ _1"></span>e 120 pracown<span class="_ _1"></span>ików.<span class="ff2"> </span></div><div class="t m0 x4 h16 y7ef ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8af ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ls9">12</span>: S1-9 W<span class="_ _0"></span>skaźniki różnor<span class="_ _0"></span>odności<span class="ffa"> </span></div></div><div class="c x20 y8b0 w138 h4d"><div class="t m0 x2b h16 y2fe ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c x79 y8b0 w139 h4d"><div class="t m0 xf9 h16 y20d ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 xb3 h16 y1ee ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div><div class="t m0 xf9 h16 y0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x20 y8b1 w138 h1c"><div class="t m0 x2b h29 y27e ff6 fs1 fc0 sc0 ls0 ws0">Osoby zatrudn<span class="_ _0"></span>ione na umowac<span class="_ _10"></span>h <span class="_ _1"></span>o<span class="_ _0"></span> pracę <span class="ff3"> </span></div></div><div class="c x79 y8b1 w13a h1c"><div class="t m0 x2a h29 y211 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div><div class="t m0 xfa h29 y0 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xfb y8b1 w13b h1c"><div class="t m0 xfc h29 y211 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div><div class="t m0 xa8 h29 y0 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x4d y8b1 w13c h1c"><div class="t m0 x16 h29 y1eb ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h29 y1ec ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x32 h29 y20d ff3 fs1 fc0 sc0 ls0 ws0">Razem </div><div class="t m0 x16 h29 y211 ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x16 h29 y0 ff3 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y63f w138 hd8"><div class="t m0 x2b h29 y588 ff6 fs1 fc0 sc0 ls0 ws0">Łączna liczba<span class="_ _0"></span> osób, w tym:<span class="ff3"> </span></div></div><div class="c x79 y63f w13a hd8"><div class="t m0 x50 h29 y588 ff3 fs1 fc0 sc0 ls9 ws0">216<span class="ls0"> </span></div></div><div class="c xfb y63f w13b hd8"><div class="t m0 xfd h29 y588 ff3 fs1 fc0 sc0 ls9 ws0">605<span class="ls0"> </span></div></div><div class="c x4d y63f w13c hd8"><div class="t m0 x6e h29 y588 ff3 fs1 fc0 sc0 ls9 ws0">821<span class="ls0"> </span></div></div><div class="c x20 y8b2 w138 hd8"><div class="t m0 x2b h16 y588 ff1 fs1 fc0 sc0 ls0 ws0">Grupa wiekowa: pow<span class="_ _10"></span>y<span class="_ _1"></span>że<span class="_ _0"></span>j 50 lat<span class="ff2"> </span></div></div><div class="c x79 y8b2 w13a hd8"><div class="t m0 x7a h16 y588 ff2 fs1 fc0 sc0 ls9 ws0">39<span class="ls0"> </span></div></div><div class="c xfb y8b2 w13b hd8"><div class="t m0 xfd h16 y588 ff2 fs1 fc0 sc0 ls9 ws0">173<span class="ls0"> </span></div></div><div class="c x4d y8b2 w13c hd8"><div class="t m0 x6e h16 y588 ff2 fs1 fc0 sc0 ls9 ws0">212<span class="ls0"> </span></div></div><div class="c x20 y8b3 w138 hd9"><div class="t m0 x2b h16 y588 ff2 fs1 fc0 sc0 ls0 ws0">Grupa wiekowa: 30-50<span class="_ _0"></span> lat </div></div><div class="c x79 y8b3 w13a hd9"><div class="t m0 x50 h16 y588 ff2 fs1 fc0 sc0 ls9 ws0">129<span class="ls0"> </span></div></div><div class="c xfb y8b3 w13b hd9"><div class="t m0 xfd h16 y588 ff2 fs1 fc0 sc0 ls9 ws0">367<span class="ls0"> </span></div></div><div class="c x4d y8b3 w13c hd9"><div class="t m0 x6e h16 y588 ff2 fs1 fc0 sc0 ls9 ws0">496<span class="ls0"> </span></div></div><div class="c x20 y1af w138 hda"><div class="t m0 x2b h16 y4e8 ff1 fs1 fc0 sc0 ls0 ws0">Grupa wiekowa: poni<span class="_ _10"></span>ż<span class="_ _1"></span>ej<span class="_ _0"></span> 30 lat<span class="ff2"> </span></div></div><div class="c x79 y1af w13a hda"><div class="t m0 x7a h16 y4e8 ff2 fs1 fc0 sc0 ls9 ws0">48<span class="ls0"> </span></div></div><div class="c xfb y1af w13b hda"><div class="t m0 xfe h16 y4e8 ff2 fs1 fc0 sc0 ls9 ws0">65<span class="ls0"> </span></div></div><div class="c x4d y1af w13c hda"><div class="t m0 x6e h16 y4e8 ff2 fs1 fc0 sc0 ls9 ws0">113<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y520 ff6 fsb fc0 sc0 ls0 ws0"> <span class="lsb">S1</span>-10 Odpowiedni<span class="_ _1"></span>e płace<span class="ff3"> </span></div><div class="t m0 x4 h6 y8b4 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>2<span class="_ _1"></span>024 <span class="_ _19"> </span>wszy<span class="_ _1"></span>scy <span class="_ _19"> </span>prac<span class="_ _1"></span>ownicy <span class="_ _19"> </span>Grupy <span class="_ _13"> </span>MIRBUD <span class="_ _13"> </span>otrzymy<span class="_ _1"></span>wali <span class="_ _19"> </span>wynagrodze<span class="_ _1"></span>nie <span class="_ _19"> </span>powy<span class="_ _1"></span>żej <span class="_ _19"> </span>ustalone<span class="_ _1"></span>go </div><div class="t m0 x4 h6 y8b5 ff2 fs3 fc0 sc0 ls0 ws0">wynagrodzenia adek<span class="_ _1"></span>watnego, czyli kwoty wynagro<span class="_ _1"></span>dzenia <span class="_ _1"></span>minimalnego. </div></div></div><div class="pi" ></div></div><div id="pf49" class="pf w5 hc" ><div class="pc pc49 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">73<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h14 y8b6 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y228 ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ls9">13</span>: S1-10 Odpo<span class="_ _0"></span>wiednie pła<span class="_ _0"></span>ce<span class="ffa"> </span></div></div><div class="c xff y22a w13d hbc"><div class="t m0 x0 h16 y711 ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c xdf y22a w13e hbc"><div class="t m0 x68 h16 y711 ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c xff y33a w13d hdb"><div class="t m0 x0 h16 y8b7 ff1 fs1 fc0 sc0 ls0 ws0">Procent pracown<span class="_ _0"></span>ików otrzymując<span class="_ _0"></span>ych wynag<span class="_ _0"></span>rodzenia poni<span class="_ _0"></span>żej ustaloneg<span class="_ _0"></span>o </div><div class="t m0 x0 h16 y500 ff2 fs1 fc0 sc0 ls0 ws0">poziomu adekwatne<span class="_ _0"></span>go wynagr<span class="_ _0"></span>odzenia  </div></div><div class="c xdf y33a w13e hdb"><div class="t m0 x71 h16 y580 ff2 fs1 fc0 sc0 ls9 ws0">0%<span class="ls0"> </span></div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y8b8 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-11 Ochrona soc<span class="_ _1"></span>jalna<span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8b9 ff1 fs3 fc0 sc0 ls0 ws0">Wszyscy<span class="_ _1"></span> <span class="_ _1"></span>pracownicy <span class="_ _1"></span>zatrudnieni <span class="_ _1"></span>na <span class="_ _1"></span>u<span class="_ _1"></span>mowę <span class="_ _1"></span>o <span class="_ _1"></span>pracę <span class="_ _1"></span>o<span class="_ _1"></span>bjęci <span class="_ _1"></span>są <span class="_ _1"></span>ochroną <span class="_ _1"></span>prawn<span class="_ _1"></span>ą <span class="_ _1"></span>zapewnianą <span class="_ _1"></span>zgodn<span class="_ _1"></span>ie <span class="_ _1"></span>z </div><div class="t m0 x4 h6 y8ba ff1 fs3 fc0 sc0 ls0 ws0">Kodeksem <span class="_ _10"></span>Pracy. <span class="_ _10"></span>Osoby <span class="_ _10"></span>n<span class="_ _1"></span>ie <span class="_ _10"></span>będące <span class="_ _10"></span>pracownikami <span class="_ _10"></span>nie <span class="_ _0"></span>są <span class="_ _10"></span>objęci <span class="_ _10"></span>ochroną <span class="_ _10"></span>socjalną <span class="_ _0"></span>w <span class="_ _10"></span>ramach <span class="_ _10"></span>programów<span class="_ _1"></span> </div><div class="t m0 x4 h6 yba ff1 fs3 fc0 sc0 ls0 ws0">publicznych oraz świ<span class="_ _1"></span>adczeń oferowanych prz<span class="_ _1"></span>ez przedsiębiorstwo. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y8bb ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-12 Osoby z niep<span class="_ _1"></span>ełnosprawnościami<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8bc ff1 fs3 fc0 sc0 ls0 ws0">W 2024 roku osoby z n<span class="_ _1"></span>iepełnosprawnościami s<span class="_ _1"></span>tanowiły 2,19% zatrudn<span class="_ _1"></span>ionych w Grupie MIRBUD.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y8bd ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-13 Wskaźniki do<span class="_ _1"></span>tyczące szkoleń i ro<span class="_ _1"></span>zwoju umiejętności<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8be ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _10"></span>MIRBUD <span class="_ _10"></span>prowadz<span class="_ _1"></span>i <span class="_ _5"></span>re<span class="_ _1"></span>gularne <span class="_ _10"></span>szkolenia <span class="_ _10"></span>dla <span class="_ _10"></span>praco<span class="_ _1"></span>wników <span class="_ _5"></span>Gr<span class="_ _1"></span>upy. <span class="_ _10"></span>Poniższe <span class="_ _10"></span>zestawienie <span class="_ _10"></span>prezent<span class="_ _1"></span>uje </div><div class="t m0 x4 h6 y8bf ff1 fs3 fc0 sc0 ls0 ws0">średnią liczbę godzin szk<span class="_ _1"></span>oleniowych i rozmów rozwojo<span class="_ _1"></span>wych przypadającą na prac<span class="_ _1"></span>ownika w 2024 roku.<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 y848 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8c0 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 28: S1-13 W<span class="_ _10"></span>s<span class="_ _1"></span>kaźni<span class="_ _0"></span>ki dotyczące<span class="_ _0"></span> szkoleń i rozwoju u<span class="_ _10"></span>mi<span class="_ _1"></span>eję<span class="_ _0"></span>tności<span class="ffa"> </span></div></div><div class="c x20 yc5 w13f h4d"><div class="t m0 x2b h16 y308 ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c x53 yc5 w140 h4d"><div class="t m0 x65 h16 y20d ff2 fs1 fc5 sc0 ls0 ws0"> </div><div class="t m0 x100 h16 y1ee ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div><div class="t m0 x65 h16 y0 ff2 fs1 fc5 sc0 ls0 ws0"> </div></div><div class="c x20 y8c1 w13f hdc"><div class="t m0 x2b h29 y501 ff6 fs1 fc0 sc0 ls0 ws0">Średnia liczba g<span class="_ _0"></span>odzin szkolen<span class="_ _0"></span>iowych na osobę<span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x53 y8c1 w141 hdc"><div class="t m0 xe h29 y501 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x101 y8c1 w142 hdc"><div class="t m0 x2d h29 y501 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x20 y8c2 w13f hdd"><div class="t m0 x2b h29 y8c3 ff6 fs1 fc0 sc0 ls0 ws0">Średnia liczba g<span class="_ _0"></span>odzin szkolen<span class="_ _0"></span>iowych na jedną<span class="_ _10"></span> <span class="_ _1"></span>osobę<span class="ff3"> </span></div></div><div class="c x53 y8c2 w141 hdd"><div class="t m0 x57 h29 y8c3 ff3 fs1 fc0 sc0 ls0 ws0">4,84 </div></div><div class="c x101 y8c2 w142 hdd"><div class="t m0 xa8 h29 y8c3 ff3 fs1 fc0 sc0 ls0 ws0">4,87 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y6bd ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y8c4 w143 hbd"><div class="t m0 x2b h29 y706 ff6 fs1 fc0 sc0 ls0 ws0">Liczba rozmów<span class="_ _0"></span> rozwojowych na<span class="_ _10"></span> osobę zatrudniona na p<span class="_ _0"></span>odstawie </div><div class="t m0 x2b h29 y3c4 ff6 fs1 fc0 sc0 ls0 ws0">umowy o pracę <span class="_ _0"></span><span class="ff3"> </span></div></div><div class="c x102 y8c4 w144 hbd"><div class="t m0 x1d h29 y2d1 ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x103 y8c4 w145 hbd"><div class="t m0 x33 h29 y2d1 ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x104 y8c4 w146 hbd"><div class="t m0 xe h29 y2d1 ff6 fs1 fc0 sc0 ls0 ws0">Łącznie<span class="ff3"> </span></div></div><div class="c x20 y418 w143 h1a"><div class="t m0 x2b h16 y554 ff1 fs1 fc0 sc0 ls0 ws0">Liczba rozmów ro<span class="_ _0"></span>zwojowych<span class="_ _0"></span> na osobę <span class="_ _0"></span>zatrudniona na pod<span class="_ _0"></span>stawie </div><div class="t m0 x2b h16 y5fd ff1 fs1 fc0 sc0 ls0 ws0">umowy o pracę <span class="ff2"> </span></div></div><div class="c x102 y418 w144 h1a"><div class="t m0 xfa h16 y49a ff2 fs1 fc0 sc0 ls0 ws0">0,04 </div></div><div class="c x103 y418 w145 h1a"><div class="t m0 x1c h16 y49a ff2 fs1 fc0 sc0 ls0 ws0">0,09 </div></div><div class="c x104 y418 w146 h1a"><div class="t m0 x67 h16 y49a ff2 fs1 fc0 sc0 ls0 ws0">0,08 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y516 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y8c5 w147 hde"><div class="t m0 x2b h29 y727 ff3 fs1 fc0 sc0 ls0 ws0">Okres </div></div><div class="c x105 y8c5 w148 hde"><div class="t m0 xb h29 y4c4 ff3 fs1 fc0 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x20 y8c6 w147 h4e"><div class="t m0 x2b h29 y1ed ff6 fs1 fc0 sc0 ls0 ws0">Liczba rozmów<span class="_ _0"></span> rozwojowych pr<span class="_ _10"></span>oporcjonalna do uzgodnionej<span class="_ _0"></span> liczby roz<span class="_ _0"></span>mów </div><div class="t m0 x2b h29 y1ee ff3 fs1 fc0 sc0 ls0 ws0">rozwojowych d<span class="_ _0"></span>la danego okre<span class="_ _0"></span>su  </div></div><div class="c x105 y8c6 wb2 h4e"><div class="t m0 x22 h29 y2fe ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x106 y8c6 w149 h4e"><div class="t m0 x7f h29 y2fe ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x20 y6c5 w147 hdf"><div class="t m0 x2b h29 y1ec ff6 fs1 fc0 sc0 ls0 ws0">Liczba ukończonyc<span class="_ _0"></span>h rozmów ro<span class="_ _0"></span>zwojowych pr<span class="_ _0"></span>zypadających<span class="_ _0"></span> na zaplanowane<span class="_ _0"></span> rozmowy </div><div class="t m0 x2b h29 y20d ff3 fs1 fc0 sc0 ls0 ws0">rozwojowe </div></div><div class="c x105 y6c5 wb2 hdf"><div class="t m0 x6f h29 y27e ff3 fs1 fc0 sc0 ls0 ws0">1,00 </div></div><div class="c x106 y6c5 w149 hdf"><div class="t m0 x71 h29 y27e ff3 fs1 fc0 sc0 ls0 ws0">1,00 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y8c7 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-14 Wskaźniki b<span class="_ _1"></span>ezpieczeństwa i higi<span class="_ _1"></span>eny pracy <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8c8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>2024 <span class="_ _c"></span>wys<span class="_ _1"></span>tąpiło <span class="_ _c"></span>14 <span class="_ _c"></span>wypa<span class="_ _1"></span>dków <span class="_ _1"></span>wś<span class="_ _1"></span>ród <span class="_ _c"></span>pracowników, <span class="_ _d"></span>spośród <span class="_ _c"></span>n<span class="_ _1"></span>ich <span class="_ _c"></span>wszystk<span class="_ _1"></span>ie <span class="_ _1"></span>były <span class="_ _d"></span>wypadami <span class="_ _d"></span>lekkimi.  </div><div class="t m0 x4 h6 y8c9 ff1 fs3 fc0 sc0 ls0 ws0">Wśród  osób  zatrudnionych  przez  wy<span class="_ _1"></span>konawców,  pracujących  na  terenie  budów  lub  zakładów  GK </div><div class="t m0 x4 h6 y8ca ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD wystąpiło 5 wy<span class="_ _1"></span>padków, również lekk<span class="_ _1"></span>ich. Nie wystąpiły wypadki ś<span class="_ _1"></span>mier<span class="ff2">telne.<span class="_ _1"></span> </span></div><div class="t m0 x4 h16 y7d3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8cb ffa fs1 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h46 y8cc ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h46 y5cf ff5 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4a" class="pf w5 hc" ><div class="pc pc4a w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">74<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h26 y526 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 29: S1-14 W<span class="_ _10"></span>s<span class="_ _1"></span>kaźni<span class="_ _0"></span>ki bezpieczeń<span class="_ _0"></span>stwa i higien<span class="_ _0"></span>y pracy – wypadki<span class="ffa"> </span></div></div><div class="c x20 y8cd w14a h6d"><div class="t m0 x2b h5a y739 ff2 fsc fc5 sc0 ls0 ws0">Wypadki <span class="_ _0"></span><span class="ff1">wśród osób <span class="_ _0"></span>zatrudnion<span class="_ _0"></span>ych na umowi<span class="_ _0"></span>e o pra<span class="_ _0"></span>cę<span class="ff2"> </span></span></div></div><div class="c x20 y85 w14b he0"><div class="t m0 x2b h84 y5fd ff3 fsc fc0 sc0 ls0 ws0">Okres </div></div><div class="c x107 y85 w14c he0"><div class="t m0 x30 h84 y5fd ff3 fsc fc0 sc0 ls26 ws0">2024<span class="ls0"> </span></div></div><div class="c x20 y8ce w14b he1"><div class="t m0 x2b h5a y42a ff2 fsc fc0 sc0 ls0 ws0">Wypadki le<span class="_ _0"></span>kkie </div></div><div class="c x107 y8ce w14c he1"><div class="t m0 x67 h5a y42a ff2 fsc fc0 sc0 ls26 ws0">14<span class="ls0"> </span></div></div><div class="c x20 y8cf w14b h6d"><div class="t m0 x2b h5a y739 ff1 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>ciężkie<span class="ff2"> </span></div></div><div class="c x107 y8cf w14c h6d"><div class="t m0 xaa h5a y5de ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8d0 w14b h6d"><div class="t m0 x2b h5a y739 ff2 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span><span class="ff1">śmiertelne<span class="_ _0"></span><span class="ff2"> </span></span></div></div><div class="c x107 y8d0 w14c h6d"><div class="t m0 xaa h5a y739 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8d1 w14b he0"><div class="t m0 x2b h5a y5fd ff2 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>zbiorowe </div></div><div class="c x107 y8d1 w14c he0"><div class="t m0 xaa h5a y5fd ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 yb9 w14b he0"><div class="t m0 x2b h84 y5fd ff6 fsc fc0 sc0 ls0 ws0">Łącznie l<span class="_ _0"></span>iczba wy<span class="_ _0"></span>padków<span class="ff3"> </span></div></div><div class="c x107 yb9 w14c he0"><div class="t m0 x67 h84 y5fd ff3 fsc fc0 sc0 ls26 ws0">14<span class="ls0"> </span></div></div><div class="c x20 y4cf w14b h8d"><div class="t m0 x2b h84 y8d2 ff6 fsc fc0 sc0 ls0 ws0">Wypadki<span class="_ _0"></span> wśród os<span class="_ _0"></span>ób współp<span class="_ _0"></span>racującyc<span class="_ _10"></span>h<span class="_ _1"></span> na <span class="_ _0"></span>podstawie<span class="_ _0"></span> umów <span class="_ _0"></span>innych<span class="_ _0"></span> niż umowa<span class="_ _0"></span> o pracę<span class="ff3"> </span></div></div><div class="c x107 y4cf w14c h8d"><div class="t m0 x2b h84 y8d2 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y8d3 w14b h8c"><div class="t m0 x2b h5a y8d2 ff2 fsc fc0 sc0 ls0 ws0">Wypadki le<span class="_ _0"></span>kkie </div></div><div class="c x107 y8d3 w14c h8c"><div class="t m0 xaa h5a y8d2 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8d4 w14b h6d"><div class="t m0 x2b h5a y739 ff1 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>ciężkie<span class="ff2"> </span></div></div><div class="c x107 y8d4 w14c h6d"><div class="t m0 xaa h5a y739 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y551 w14b he2"><div class="t m0 x2b h5a y739 ff1 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>śmiertelne<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x107 y551 w14c he2"><div class="t m0 xaa h5a y739 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8d5 w14b h6d"><div class="t m0 x2b h5a y739 ff2 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>zbiorowe </div></div><div class="c x107 y8d5 w14c h6d"><div class="t m0 xaa h5a y739 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8d6 w14b h6d"><div class="t m0 x2b h84 y4be ff6 fsc fc0 sc0 ls0 ws0">Łącznie l<span class="_ _0"></span>iczba wy<span class="_ _0"></span>padków<span class="ff3"> </span></div></div><div class="c x107 y8d6 w14c h6d"><div class="t m0 xaa h84 y4be ff3 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8d7 w14b h6d"><div class="t m0 x2b h84 y739 ff6 fsc fc0 sc0 ls0 ws0">Wypadki<span class="_ _0"></span> wśród os<span class="_ _0"></span>ób zatrud<span class="_ _0"></span>nionych <span class="_ _0"></span>przez firmy <span class="_ _0"></span>podwyko<span class="_ _0"></span>nawcze, p<span class="_ _0"></span>racujących<span class="_ _0"></span> na tere<span class="_ _0"></span>nie zakład<span class="_ _0"></span>u<span class="ff3"> </span></div></div><div class="c x107 y8d7 w14c h6d"><div class="t m0 x2b h84 y739 ff3 fsc fc0 sc0 ls0 ws0">  </div></div><div class="c x20 y8d8 w14b h6b"><div class="t m0 x2b h5a y5fd ff2 fsc fc0 sc0 ls0 ws0">Wypadki le<span class="_ _0"></span>kkie </div></div><div class="c x107 y8d8 w14c h6b"><div class="t m0 xaa h5a y5fd ff2 fsc fc0 sc0 ls0 ws0">5 </div></div><div class="c x20 y8d9 w14b h6d"><div class="t m0 x2b h5a y4be ff1 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>ciężkie<span class="ff2"> </span></div></div><div class="c x107 y8d9 w14c h6d"><div class="t m0 xaa h5a y4be ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8da w14b h6d"><div class="t m0 x2b h5a y739 ff1 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>śmiertelne<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x107 y8da w14c h6d"><div class="t m0 xaa h5a y739 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8db w14b h6d"><div class="t m0 x2b h5a y739 ff2 fsc fc0 sc0 ls0 ws0">Wypadki <span class="_ _0"></span>zbiorowe </div></div><div class="c x107 y8db w14c h6d"><div class="t m0 xaa h5a y739 ff2 fsc fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8dc w14b he0"><div class="t m0 x2b h84 y5fd ff6 fsc fc0 sc0 ls0 ws0">Łącznie l<span class="_ _0"></span>iczba wy<span class="_ _0"></span>padków<span class="ff3"> </span></div></div><div class="c x107 y8dc w14c he0"><div class="t m0 xaa h84 y5fd ff3 fsc fc0 sc0 ls0 ws0">5 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y8dd ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8de ff1 fs3 fc0 sc0 ls0 ws0">Wśród <span class="_ _1"></span>pracownikó<span class="_ _1"></span>w <span class="_ _1"></span>Grupy <span class="_ _1"></span>liczba <span class="_ _1"></span>z<span class="_ _1"></span>arejestrowanych <span class="_ _1"></span>c<span class="_ _1"></span>horób <span class="_ _1"></span>zawodowych <span class="_ _c"></span>wyniosła <span class="_ _c"></span>0, <span class="_ _1"></span>natomias<span class="_ _1"></span>t <span class="_ _c"></span><span class="ff2">l<span class="_ _1"></span>iczba </span></div><div class="t m0 x4 h6 y65a ff1 fs3 fc0 sc0 ls0 ws0">dni <span class="_ _10"></span>niezdolności <span class="_ _10"></span>do<span class="_ _1"></span> <span class="_ _5"></span>prac<span class="_ _1"></span>y <span class="_ _10"></span>spowodowana<span class="_ _1"></span> <span class="_ _5"></span>kontuzj<span class="_ _1"></span>ami <span class="_ _10"></span>przy <span class="_ _10"></span>pracy <span class="_ _10"></span>lub <span class="_ _10"></span>z<span class="_ _1"></span>łym <span class="_ _5"></span>s<span class="_ _1"></span>tanem <span class="_ _10"></span>zdrowia <span class="_ _10"></span>w <span class="_ _10"></span>wyn<span class="_ _1"></span>iku <span class="_ _10"></span>pracy<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8df ff1 fs3 fc0 sc0 ls0 ws0">wyniosła 757. Wsk<span class="_ _1"></span>aźnik wypadków przy prac<span class="_ _1"></span>y pracowników w roku 2<span class="_ _1"></span>024 wyniósł 8,8. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 y3ea ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8e0 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 30: S1-14 W<span class="_ _10"></span>s<span class="_ _1"></span>kaźni<span class="_ _0"></span>ki bezpieczeń<span class="_ _0"></span>stwa i higien<span class="_ _0"></span>y pracy - dane BHP<span class="ffa"> </span></div></div><div class="c x20 y8e1 w14d hd4"><div class="t m0 x2b h16 y893 ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c x61 y8e1 w14e hd4"><div class="t m0 xfa h16 y893 ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x20 y8e2 w14d hd7"><div class="t m0 x2b h16 y4e8 ff1 fs1 fc0 sc0 ls0 ws0">Liczba przypadków<span class="_ _0"></span> zareje<span class="_ _0"></span>strowanych chorób <span class="_ _0"></span>zawodowych<span class="ff2"> </span></div></div><div class="c x61 y8e2 w14e hd7"><div class="t m0 x108 h16 y4e8 ff2 fs1 fc0 sc0 ls0 ws0">0 </div></div><div class="c x20 y8e3 w14d hd7"><div class="t m0 x2b h16 y4e8 ff1 fs1 fc0 sc0 ls0 ws0">Liczba dni niezdo<span class="_ _0"></span>lności do prac<span class="_ _0"></span>y spowod<span class="_ _0"></span>owana wypadkami<span class="_ _0"></span> przy pracy<span class="ff2"> </span></div></div><div class="c x61 y8e3 w14e hd7"><div class="t m0 x109 h16 y4e8 ff2 fs1 fc0 sc0 ls9 ws0">757<span class="ls0"> </span></div></div><div class="c x20 y796 w14d he3"><div class="t m0 x2b h16 y2fe ff1 fs1 fc0 sc0 ls0 ws0">Wskaźnik w<span class="_ _0"></span>ypadków przy <span class="ff2">pracy<span class="_ _0"></span> </span></div></div><div class="c x61 y796 w14e he3"><div class="t m0 x81 h16 y2fe ff2 fs1 fc0 sc0 ls0 ws0">8,80 </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y8e4 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-15 Wskaźniki ró<span class="_ _1"></span>wnowagi między życiem zawodo<span class="_ _1"></span>wym a prywatnym <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y458 ff1 fs3 fc0 sc0 ls0 ws0">Wszyscy <span class="_ _17"> </span>pracownicy <span class="_ _17"> </span>zatrudnieni <span class="_ _1d"> </span>na <span class="_ _17"> </span>umow<span class="_ _1"></span>ie <span class="_ _1d"> </span>o <span class="_ _1d"> </span>pr<span class="_ _1"></span>ace <span class="_ _1d"> </span>są <span class="_ _17"> </span>upoważnieni <span class="_ _17"> </span>do <span class="_ _1d"> </span>sk<span class="_ _1"></span>orzystania <span class="_ _1d"> </span>z <span class="_ _17"> </span>urlopu </div><div class="t m0 x4 h6 y8e5 ff1 fs3 fc0 sc0 ls0 ws0">rodzicielskiego. W roku 2<span class="_ _1"></span>024 skorzystało z niego 6,4<span class="_ _1"></span>8% kobiet oraz 4,96% męż<span class="_ _1"></span>czyzn. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y8e6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8e7 ffa fs1 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8e8 ffa fs1 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y434 ffa fs1 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8e9 ffa fs1 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8ea ffa fs1 fc4 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf4b" class="pf w5 hc" ><div class="pc pc4b w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">75<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h26 y526 ffa fs1 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y8eb ff9 fs1 fc4 sc0 ls0 ws0">Tabela 31: S1-15 W<span class="_ _10"></span>s<span class="_ _1"></span>kaźni<span class="_ _0"></span>k równow<span class="_ _0"></span>agi między ży<span class="_ _0"></span>ciem zawodowy<span class="_ _0"></span>m a prywatnym<span class="ffa"> </span></div></div><div class="c x20 y8ec w14f he4"><div class="t m0 x2b h16 y8ed ff2 fs1 fc5 sc0 ls0 ws0">Okres </div></div><div class="c x5f y8ec w150 he4"><div class="t m0 x58 h16 y8ed ff2 fs1 fc5 sc0 ls9 ws0">2024<span class="ls0"> </span></div></div><div class="c x20 y8ee w14f he4"><div class="t m0 x2b h29 y8ed ff6 fs1 fc0 sc0 ls0 ws0">Płeć<span class="ff3"> </span></div></div><div class="c x5f y8ee w151 he4"><div class="t m0 xbb h29 y8ed ff3 fs1 fc0 sc0 ls0 ws0">Kobiety </div></div><div class="c x6d y8ee w28 he4"><div class="t m0 x31 h29 y8ed ff6 fs1 fc0 sc0 ls0 ws0">Mężczyźni<span class="ff3"> </span></div></div><div class="c x20 y8ef w14f he5"><div class="t m0 x2b h16 y8f0 ff1 fs1 fc0 sc0 ls0 ws0">% osób na umow<span class="_ _0"></span>ach o pracę<span class="_ _0"></span> upoważnionych do<span class="_ _0"></span> urlopu rod<span class="_ _0"></span>zicielskie<span class="_ _0"></span>go w sumie osób<span class="_ _0"></span> zatrudnionych </div><div class="t m0 x2b h16 y72d ff1 fs1 fc0 sc0 ls0 ws0">na podstawie umów<span class="_ _0"></span> o pracę <span class="ff2"> </span></div></div><div class="c x5f y8ef w151 he5"><div class="t m0 x33 h16 y86e ff2 fs1 fc0 sc0 ls9 ws0">100%<span class="ls0"> </span></div></div><div class="c x6d y8ef w28 he5"><div class="t m0 x91 h16 y86e ff2 fs1 fc0 sc0 ls9 ws0">100%<span class="ls0"> </span></div></div><div class="c x20 y8f1 w14f he6"><div class="t m0 x2b h16 y4ff ff1 fs1 fc0 sc0 ls0 ws0">% osób na umow<span class="_ _0"></span>ach o pracę<span class="_ _0"></span> upoważnionych,<span class="_ _0"></span> które skor<span class="_ _0"></span>zystały z urlopu ro<span class="_ _0"></span>dzicielskiego<span class="ff2"> </span></div></div><div class="c x5f y8f1 w151 he6"><div class="t m0 x29 h16 y4ff ff2 fs1 fc0 sc0 ls0 ws0">6,48% </div></div><div class="c x6d y8f1 w28 he6"><div class="t m0 x84 h16 y4ff ff2 fs1 fc0 sc0 ls0 ws0">4,96% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 y8f2 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y8f3 ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-16 Wskaźniki w<span class="_ _1"></span>ynagrodzeń <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8f4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8f5 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>ta<span class="_ _1"></span>beli <span class="_ _d"></span>poniżej <span class="_ _d"></span>prezentow<span class="_ _1"></span>ane <span class="_ _c"></span>są <span class="_ _e"></span>dane <span class="_ _d"></span>dot. <span class="_ _d"></span>nieskory<span class="_ _1"></span>gowanej <span class="_ _d"></span>luki <span class="_ _d"></span>płacow<span class="_ _1"></span>ej, <span class="_ _e"></span>czyli <span class="_ _d"></span>różnicy <span class="_ _d"></span>w <span class="_ _d"></span>śr<span class="_ _1"></span>ednich </div><div class="t m0 x4 h6 y8f6 ff1 fs3 fc0 sc0 ls0 ws0">wynagrodzeniach między kobietami <span class="_ _10"></span>a<span class="_ _1"></span> <span class="_ _0"></span>mężczyznami, obliczona bez <span class="_ _10"></span>uwz<span class="_ _1"></span>ględnienia takich <span class="_ _10"></span>c<span class="_ _1"></span>zynników <span class="_ _0"></span>jak </div><div class="t m0 x4 h6 y48c ff1 fs3 fc0 sc0 ls0 ws0">stanowisko czy<span class="_ _1"></span> doświadczenie zawodowe.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h26 y8f7 ff9 fs1 fc4 sc0 ls0 ws0">Tabela 32: S1-16 W<span class="_ _10"></span>s<span class="_ _1"></span>kaźni<span class="_ _0"></span>k wynag<span class="_ _0"></span>rodzeń<span class="ffa"> </span></div></div><div class="c x20 y8f8 w152 he7"><div class="t m0 x10 h2 y2c0 ff2 fs0 fc5 sc0 ls0 ws0">Okres </div></div><div class="c x10a y8f8 w153 he7"><div class="t m0 xfa h2 y2c0 ff2 fs0 fc5 sc0 ls18 ws0">2024<span class="ls0"> </span></div></div><div class="c x20 y8f9 w152 he7"><div class="t m0 x10 h16 y8d2 ff2 fs1 fc0 sc0 ls0 ws0">CEO Pay Ratio<span class="_ _0"></span> </div></div><div class="c x10a y8f9 w153 he7"><div class="t m0 x10b h16 y8d2 ff2 fs1 fc0 sc0 ls0 ws0">231,06  </div></div><div class="c x20 y8fa w152 he8"><div class="t m0 x10 h16 y382 ff2 fs1 fc0 sc0 ls0 ws0">Gender Pay Gap (<span class="_ _10"></span>%<span class="_ _1"></span>) </div></div><div class="c x10a y8fa w153 he8"><div class="t m0 x7a h16 y382 ff2 fs1 fc0 sc0 ls0 ws0">10,25% </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h12 y8fb ff6 fsb fc0 sc0 lsb ws0">S1<span class="ls0">-17 Incydenty, s<span class="_ _1"></span>kargi i poważne wpływy na p<span class="_ _1"></span>rzestrzeganie praw </span></div><div class="t m0 x4 h12 y1c8 ff6 fsb fc0 sc0 ls0 ws0">człowieka <span class="ff3"> </span></div><div class="t m0 x4 h6 y8fc ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>roku <span class="_ _19"> </span>2<span class="_ _1"></span>024 <span class="_ _19"> </span>nie <span class="_ _19"> </span>zanoto<span class="_ _1"></span>wano <span class="_ _18"> </span>ża<span class="_ _1"></span>dnego <span class="_ _19"> </span>incydentu<span class="_ _1"></span> <span class="_ _18"> </span>dotyc<span class="_ _1"></span>zącego <span class="_ _19"> </span>poszanowa<span class="_ _1"></span>nia <span class="_ _19"> </span>praw <span class="_ _19"> </span>czło<span class="_ _1"></span>wieka </div><div class="t m0 x4 h6 y8fd ff1 fs3 fc0 sc0 ls0 ws0">związanego z pracown<span class="_ _1"></span>ikami własnymi.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h11 y8fe ff6 fsa fc0 sc0 ls0 ws0">S2 Pracownicy w<span class="_ _0"></span> łańcuchu wa<span class="_ _0"></span>rtości<span class="ff3"> </span></div><div class="t m0 x4 h12 y17d ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowanych stro<span class="_ _1"></span>n <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y8ff ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _f"> </span>ramach <span class="_ _f"> </span>bada<span class="_ _1"></span>nia <span class="_ _f"> </span>istotności  prowadzone <span class="_ _f"> </span>były <span class="_ _f"> </span>wy<span class="_ _1"></span>wiady <span class="_ _f"> </span>i <span class="_ _f"> </span>badania <span class="_ _f"> </span>anki<span class="_ _1"></span>etowe <span class="_ _f"> </span>z <span class="_ _f"> </span>przedstawicie<span class="_ _1"></span>lami </div><div class="t m0 x4 h6 y900 ff1 fs3 fc0 sc0 ls0 ws0">podmiotów <span class="_ _d"></span>w<span class="_ _1"></span> <span class="_ _d"></span>łańcuchu <span class="_ _e"></span>wartości <span class="_ _e"></span>Grupy <span class="_ _d"></span>MIRBUD.<span class="_ _1"></span> <span class="_ _d"></span>Wpływy<span class="_ _1"></span> <span class="_ _d"></span>na <span class="_ _d"></span>pracow<span class="_ _1"></span>ników <span class="_ _d"></span>w <span class="_ _e"></span>łańcuchu <span class="_ _d"></span>wartośc<span class="_ _1"></span>i <span class="_ _d"></span>były<span class="_ _1"></span> </div><div class="t m0 x4 h6 y901 ff1 fs3 fc0 sc0 ls0 ws0">jednym <span class="_ _11"> </span>z <span class="_ _11"> </span>badanych, <span class="_ _11"> </span>potencjalnie <span class="_ _11"> </span>istotnych <span class="_ _11"> </span>tematów. <span class="_ _11"> </span>Wnioski <span class="_ _11"> </span>z <span class="_ _11"> </span>badania <span class="_ _11"> </span>isto<span class="_ _1"></span>tno<span class="_ _1"></span>ści <span class="_ _16"> </span>będą <span class="_ _11"> </span>brane <span class="_ _11"> </span>pod<span class="_ _1"></span> </div><div class="t m0 x4 h6 y902 ff1 fs3 fc0 sc0 ls0 ws0">uwagę <span class="_ _1b"> </span>w <span class="_ _22"> </span>wewnętrznyc<span class="_ _1"></span>h <span class="_ _1b"> </span>procesach <span class="_ _22"> </span>zarządzania<span class="_ _1"></span> <span class="_ _1b"> </span>ryzykami, <span class="_ _1b"> </span>a <span class="_ _22"> </span>także <span class="_ _1b"> </span>o<span class="_ _1"></span>pracowywania <span class="_ _1b"> </span>p<span class="_ _1"></span>lanów </div><div class="t m0 x4 h6 y903 ff1 fs3 fc0 sc0 ls0 ws0">strategicznych w zakresie<span class="_ _1"></span> zrównoważonego rozwoju.<span class="_ _1"></span> <span class="ff2"> </span></div><div class="t m0 x4 h6 y904 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y905 ff1 fs3 fc0 sc0 ls0 ws0">Grupa  MIRBUD <span class="_ _1d"> </span>uwzględniła <span class="_ _1d"> </span>wpływy  na  prac<span class="_ _1"></span>owników  w  ła<span class="_ _1"></span>ńcuchu  wartości  o<span class="_ _1"></span>pracowując  „Zasady<span class="_ _1"></span> </div><div class="t m0 x4 h6 y906 ff1 fs3 fc0 sc0 ls0 ws0">postępowania dla kontra<span class="_ _1"></span>hentów MIRBUD S.A.”<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y907 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szanse<span class="_ _1"></span> oraz ich wzajemne związki <span class="_ _1"></span>ze </span></div><div class="t m0 x4 h12 y908 ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y6ab ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _10"></span>mo<span class="_ _1"></span>delu <span class="_ _10"></span>biznesowym Grupy <span class="_ _0"></span>MIRBUD <span class="_ _10"></span>doch<span class="_ _1"></span>odzi <span class="_ _10"></span>do interakcji <span class="_ _0"></span>z <span class="_ _0"></span>długimi <span class="_ _10"></span>łańc<span class="_ _1"></span>uchami <span class="_ _10"></span>wartości produktów </div><div class="t m0 x4 h6 y909 ff1 fs3 fc0 sc0 ls0 ws0">i materiałów niezbę<span class="_ _1"></span>dnych do realizacji inwestycj<span class="_ _1"></span>i budowlanych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y90a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y90b ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _e"></span>MIRBUD <span class="_ _e"> </span>wpływa <span class="_ _e"> </span>n<span class="_ _1"></span>a <span class="_ _e"></span>poziom <span class="_ _e"></span>ryzyka <span class="_ _e"> </span>i <span class="_ _e"> </span>sz<span class="_ _1"></span>ansy <span class="_ _d"></span>wz<span class="_ _1"></span>ględem <span class="_ _e"></span>łańcucha <span class="_ _e"></span>wartośc<span class="_ _1"></span>i <span class="_ _d"></span>stosuj<span class="_ _1"></span>ąc <span class="_ _e"></span>elementy </div><div class="t m0 x4 h6 y90c ff1 fs3 fc0 sc0 ls0 ws0">procesu należytej <span class="_ _0"></span>starannośc<span class="_ _1"></span>i <span class="_ _10"></span>wzglę<span class="_ _1"></span>dem <span class="_ _0"></span>praw człowieka w <span class="_ _10"></span>relacj<span class="_ _1"></span>ach <span class="_ _0"></span>z <span class="_ _0"></span>dostawcami i <span class="_ _0"></span>podwykon<span class="_ _1"></span>awcami. <span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4c" class="pf w5 hc" ><div class="pc pc4c w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">76<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y52 ff6 fs3 fc0 sc0 ls0 ws0">Charakterystyka pra<span class="_ _1"></span>cowników w łańcuchu wartości<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y53 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">Na poszczególnych et<span class="_ _1"></span>apach łańcucha wartości zi<span class="_ _1"></span>dentyfikowano następujące grup<span class="_ _1"></span>y pracowników.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y55 ff2 fs3 fc0 sc0 ls0 ws0">W <span class="_ _11"> </span>Ups<span class="_ _1"></span>tream <span class="_ _11"> </span>w <span class="_ _f"> </span>tier <span class="_ _f"> </span><span class="ff1">1 <span class="_ _11"> </span>prac<span class="_ _1"></span>ownicy <span class="_ _11"> </span>w <span class="_ _f"> </span>łańcuchu <span class="_ _11"> </span>warto<span class="_ _1"></span>ści <span class="_ _11"> </span>są <span class="_ _f"> </span>to <span class="_ _11"> </span>naj<span class="_ _1"></span>częściej <span class="_ _11"> </span>pracownicy<span class="_ _1"></span> <span class="_ _11"> </span>wykonawcó<span class="_ _1"></span>w </span></div><div class="t m0 x4 h6 y56 ff1 fs3 fc0 sc0 ls0 ws0">realizujących <span class="_ _11"> </span>prace <span class="_ _11"> </span>na <span class="_ _11"> </span>budowach, <span class="_ _11"> </span>gdzie <span class="_ _11"> </span>MIRBUD <span class="_ _11"> </span>S.A. <span class="_ _11"> </span>jest <span class="_ _11"> </span>generalnym <span class="_ _11"> </span>wykonawcą. <span class="_ _11"> </span>Wykonawc<span class="_ _1"></span>ów </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">można podzielić na dw<span class="_ _1"></span>ie grupy:<span class="ff2"> </span></div><div class="t m0 x6 h6 y90d ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">duzi wykonawcy z<span class="_ _1"></span>atrudniający pracowników wy<span class="_ _1"></span>konujących wysok<span class="_ _1"></span>ospecjalistyczne zadania,<span class="_ _c"></span></span> </span></div><div class="t m0 x6 h6 y90e ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">mniejsi <span class="_ _17"> </span>wy<span class="_ _1"></span>konawcy, <span class="_ _17"> </span>cz<span class="_ _1"></span>ęsto <span class="_ _17"> </span>lokalni, <span class="_ _18"> </span>którzy <span class="_ _18"> </span>zatrudni<span class="_ _1"></span>ają <span class="_ _17"> </span>pracowników <span class="_ _18"> </span>zam<span class="_ _1"></span>ieszkujących <span class="_ _18"> </span>w </span></span></div><div class="t m0 x9 h6 y90f ff1 fs3 fc0 sc0 ls0 ws0">obrębie inwestyc<span class="_ _1"></span>ji. <span class="ff2"> </span></div><div class="t m0 x9 h6 yba ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ybb ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _c"></span>tier <span class="_ _d"></span>2 <span class="_ _d"></span>s<span class="_ _1"></span>ą <span class="_ _c"></span>to <span class="_ _d"></span>prac<span class="_ _1"></span>ownicy <span class="_ _d"></span>podwykonawców <span class="_ _d"></span>rea<span class="_ _1"></span>lizujących <span class="_ _d"></span>prace <span class="_ _d"></span>na <span class="_ _d"></span>zlecenie <span class="_ _d"></span>wy<span class="_ _1"></span>konawców <span class="_ _c"></span>w <span class="_ _d"></span>t<span class="_ _1"></span>ier <span class="_ _c"></span>1, <span class="_ _d"></span>a </div><div class="t m0 x4 h6 ybc ff1 fs3 fc0 sc0 ls0 ws0">także <span class="_ _17"> </span>pracownicy <span class="_ _17"> </span>w <span class="_ _17"> </span>firmac<span class="_ _1"></span>h <span class="_ _1d"> </span>produkujący<span class="_ _1"></span>ch <span class="_ _1d"> </span>kompo<span class="_ _1"></span>nenty <span class="_ _1d"> </span>dostarcz<span class="_ _1"></span>ane <span class="_ _1d"> </span>na <span class="_ _17"> </span>inwes<span class="_ _1"></span>tycje <span class="_ _17"> </span>Grupy <span class="_ _17"> </span>oraz </div><div class="t m0 x4 h6 ybd ff1 fs3 fc0 sc0 ls0 ws0">pracownicy <span class="_ _11"> </span>zakładów <span class="_ _11"> </span>produkuj<span class="_ _1"></span>ących <span class="_ _16"> </span>energię <span class="_ _11"> </span>elektryc<span class="_ _1"></span>zną <span class="_ _16"> </span>i <span class="_ _11"> </span>ciepło. <span class="_ _16"> </span>N<span class="_ _1"></span>a <span class="_ _16"> </span>etapa<span class="_ _1"></span><span class="ff2">ch <span class="_ _11"> </span>od <span class="_ _11"> </span>cradle <span class="_ _11"> </span>do <span class="_ _11"> </span>tier <span class="_ _11"> </span>3+ </span></div><div class="t m0 x4 h6 ybe ff1 fs3 fc0 sc0 ls0 ws0">pracownicy <span class="_ _11"> </span>w <span class="_ _f"> </span>łańcuchu <span class="_ _11"> </span>w<span class="_ _1"></span>artości <span class="_ _11"> </span>zajmują <span class="_ _11"> </span>s<span class="_ _1"></span>ię <span class="_ _11"> </span>produkc<span class="_ _1"></span>ją <span class="_ _11"> </span>materiałów <span class="_ _11"> </span>budow<span class="_ _1"></span>lanych <span class="_ _11"> </span>oraz <span class="_ _f"> </span>wydobyciem </div><div class="t m0 x4 h6 ybf ff1 fs3 fc0 sc0 ls0 ws0">surowców energetycz<span class="_ _1"></span>nych. <span class="ff2"> </span></div><div class="t m0 x4 h6 yc0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y910 ff1 fs3 fc0 sc0 ls0 ws0">W downstream <span class="_ _1"></span>identyfikuje s<span class="_ _1"></span>ię pracowników klientów <span class="_ _1"></span>zlecających <span class="_ _1"></span>realizację inwestyc<span class="_ _1"></span>ji drogowych <span class="_ _c"></span>–<span class="ff2"> </span>są </div><div class="t m0 x4 h6 y911 ff1 fs3 fc0 sc0 ls0 ws0">to najczęśc<span class="_ _1"></span>iej podmioty publiczne <span class="_ _1"></span>i kubaturowy<span class="_ _1"></span>ch <span class="_ _1"></span>–<span class="ff2"> </span>zarówno p<span class="_ _1"></span>odmioty publiczne<span class="_ _1"></span>, jak <span class="_ _1"></span>i podmioty prawa </div><div class="t m0 x4 h6 y912 ff1 fs3 fc0 sc0 ls0 ws0">handlowego. <span class="_ _13"> </span>W <span class="_ _19"> </span>downstre<span class="_ _1"></span>am <span class="_ _19"> </span>istotni <span class="_ _13"> </span>są <span class="_ _19"> </span>także <span class="_ _13"> </span>pracownicy <span class="_ _13"> </span>naj<span class="_ _1"></span>emców <span class="_ _13"> </span>powierzchni <span class="_ _13"> </span>handlowych <span class="_ _13"> </span>i </div><div class="t m0 x4 h6 y913 ff2 fs3 fc0 sc0 ls0 ws0">logistycznych. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y914 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y915 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _5"></span>ra<span class="_ _1"></span>mach <span class="_ _5"></span>proc<span class="_ _1"></span>esów <span class="_ _5"></span>prow<span class="_ _1"></span>adzonych <span class="_ _10"></span>w <span class="_ _10"></span>zakresie <span class="_ _10"></span>identyfik<span class="_ _1"></span>acji <span class="_ _5"></span>ryz<span class="_ _1"></span>yka, <span class="_ _5"></span>nie <span class="_ _10"></span>wskazano <span class="_ _10"></span>obszarów <span class="_ _10"></span>narażonyc<span class="_ _1"></span>h </div><div class="t m0 x4 h6 y916 ff1 fs3 fc0 sc0 ls0 ws0">na <span class="_ _11"> </span>s<span class="_ _1"></span>zczególne <span class="_ _f"> </span>ryzyko <span class="_ _f"> </span>związane <span class="_ _f"> </span>z <span class="_ _f"> </span>naruszeniami <span class="_ _f"> </span>praw <span class="_ _f"> </span>człowieka. <span class="_ _f"> </span>Nie <span class="_ _f"> </span>zidentyfikowano <span class="_ _f"> </span>znacząceg<span class="_ _1"></span>o </div><div class="t m0 x4 h6 y1ea ff1 fs3 fc0 sc0 ls0 ws0">ryzyka wystąpienia prac<span class="_ _1"></span>y dzieci lub pracy prz<span class="_ _1"></span>ymusowej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y46e ff6 fsb fc0 sc0 lsb ws0">S2<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z pracownikami <span class="_ _1"></span>w łańcuchu wartości<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y6b ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y6c ff1 fs3 fc0 sc0 ls0 ws0">W Grupie <span class="_ _1"></span>Kapitałowej <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>przyjęty <span class="_ _1"></span>jest Kodeks <span class="_ _1"></span>Etyki <span class="_ _1"></span>Zawodowej Pracow<span class="_ _1"></span>nika i <span class="_ _1"></span>Współpracownika, </div><div class="t m0 x4 h6 y6d ff1 fs3 fc0 sc0 ls0 ws0">który odnosi <span class="_ _10"></span>s<span class="_ _1"></span>ię <span class="_ _0"></span>do <span class="_ _0"></span>współpracownikó<span class="_ _1"></span>w, <span class="_ _10"></span>w tym podwykonawców, którym zaleca <span class="_ _0"></span>się stosowanie do <span class="_ _10"></span>nie<span class="_ _1"></span>go </div><div class="t m0 x4 h6 y6e ff1 fs3 fc0 sc0 ls0 ws0">w <span class="_ _11"> </span>celu <span class="_ _f"> </span>utrzymania <span class="_ _11"> </span>wy<span class="_ _1"></span>sokich <span class="_ _11"> </span>s<span class="_ _1"></span>tandardów <span class="_ _11"> </span>jakości <span class="_ _f"> </span>i <span class="_ _11"> </span>etyk<span class="_ _1"></span>i <span class="_ _11"> </span>postępowan<span class="_ _1"></span><span class="ff2">ia. <span class="_ _11"> </span>D<span class="_ _1"></span>odatkowo <span class="_ _11"> </span>w <span class="_ _f"> </span>GK <span class="_ _11"> </span>MIRBUD<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y6f ff1 fs3 fc0 sc0 ls0 ws0">funkcjonują <span class="_ _1c"> </span>„Zasady <span class="_ _1b"> </span>postępow<span class="_ _1"></span>ania <span class="_ _1c"> </span>dla <span class="_ _1c"> </span>Kontrahen<span class="_ _1"></span>tów <span class="_ _1f"> </span>M<span class="_ _1"></span>IRBUD <span class="_ _1c"> </span>S.A.”, <span class="_ _1c"> </span>w <span class="_ _1b"> </span>których <span class="_ _1c"> </span>ws<span class="_ _1"></span>zystkich </div><div class="t m0 x4 h6 y70 ff1 fs3 fc0 sc0 ls0 ws0">kontrahentów zobow<span class="_ _1"></span>iązuje się do postępowania zgo<span class="_ _1"></span>dnie z postanowieniami K<span class="_ _1"></span>odeksu Etyki. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y71 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y72 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _16"> </span>Zas<span class="_ _1"></span>adach <span class="_ _16"> </span>p<span class="_ _1"></span>ostępowania <span class="_ _11"> </span>zobowiązuje <span class="_ _11"> </span>się <span class="_ _11"> </span>Kontrah<span class="_ _1"></span>entów <span class="_ _16"> </span>do <span class="_ _11"> </span>prz<span class="_ _1"></span>estrzegania <span class="_ _11"> </span>prawa, <span class="_ _11"> </span>które <span class="_ _11"> </span>dotyczy </div><div class="t m0 x4 h6 y73 ff1 fs3 fc0 sc0 ls0 ws0">wszystkich <span class="_ _f"> </span>płaszczyzn <span class="_ _f"> </span>działalności, <span class="_ _11"> </span>w<span class="_ _1"></span> <span class="_ _11"> </span>szcz<span class="_ _1"></span>ególności: <span class="_ _11"> </span>praw<span class="_ _1"></span> <span class="_ _11"> </span>człowieka, <span class="_ _f"> </span>w <span class="_ _11"> </span>ty<span class="_ _1"></span>m <span class="_ _11"> </span>praw <span class="_ _f"> </span>pracown<span class="_ _1"></span>iczych, </div><div class="t m0 x4 h6 y74 ff1 fs3 fc0 sc0 ls0 ws0">przepisów  dotyczący<span class="_ _1"></span>ch  ochrony <span class="_ _f"> </span>środo<span class="_ _1"></span>wiska,  zapobiegania  łapownictwu  i  praktykom  korupcyjnym,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y75 ff1 fs3 fc0 sc0 ls0 ws0">udostępniania  informac<span class="_ _1"></span>ji  i  bezpieczeństwa  interesó<span class="_ _1"></span>w  konsumentów.  Kolejnym  zobowiąza<span class="_ _1"></span>niem  dla </div><div class="t m0 x4 h6 y917 ff1 fs3 fc0 sc0 ls0 ws0">Kontrahentów <span class="_ _c"></span>wy<span class="_ _1"></span>nikającym <span class="_ _c"></span>z <span class="_ _c"></span>Zasad <span class="_ _c"></span>j<span class="_ _1"></span>est <span class="_ _1"></span>z<span class="_ _1"></span>obowiązanie <span class="_ _c"></span>się <span class="_ _c"></span>do <span class="_ _c"></span>przes<span class="_ _1"></span>trzegania<span class="_ _1"></span><span class="ff2"> <span class="_ _c"></span>ws<span class="_ _1"></span>zelkich <span class="_ _1"></span>n<span class="_ _1"></span>orm <span class="_ _1"></span>i <span class="_ _c"></span>z<span class="_ _1"></span>asad </span></div><div class="t m0 x4 h6 y918 ff1 fs3 fc0 sc0 ls0 ws0">wynikających z powsz<span class="_ _1"></span>echnie obowiązujących źródeł pr<span class="_ _1"></span>awa krajowego oraz prawa <span class="_ _1"></span>międzynarodowego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ya8 ff1 fs3 fc0 sc0 ls0 ws0">Zasady <span class="_ _1"></span>mówią <span class="_ _1"></span>takż<span class="_ _1"></span>e <span class="_ _1"></span>o <span class="_ _1"></span>wpływie <span class="_ _1"></span>kontrah<span class="_ _1"></span>entów <span class="_ _1"></span>na <span class="_ _1"></span>ich <span class="_ _1"></span>prac<span class="_ _1"></span>owników <span class="_ _1"></span>poprzez <span class="_ _1"></span>zapewnieni<span class="_ _1"></span>e <span class="_ _1"></span>pracownikom </div><div class="t m0 x4 h6 y919 ff1 fs3 fc0 sc0 ls0 ws0">(oraz <span class="_ _d"></span>innym<span class="_ _1"></span> <span class="_ _d"></span>osobom <span class="_ _d"></span>wy<span class="_ _1"></span>konującym <span class="_ _d"></span>prac<span class="_ _1"></span>ę <span class="_ _d"></span>na <span class="_ _d"></span>p<span class="_ _1"></span>odstawie <span class="_ _d"></span>pozapracow<span class="_ _1"></span>niczych <span class="_ _d"></span>stosunków <span class="_ _e"></span>zatrudnien<span class="_ _1"></span>ia) </div><div class="t m0 x4 h6 y91a ff1 fs3 fc0 sc0 ls0 ws0">warunków  pracy <span class="_ _f"> </span>wolnych  od <span class="_ _f"> </span>wszelkich  przejawów  dyskryminacji, <span class="_ _f"> </span>mo<span class="_ _1"></span>bbingu <span class="_ _f"> </span>l<span class="_ _1"></span>ub  innych <span class="_ _f"> </span>zachowa<span class="_ _1"></span>ń </div><div class="t m0 x4 h6 y91b ff1 fs3 fc0 sc0 ls0 ws0">naruszających <span class="_ _13"> </span>godność <span class="_ _13"> </span>pracownika. <span class="_ _13"> </span>Kontrahenci <span class="_ _19"> </span>s<span class="_ _1"></span>ą <span class="_ _19"> </span>także <span class="_ _13"> </span>zobowiązani <span class="_ _13"> </span>do <span class="_ _13"> </span>terminowej <span class="_ _13"> </span>wypłaty </div><div class="t m0 x4 h6 y91c ff1 fs3 fc0 sc0 ls0 ws0">wynagrodzeń, <span class="_ _e"></span>w <span class="_ _e"></span>wysokości <span class="_ _d"></span>wy<span class="_ _1"></span>nikającej <span class="_ _d"></span>z<span class="_ _1"></span> <span class="_ _d"></span>ilości <span class="_ _e"></span>i <span class="_ _d"></span>jako<span class="_ _1"></span>ści <span class="_ _d"></span>świadcz<span class="_ _1"></span>onej <span class="_ _d"></span>pracy. <span class="_ _e"></span>Kontrahe<span class="_ _1"></span>nci <span class="_ _c"></span>s<span class="_ _1"></span>ą <span class="_ _d"></span>równi<span class="_ _1"></span>eż </div><div class="t m0 x4 h6 y91d ff1 fs3 fc0 sc0 ls0 ws0">zobowiązani do n<span class="_ _1"></span>iezatrudniania dzieci oraz zerowej<span class="_ _1"></span><span class="ff2"> </span>toleranc<span class="_ _1"></span>ji dla pracy przymusowej i h<span class="_ _1"></span>andlu ludźmi.<span class="_ _1"></span><span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4d" class="pf w5 hc" ><div class="pc pc4d w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">77<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff6 fsb fc0 sc0 lsb ws0">S2<span class="ls0">-2 Procesy wsp<span class="_ _1"></span>ółpracy z osobami wykonują<span class="_ _1"></span>cym pracę w łańcu<span class="_ _1"></span>chu </span></div><div class="t m0 x4 h12 y228 ff6 fsb fc0 sc0 ls0 ws0">wartości w zakresi<span class="_ _1"></span>e wpływów<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y229 ff1 fs3 fc0 sc0 ls0 ws0">W  ramach  procesów  prowadzonych  w  2024  roku  w  Grupie  MIRBUD  nie  ustalono <span class="_ _f"> </span>s<span class="_ _1"></span>ystemowego </div><div class="t m0 x4 h6 y22a ff1 fs3 fc0 sc0 ls0 ws0">podejścia <span class="_ _11"> </span>do <span class="_ _11"> </span>współpracy <span class="_ _11"> </span>w <span class="_ _11"> </span>zakresie <span class="_ _11"> </span>wpływów <span class="_ _11"> </span>z <span class="_ _11"> </span>pracownika<span class="_ _1"></span>mi <span class="_ _16"> </span>w <span class="_ _11"> </span>łańcuchu <span class="_ _11"> </span>wa<span class="_ _1"></span>rtości. <span class="_ _16"> </span>Wspó<span class="_ _1"></span>łpraca <span class="_ _16"> </span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y22b ff1 fs3 fc0 sc0 ls0 ws0">pracownikami <span class="_ _1"></span>w<span class="_ _1"></span> <span class="_ _1"></span>łańcuchu <span class="_ _c"></span>wartości <span class="_ _c"></span>dotyczy <span class="_ _1"></span>najc<span class="_ _1"></span>zęściej <span class="_ _1"></span>pracowników<span class="_ _1"></span> <span class="_ _1"></span>podwykonawców, <span class="_ _e"></span>którzy <span class="_ _1"></span>pracuj<span class="_ _1"></span>ą </div><div class="t m0 x4 h6 y1b8 ff1 fs3 fc0 sc0 ls0 ws0">na <span class="_ _13"> </span>budowach <span class="_ _13"> </span>GK <span class="_ _13"> </span>MIRBUD <span class="_ _13"> </span>i <span class="_ _13"> </span>związana <span class="_ _13"> </span>jest <span class="_ _13"> </span>z <span class="_ _13"> </span>zapewnieniem <span class="_ _13"> </span>bez<span class="_ _1"></span>pieczeństwa <span class="_ _13"> </span>i <span class="_ _19"> </span>h<span class="_ _1"></span>igieny <span class="_ _19"> </span>pracy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y598 ff1 fs3 fc0 sc0 ls0 ws0">pracowników w łańcuch<span class="_ _1"></span>u wartości. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y91e ff6 fsb fc0 sc0 lsb ws0">S2<span class="ls0">-3 Procesy niwe<span class="_ _1"></span>lowania negatywny<span class="_ _1"></span>ch wpływów i kanały zgłasza<span class="_ _1"></span>nia </span></div><div class="t m0 x4 h12 y91f ff6 fsb fc0 sc0 ls0 ws0">problemów przez pr<span class="_ _1"></span>acowników w łańcuchu wart<span class="_ _1"></span>ości <span class="ff3"> </span></div><div class="t m0 x4 h6 y920 ff1 fs3 fc0 sc0 ls0 ws0">W Grupie <span class="_ _1"></span>Kapitałowej MIR<span class="_ _1"></span>BUD przyjęta j<span class="_ _1"></span>est „Procedura <span class="_ _1"></span>zgłaszania niepraw<span class="_ _1"></span>idłowości i n<span class="_ _1"></span>adużyć, w tym<span class="_ _1"></span> </div><div class="t m0 x4 h6 y921 ff1 fs3 fc0 sc0 ls0 ws0">korupcji”, która wyz<span class="_ _1"></span>nacza ścieżkę zgłaszania wsz<span class="_ _1"></span>elkich naruszeń lub nieprawi<span class="_ _1"></span>dłowości:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y821 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>na adres email: bez<span class="_ _1"></span>piecznalinia@mirbud.p<span class="_ _1"></span>l;  </span></div><div class="t m0 x6 h6 y1a ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">na <span class="_ _c"></span>adres <span class="_ _d"></span>korespondenc<span class="_ _1"></span>yjny <span class="_ _c"></span>spółki <span class="_ _d"></span>z <span class="_ _c"></span>dop<span class="_ _1"></span>iskiem <span class="_ _1"></span>„<span class="_ _1"></span>Do <span class="_ _c"></span>rąk <span class="_ _d"></span>własnych <span class="_ _d"></span>Prezesa <span class="_ _c"></span>Zarz<span class="_ _1"></span>ądu” <span class="_ _c"></span>lub <span class="_ _d"></span>„Do </span></span></div><div class="t m0 x9 h6 y143 ff1 fs3 fc0 sc0 ls0 ws0">rąk własnych Przewodn<span class="_ _1"></span>iczącego Rady Nadzorcz<span class="_ _1"></span>ej”.<span class="ff2"> </span></div><div class="t m0 x4 h12 y922 ff6 fsb fc0 sc0 lsb ws0">S2<span class="ls0">-4 Podejmowani<span class="_ _1"></span>e działań dotyczący<span class="_ _1"></span>ch istotnych wpływó<span class="_ _1"></span>w na osoby </span></div><div class="t m0 x4 h12 y923 ff6 fsb fc0 sc0 ls0 ws0">wykonujące pracę <span class="_ _1"></span>w łańcuchu wartości oraz <span class="_ _1"></span>stosowanie podejść </div><div class="t m0 x4 h12 y924 ff6 fsb fc0 sc0 ls0 ws0">służących zarządz<span class="_ _1"></span>aniu istotnymi ryzyk<span class="_ _1"></span>ami i wykorzystywaniu istotn<span class="_ _1"></span>ych </div><div class="t m0 x4 h12 y469 ff6 fsb fc0 sc0 ls0 ws0">szans związanych <span class="_ _1"></span>z osobami wykonują<span class="_ _1"></span>cymi pracę w łańcuchu wart<span class="_ _1"></span><span class="ls19">ości </span></div><div class="t m0 x4 h12 y925 ff6 fsb fc0 sc0 ls0 ws0">oraz skuteczność t<span class="_ _1"></span>ych działań <span class="ff3"> </span></div><div class="t m0 x4 h6 y926 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>2024 <span class="_ _1"></span>r<span class="_ _1"></span>oku <span class="_ _1"></span>kontynuowan<span class="_ _1"></span>e <span class="_ _1"></span>były <span class="_ _1"></span>dział<span class="_ _1"></span>ania <span class="_ _1"></span>dotyczące <span class="_ _c"></span>istotnych <span class="_ _c"></span>wpływów <span class="_ _c"></span>na <span class="_ _1"></span>prac<span class="_ _1"></span>owników <span class="_ _1"></span>w <span class="_ _c"></span>łańcuchu </div><div class="t m0 x4 h6 y927 ff1 fs3 fc0 sc0 ls0 ws0">wartości. <span class="_ _11"> </span>Wszysc<span class="_ _1"></span>y <span class="_ _11"> </span>wykonawcy <span class="_ _11"> </span>zawierając<span class="_ _1"></span>y <span class="_ _11"> </span>umowy <span class="_ _11"> </span>i <span class="_ _11"> </span>realizujący<span class="_ _1"></span> <span class="_ _16"> </span>prac<span class="_ _1"></span>e <span class="_ _16"> </span>na <span class="_ _11"> </span>r<span class="_ _1"></span>zecz <span class="_ _11"> </span>Grupy <span class="_ _11"> </span>Kapitałow<span class="_ _1"></span>ej </div><div class="t m0 x4 h6 y928 ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD zobowiąz<span class="_ _1"></span>ani są do przestrzegania „Zasa<span class="_ _1"></span>d postępowania dla Kon<span class="_ _1"></span>trahe<span class="_ _1"></span>ntów MIRBUD S.A.”</div></div></div><div class="pi" ></div></div><div id="pf4e" class="pf w88 h64" ><div class="pc pc4e w88 h64"><img class="bi x4 y0 w154 h65" alt="" 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"/><div class="c x0 y0 w8a h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls2f ws0">78<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y491 ff6 fsb fc0 sc0 lsb ws0">S2<span class="ls0">-5 Cele dotyczą<span class="_ _1"></span>ce zarządzania istotn<span class="_ _1"></span>ymi negatywnymi w<span class="_ _1"></span>pływami, zwiększan<span class="_ _1"></span>ia pozytywnych wpływów i </span></div><div class="t m0 x4 h12 y867 ff6 fsb fc0 sc0 ls0 ws0">zarządzania istotny<span class="_ _1"></span>mi ryzykami i szans<span class="_ _1"></span>ami<span class="ff3"> </span></div><div class="t m0 x4 h10 y929 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y92a ff1 fs3 fc0 sc0 ls0 ws0">W ramach strategii Zrówn<span class="_ _1"></span>oważonego Rozwoj<span class="_ _1"></span>u Grupa Kapitałowa MIRBU<span class="_ _1"></span>D przyjęła cel strategiczny<span class="_ _1"></span> związany z podnosze<span class="_ _1"></span>niem standardó<span class="_ _c"></span>w bezpieczeństwa </div><div class="t m0 x4 h6 y92b ff1 fs3 fc0 sc0 ls0 ws0">pracowników w łańcuch<span class="_ _1"></span>u wartości. Cel operacyj<span class="_ _1"></span>ny przyjęty w typ obszarz<span class="_ _1"></span>e dotyczy redukcji wypadków śmiert<span class="_ _1"></span>elnych i c<span class="_ _1"></span>iężkich wśró<span class="_ _1"></span>d podwykonawców:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 y92c ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y92d ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ls9">14</span>: S2-5 Cele do<span class="_ _0"></span>tyczące za<span class="_ _0"></span>rządzania istotn<span class="_ _0"></span>ymi negatywnym<span class="_ _0"></span>i wpływam<span class="_ _0"></span>i, zwiększania<span class="_ _0"></span> pozytywn<span class="_ _0"></span>ych wpływów <span class="_ _0"></span>i zarządzania i<span class="_ _0"></span>stotnymi ryzy<span class="_ _0"></span>kami<span class="_ _1"></span> i istotnymi szan<span class="_ _10"></span>s<span class="_ _1"></span>ami<span class="ffa"> </span></div></div><div class="c x20 y92e w155 hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">CEL STRATEGICZNY<span class="_ _1"></span> </div></div><div class="c x10c y92e w13 hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span> </div></div><div class="c x10d y92e w8d hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">ROK BAZOWY </div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2023 </div></div><div class="c xb1 y92e w156 hce"><div class="t m0 x10 h67 y50b ff1 fsd fc5 sc0 ls0 ws0">CEL KRÓTKOTERM<span class="_ _1"></span>INOWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2025 </div></div><div class="c x72 y92e w157 hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">CEL <span class="ff1">ŚREDNIOTER<span class="_ _1"></span>MINOWY</span> </div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2030 </div></div><div class="c x10e y92e w158 hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">WYNIK W 2024 </div></div><div class="c x10f y92e w150 hce"><div class="t m0 x10 h68 y2aa ff3 fsd fc5 sc0 ls0 ws0"> </div><div class="t m0 x10 h67 y86e ff2 fsd fc5 sc0 ls0 ws0">OSOBA </div><div class="t m0 x10 h67 y49a ff2 fsd fc5 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span> </div></div><div class="c x20 y1aa w155 he9"><div class="t m0 x10 h29 y92f ff6 fs1 fc0 sc0 ls0 ws0">ZWIĘKSZYM<span class="_ _0"></span>Y </div><div class="t m0 x10 h29 y930 ff3 fs1 fc0 sc0 ls0 ws0">STANDARDY </div><div class="t m0 x10 h29 y71f ff6 fs1 fc0 sc0 ls0 ws0">BEZPIECZEŃS<span class="_ _0"></span>TWA<span class="ff3"> </span></div></div><div class="c x10c y1aa w13 he9"><div class="t m0 x10 h16 y92f ff2 fs1 fc0 sc0 ls0 ws0">Upstream </div></div><div class="c x10d y1aa w8d he9"><div class="t m0 x10 h16 y92f ff1 fs1 fc0 sc0 ls0 ws0">Nastąpił jeden </div><div class="t m0 x10 h16 y930 ff2 fs1 fc0 sc0 ls0 ws0">wypadek </div><div class="t m0 x10 h16 y71f ff1 fs1 fc0 sc0 ls0 ws0">śmiertelny.<span class="ff2"> </span></div></div><div class="c xb1 y1aa w156 he9"><div class="t m0 x10 h16 y92f ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> </div><div class="t m0 x10 h16 y930 ff1 fs1 fc0 sc0 ls0 ws0">śmiertelnych i obn<span class="_ _0"></span>iżenie </div><div class="t m0 x10 h16 y71f ff1 fs1 fc0 sc0 ls0 ws0">wskaźnika wypad<span class="_ _10"></span>k<span class="_ _1"></span>ów </div><div class="t m0 x10 h16 y931 ff1 fs1 fc0 sc0 ls0 ws0">ciężkich wśród </div><div class="t m0 x10 h29 y588 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców.<span class="ff3"> </span></div></div><div class="c x72 y1aa w157 he9"><div class="t m0 x10 h16 y92f ff1 fs1 fc0 sc0 ls0 ws0">Zero wypadków<span class="_ _0"></span> </div><div class="t m0 x10 h16 y930 ff1 fs1 fc0 sc0 ls0 ws0">śmiertelnych i <span class="_ _0"></span>zero </div><div class="t m0 x10 h16 y71f ff1 fs1 fc0 sc0 ls0 ws0">wypadków cię<span class="_ _0"></span>żkich wśród </div><div class="t m0 x10 h29 y931 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców.<span class="ff3"> </span></div></div><div class="c x10e y1aa w158 he9"><div class="t m0 x10 h16 y92f ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>o. Zero </div><div class="t m0 x10 h16 y930 ff1 fs1 fc0 sc0 ls0 ws0">wypadków śmier<span class="_ _0"></span>telnych.<span class="ff2"> </span></div></div><div class="c x10f y1aa w150 he9"><div class="t m0 x10 h16 y92f ff1 fs1 fc0 sc0 ls0 ws0">Kierownik Działu<span class="_ _0"></span> BHP<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf4f" class="pf w5 hc" ><div class="pc pc4f w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls2f ws0">79<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h11 y932 ff6 fsa fc0 sc0 ls0 ws0">S3 Społecznośc<span class="_ _0"></span>i dotknięte<span class="_ _0"></span> wpływem<span class="ff3"> </span></div><div class="t m0 x4 h12 y933 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie zainteresowanych stro<span class="_ _1"></span>n <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y934 ff1 fs3 fc0 sc0 ls0 ws0">Społeczności <span class="_ _1"></span>lokalne <span class="_ _1"></span>uwzględniane <span class="_ _1"></span>są w <span class="_ _1"></span>strategii <span class="_ _1"></span>biznesowej <span class="_ _1"></span>Grupy MIR<span class="_ _1"></span>BUD jak<span class="_ _1"></span>o szc<span class="_ _1"></span>zególnie istotny<span class="_ _1"></span> </div><div class="t m0 x4 h6 y935 ff1 fs3 fc0 sc0 ls0 ws0">interesariusz. <span class="_ _18"> </span>Re<span class="_ _1"></span>alizacja <span class="_ _18"> </span>inwesty<span class="_ _1"></span>cji <span class="_ _18"> </span>budowlanych <span class="_ _19"> </span>doc<span class="_ _1"></span>elowo <span class="_ _17"> </span>w<span class="_ _1"></span>pływa <span class="_ _18"> </span>pozyty<span class="_ _1"></span>wnie <span class="_ _18"> </span>na <span class="_ _19"> </span>jakość <span class="_ _19"> </span>życia </div><div class="t m0 x4 h6 y936 ff1 fs3 fc0 sc0 ls0 ws0">lokalnych społeczności, <span class="_ _0"></span>jednak<span class="_ _1"></span> <span class="_ _10"></span>w trakcie ich <span class="_ _0"></span>realizacji mogą <span class="_ _0"></span>stano<span class="_ _1"></span>wić uciążliwości. Utrzymanie dobrych </div><div class="t m0 x4 h6 y3f7 ff1 fs3 fc0 sc0 ls0 ws0">relacji <span class="_ _e"></span>ze <span class="_ _d"></span>spo<span class="_ _1"></span>łecznościami <span class="_ _e"></span>lokalnymi <span class="_ _e"></span>przekłada <span class="_ _e"></span>się <span class="_ _e"></span>na <span class="_ _e"></span>sprawność <span class="_ _e"></span>i <span class="_ _d"></span>t<span class="_ _1"></span>erminowość <span class="_ _e"></span>realizacji <span class="_ _e"></span>inwestycj<span class="_ _1"></span>i. </div><div class="t m0 x4 h6 y937 ff1 fs3 fc0 sc0 ls0 ws0">Wnioski <span class="_ _1"></span>i <span class="_ _c"></span>wątp<span class="_ _1"></span>liwości <span class="_ _1"></span>odnoś<span class="_ _1"></span>nie <span class="_ _1"></span>do <span class="_ _1"></span>rea<span class="_ _1"></span>lizacji <span class="_ _1"></span>danej <span class="_ _c"></span>inwesty<span class="_ _1"></span>cji <span class="_ _1"></span>mogą <span class="_ _1"></span>być<span class="_ _1"></span> <span class="_ _1"></span>zgłaszan<span class="_ _1"></span>e <span class="_ _1"></span>przez <span class="_ _c"></span>społeczności </div><div class="t m0 x4 h6 y938 ff2 fs3 fc0 sc0 ls0 ws0">lokalne <span class="_ _16"> </span>p<span class="_ _1"></span>odczas <span class="_ _11"> </span>sp<span class="ff1">otkań <span class="_ _11"> </span>oraz <span class="_ _11"> </span>kanałami <span class="_ _11"> </span>komunikacji<span class="_ _1"></span>. <span class="_ _16"> </span>Na <span class="_ _11"> </span>początku <span class="_ _11"> </span>realizacji <span class="_ _11"> </span>inwestycj<span class="_ _1"></span>i, <span class="_ _16"> </span>szczególnie </span></div><div class="t m0 x4 h6 y939 ff1 fs3 fc0 sc0 ls0 ws0">podczas <span class="_ _1"></span>realizacj<span class="_ _1"></span>i <span class="_ _1"></span>kontraktów <span class="_ _1"></span>drogowych, <span class="_ _c"></span>odbywają <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>spotkania, <span class="_ _1"></span>podczas <span class="_ _1"></span>który<span class="_ _1"></span>ch <span class="_ _1"></span>wyjaśniane <span class="_ _1"></span>jest <span class="_ _1"></span>w </div><div class="t m0 x4 h6 y3be ff1 fs3 fc0 sc0 ls0 ws0">jaki <span class="_ _e"> </span>sposób <span class="_ _16"> </span>bę<span class="_ _1"></span>dzie <span class="_ _e"> </span>wygląd<span class="_ _1"></span>ała <span class="_ _e"></span>realizacja <span class="_ _16"> </span>danego <span class="_ _16"> </span>kont<span class="_ _1"></span>raktu. <span class="_ _e"></span>W <span class="_ _e"> </span>ty<span class="_ _1"></span>m <span class="_ _e"></span>czasie <span class="_ _16"> </span>miesz<span class="_ _1"></span>k<span class="_ _1"></span>ańcy <span class="_ _16"> </span>mogą <span class="_ _e"> </span>z<span class="_ _1"></span>głosić </div><div class="t m0 x4 h6 y93a ff1 fs3 fc0 sc0 ls0 ws0">swoje <span class="_ _10"></span>uwag<span class="_ _1"></span>i <span class="_ _10"></span>i <span class="_ _10"></span>wątpliwości, <span class="_ _10"></span>c<span class="_ _1"></span>o <span class="_ _10"></span>pozwala <span class="_ _10"></span>na <span class="_ _0"></span>zażegnanie <span class="_ _10"></span>p<span class="_ _1"></span>otencjalnych <span class="_ _10"></span>sytuacj<span class="_ _1"></span>i <span class="_ _10"></span>kryzysowych <span class="_ _10"></span>jes<span class="_ _1"></span>zcze <span class="_ _10"></span>przed </div><div class="t m0 x4 h6 y93b ff1 fs3 fc0 sc0 ls0 ws0">rozpoczęciem realizacj<span class="_ _1"></span>i inwestycji. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y93c ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szanse<span class="_ _1"></span> oraz ich wzajemne związki <span class="_ _1"></span>ze </span></div><div class="t m0 x4 h12 y1e6 ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y1c0 ff1 fs3 fc0 sc0 ls0 ws0">Społeczności <span class="_ _13"> </span>lokalne <span class="_ _13"> </span>stanowią <span class="_ _13"> </span>istotneg<span class="_ _1"></span>o <span class="_ _19"> </span>interesari<span class="_ _1"></span>usza <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>Kapitałowej <span class="_ _13"> </span>MIRBUD, <span class="_ _13"> </span>mającego<span class="_ _1"></span> </div><div class="t m0 x4 h6 y20f ff1 fs3 fc0 sc0 ls0 ws0">pośredni <span class="_ _f"> </span>wpływ <span class="_ _11"> </span>n<span class="_ _1"></span>a <span class="_ _11"> </span>strategię <span class="_ _f"> </span>i <span class="_ _11"> </span>mo<span class="_ _1"></span>del <span class="_ _11"> </span>bizn<span class="_ _1"></span>esowy <span class="_ _11"> </span>G<span class="_ _1"></span>rupy. <span class="_ _11"> </span>Współprac<span class="_ _1"></span>a <span class="_ _11"> </span>ze <span class="_ _f"> </span>społecznościami <span class="_ _f"> </span>lokalnymi </div><div class="t m0 x4 h6 y93d ff1 fs3 fc0 sc0 ls0 ws0">pozwala <span class="_ _1d"> </span>na <span class="_ _1d"> </span>realizację <span class="_ _1d"> </span>kontraktów <span class="_ _1d"> </span>w <span class="_ _1d"> </span>termi<span class="_ _1"></span>nie  i <span class="_ _1d"> </span>na<span class="_ _1"></span>  unikn<span class="_ _1"></span>ięcie  ry<span class="_ _1"></span>zyk <span class="_ _1d"> </span>związan<span class="_ _1"></span><span class="ff2">ych <span class="_ _1d"> </span>z <span class="_ _1d"> </span>konfliktami <span class="_ _1d"> </span>ze </span></div><div class="t m0 x4 h6 y93e ff1 fs3 fc0 sc0 ls0 ws0">społecznościami lokalnym<span class="_ _1"></span>i. <span class="ff2"> </span></div><div class="t m0 x4 h6 y93f ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y940 ff1 fs3 fc0 sc0 ls0 ws0">Społeczności lokalne, na kt<span class="_ _1"></span>óre Grupa Kapitałowa MIR<span class="_ _1"></span>BUD może wywierać ist<span class="_ _1"></span>otne oddziaływania to:<span class="_ _c"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y448 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">społeczności <span class="_ _1"></span>zamieszkujące w<span class="_ _1"></span> sąsiedztwie <span class="_ _1"></span>inwestycji r<span class="_ _1"></span>ealizowanych prz<span class="_ _1"></span>ez Grupę <span class="_ _1"></span>Kapitałową </span></span></div><div class="t m0 x9 h6 y941 ff2 fs3 fc0 sc0 ls0 ws0">MIRBUD, </div><div class="t m0 x6 h6 y8fb ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">organizacje pozarząd<span class="_ _1"></span>owe funkcjonujące na terenie r<span class="_ _1"></span>ealizacji inwestycj<span class="_ _1"></span>i, </span> </span></div><div class="t m0 x6 h6 y942 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">środowiskowe  organizacje<span class="_ _1"></span> <span class="_ _f"> </span>pozarz<span class="_ _1"></span>ądowe,  które <span class="_ _f"> </span>dział<span class="_ _1"></span>ają <span class="_ _f"> </span>na  rzecz  ochrony  środowiska  na </span></span></div><div class="t m0 x9 h6 y943 ff1 fs3 fc0 sc0 ls0 ws0">terenach inwestyc<span class="_ _1"></span>ji realizowanych przez Grupę MIR<span class="_ _1"></span>BUD,<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y944 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span><span class="ff1">lokalne społecznośc<span class="_ _1"></span>i zamieszkujące sąs<span class="_ _1"></span>iedztwo wytwórni mas bitumicznych. <span class="_ _1"></span></span> </span></div><div class="t m0 x9 h6 y945 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y946 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _e"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _e"> </span>ca<span class="_ _1"></span>łego <span class="_ _e"> </span>łańcu<span class="_ _1"></span>cha <span class="_ _e"> </span>wartośc<span class="_ _1"></span>i <span class="_ _e"> </span>społecz<span class="_ _1"></span>ności <span class="_ _e"> </span>dotkni<span class="_ _1"></span>ęte <span class="_ _e"></span>wpływe<span class="_ _1"></span>m <span class="_ _e"> </span>to <span class="_ _16"> </span>najc<span class="_ _1"></span>zęściej <span class="_ _16"> </span>mieszkańcy </div><div class="t m0 x4 h6 y947 ff1 fs3 fc0 sc0 ls0 ws0">okolic <span class="_ _16"> </span>zakładów <span class="_ _11"> </span>produkują<span class="_ _1"></span>cych <span class="_ _16"> </span>materiały <span class="_ _11"> </span>użytkowane <span class="_ _16"> </span>do <span class="_ _11"> </span>realizacji <span class="_ _16"> </span>inw<span class="_ _1"></span>estycji, <span class="_ _16"> </span>jak <span class="_ _11"> </span>np. <span class="_ _16"> </span>cementown<span class="_ _1"></span>ia, </div><div class="t m0 x4 h6 y948 ff1 fs3 fc0 sc0 ls0 ws0">bądź s<span class="_ _1"></span>połeczności za<span class="_ _1"></span>mieszkujące <span class="_ _1"></span>sąsiedztwo <span class="_ _1"></span>miejsc, <span class="_ _1"></span>w któryc<span class="_ _1"></span>h wyd<span class="_ _1"></span>obyw<span class="_ _1"></span>ane są <span class="_ _1"></span>krusz<span class="_ _1"></span>ywa (upstream)<span class="_ _1"></span> </div><div class="t m0 x4 h6 y890 ff1 fs3 fc0 sc0 ls0 ws0">lub składowane odpady (d<span class="_ _1"></span>ownstream). <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y949 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y94a ff1 fs3 fc0 sc0 ls0 ws0">Wpływ <span class="_ _28"> </span>G<span class="_ _1"></span>rupy  Kap<span class="_ _1"></span>itałowej  MIR<span class="_ _1"></span>BUD  na <span class="_ _1d"> </span>lokalne <span class="_ _28"> </span>s<span class="_ _1"></span>połeczności <span class="_ _1d"> </span>ogranicza <span class="_ _1d"> </span>się <span class="_ _1d"> </span>najczęściej <span class="_ _1d"> </span>do  cz<span class="_ _1"></span>asu </div><div class="t m0 x4 h6 y94b ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _f"> </span>inwestycj<span class="_ _1"></span>i, <span class="_ _11"> </span>brak<span class="_ _1"></span> <span class="_ _f"> </span>jest <span class="_ _f"> </span>trwałego <span class="_ _f"> </span>negatywnego <span class="_ _f"> </span>oddziaływa<span class="_ _1"></span>nia. <span class="_ _f"> </span>Negatywny <span class="_ _f"> </span>wpływ <span class="_ _f"> </span>najczęśc<span class="_ _1"></span>iej </div><div class="t m0 x4 h6 y94c ff1 fs3 fc0 sc0 ls0 ws0">ogranicza <span class="_ _1"></span>się <span class="_ _c"></span>uciążliwośc<span class="_ _1"></span>i <span class="_ _1"></span>związanej <span class="_ _c"></span>z <span class="_ _1"></span>pro<span class="_ _1"></span>dukcją <span class="_ _1"></span>masy <span class="_ _1"></span>bit<span class="_ _1"></span>umicznej <span class="_ _1"></span>w <span class="_ _1"></span>o<span class="_ _c"></span>taczarniac<span class="_ _1"></span>h, <span class="_ _1"></span>które <span class="_ _1"></span>instal<span class="_ _1"></span>owane </div><div class="t m0 x4 h6 y798 ff1 fs3 fc0 sc0 ls0 ws0">są <span class="_ _0"></span>na <span class="_ _10"></span>czas<span class="_ _1"></span> <span class="_ _10"></span>realizacji <span class="_ _0"></span>kontraktu <span class="_ _0"></span>na <span class="_ _10"></span>teren<span class="_ _1"></span>ie <span class="_ _10"></span>budowy. Na <span class="_ _10"></span>instalację otaczarni <span class="_ _10"></span>każdora<span class="_ _1"></span>zowo <span class="_ _10"></span>uzys<span class="_ _1"></span>kiwana <span class="_ _10"></span>jest<span class="_ _1"></span> </div><div class="t m0 x4 h6 y94d ff1 fs3 fc0 sc0 ls0 ws0">decyzja środowiskowa, <span class="_ _0"></span>a <span class="_ _0"></span>jej lokalizacja <span class="_ _0"></span>dobierana jest <span class="_ _10"></span>w sposób <span class="_ _0"></span>minimalizujący uciążliwość dla <span class="_ _10"></span>lokalnej<span class="_ _1"></span> </div><div class="t m0 x4 h6 y94e ff1 fs3 fc0 sc0 ls0 ws0">społeczności.<span class="ff2"> </span></div><div class="t m0 x4 h12 y94f ff6 fsb fc0 sc0 lsb ws0">S3<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane ze społecznościami dotk<span class="_ _1"></span>niętymi wpływem<span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 ydb ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _f"> </span>Kapitałowa <span class="_ _11"> </span>MI<span class="_ _1"></span>RBUD <span class="_ _f"> </span>odnosi <span class="_ _11"> </span>się <span class="_ _f"> </span>do <span class="_ _11"> </span>r<span class="_ _1"></span>elacji <span class="_ _11"> </span>z<span class="_ _1"></span>e <span class="_ _11"> </span>społecznościa<span class="_ _1"></span>mi <span class="_ _11"> </span>lokalnym<span class="_ _1"></span>i <span class="_ _11"> </span>w <span class="_ _f"> </span>„Kodeksie <span class="_ _f"> </span>Etyki </div><div class="t m0 x4 h6 ydc ff1 fs3 fc0 sc0 ls0 ws0">Zawodowej Pracown<span class="_ _1"></span>ika i Współpracownika”,<span class="_ _1"></span> gdzie zaznacza, ż<span class="_ _1"></span>e bierze pod uwagę i<span class="_ _1"></span>nteresy otoczenia, </div><div class="t m0 x4 h6 y602 ff1 fs3 fc0 sc0 ls0 ws0">a w szczególności stara s<span class="_ _1"></span>ię utożsamiać interes własny z interese<span class="_ _1"></span>m środow<span class="_ _1"></span>iska lokalnego oraz w miar<span class="_ _1"></span>ę </div><div class="t m0 x4 h6 y603 ff1 fs3 fc0 sc0 ls0 ws0">możliwości wspiera społeczności lokalne, na terenie których Spółka realizuje inwestycje. Zobowiązanie </div><div class="t m0 x4 h6 y604 ff1 fs3 fc0 sc0 ls0 ws0">do przestrzegania K<span class="_ _1"></span>odeksu Etyki jest także nakła<span class="_ _1"></span>dane na kontrahentów GK M<span class="_ _1"></span>IRBUD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ye0 ff1 fs3 fc0 sc0 ls0 ws0">Dokument został sz<span class="_ _1"></span>czegółowo opisany w ramach uj<span class="_ _1"></span>awnienia S1<span class="_ _1"></span><span class="ff2">-<span class="ls7">1.</span> </span></div></div></div><div class="pi" ></div></div><div id="pf50" class="pf w5 hc" ><div class="pc pc50 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls30 ws0">80<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff6 fsb fc0 sc0 lsb ws0">S3<span class="ls0">-2 Procesy wsp<span class="_ _1"></span>ółpracy w zakresie w<span class="_ _1"></span>pływów ze społecznościa<span class="_ _1"></span>mi </span></div><div class="t m0 x4 h12 y228 ff6 fsb fc0 sc0 ls19 ws0">dotkniętymi wpływem <span class="_ _1"></span><span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y229 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y22a ff1 fs3 fc0 sc0 ls0 ws0">Grupa <span class="_ _1"></span>Kapitałow<span class="_ _1"></span>a <span class="_ _1"></span>MIRBUD <span class="_ _1"></span>przy<span class="_ _1"></span> <span class="_ _1"></span>realizacji <span class="_ _1"></span>każdej <span class="_ _1"></span>inw<span class="_ _1"></span>estycji <span class="_ _1"></span>budowlanej<span class="_ _1"></span> <span class="_ _1"></span>zakłada <span class="_ _1"></span>bliską <span class="_ _1"></span>wspó<span class="_ _1"></span>łpracę <span class="_ _1"></span>ze </div><div class="t m0 x4 h6 y22b ff1 fs3 fc0 sc0 ls0 ws0">społecznościami <span class="_ _e"></span>lokalnymi. <span class="_ _e"></span>Współpraca <span class="_ _d"></span>rozpocz<span class="_ _1"></span>yna <span class="_ _d"></span>się <span class="_ _d"></span>j<span class="_ _1"></span>uż <span class="_ _d"></span>na <span class="_ _d"></span>samym <span class="_ _e"></span>początku <span class="_ _e"></span>realizacji <span class="_ _d"></span>inwestyc<span class="_ _1"></span>ji, </div><div class="t m0 x4 h6 y1b8 ff1 fs3 fc0 sc0 ls0 ws0">kiedy <span class="_ _10"></span>to <span class="_ _0"></span>organizowane <span class="_ _0"></span>są <span class="_ _10"></span>s<span class="_ _1"></span>potkania <span class="_ _10"></span>z <span class="_ _0"></span>mieszkańcami <span class="_ _0"></span>mające <span class="_ _10"></span>na<span class="_ _1"></span> <span class="_ _0"></span><span class="ff2">celu <span class="_ _10"></span>przek<span class="_ _1"></span>azanie <span class="_ _10"></span>im <span class="_ _0"></span>informacji <span class="_ _10"></span>na<span class="_ _1"></span> <span class="_ _10"></span>temat<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y598 ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _16"> </span>danej <span class="_ _16"> </span>inw<span class="_ _1"></span>estycji, <span class="_ _e"> </span>j<span class="_ _1"></span>ej <span class="_ _e"> </span>harmonogram<span class="_ _1"></span>u <span class="_ _e"> </span>i <span class="_ _16"> </span>wpływ<span class="_ _1"></span>u <span class="_ _e"> </span>inwes<span class="_ _1"></span>tycji <span class="_ _e"> </span>na <span class="_ _16"> </span>l<span class="_ _1"></span>okalne <span class="_ _e"> </span>sp<span class="_ _1"></span>ołeczności. <span class="_ _16"> </span>Podczas </div><div class="t m0 x4 h6 y599 ff1 fs3 fc0 sc0 ls0 ws0">spotkań <span class="_ _16"> </span>miesz<span class="_ _1"></span>kańcy <span class="_ _e"> </span>mo<span class="_ _1"></span>gą <span class="_ _e"> </span>z<span class="_ _1"></span>głosić <span class="_ _e"> </span>s<span class="_ _1"></span>woje <span class="_ _16"> </span>uwagi <span class="_ _16"> </span>i <span class="_ _16"> </span>o<span class="_ _1"></span>biekcje, <span class="_ _16"> </span>które <span class="_ _16"> </span>w<span class="_ _1"></span> <span class="_ _e"> </span>miarę<span class="_ _1"></span> <span class="_ _e"> </span>możli<span class="_ _1"></span>wości <span class="_ _e"> </span>bra<span class="_ _1"></span>ne <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _e"> </span>pod<span class="_ _1"></span> </div><div class="t m0 x4 h6 y59a ff1 fs3 fc0 sc0 ls0 ws0">uwagę. <span class="_ _1d"> </span>Dodatkowo <span class="_ _1d"> </span>inform<span class="_ _1"></span>acje <span class="_ _1d"> </span>o <span class="_ _1d"> </span>realizacji <span class="_ _1d"> </span>inwestycji <span class="_ _1d"> </span>przekazywane <span class="_ _1d"> </span>są <span class="_ _1d"> </span>przy<span class="_ _1"></span>  pomocy <span class="_ _1d"> </span>m<span class="_ _1"></span>ediów, <span class="_ _1d"> </span>w </div><div class="t m0 x4 h6 y59b ff1 fs3 fc0 sc0 ls0 ws0">szczególności <span class="_ _c"></span>l<span class="_ _1"></span>okalnej <span class="_ _c"></span>prasy<span class="_ _1"></span>, <span class="_ _c"></span>tak <span class="_ _c"></span>aby <span class="_ _d"></span>miały <span class="_ _c"></span>s<span class="_ _1"></span>zansę <span class="_ _c"></span>dotrzeć <span class="_ _d"></span>do <span class="_ _c"></span>j<span class="_ _1"></span>ak <span class="_ _c"></span>największego <span class="_ _d"></span>grona <span class="_ _d"></span>społeczności,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y59c ff1 fs3 fc0 sc0 ls0 ws0">które dotknięte są w<span class="_ _1"></span>pływem inwestycji. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y59d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y950 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _19"> </span>tr<span class="_ _1"></span>akcie <span class="_ _19"> </span>r<span class="_ _1"></span>ealizacji <span class="_ _19"> </span>inw<span class="_ _1"></span>estycji <span class="_ _13"> </span>mieszkańcy <span class="_ _13"> </span>bądź <span class="_ _13"> </span>inni <span class="_ _19"> </span>c<span class="_ _1"></span>złonkowie <span class="_ _19"> </span>s<span class="_ _1"></span>połeczności <span class="_ _13"> </span>lokalnych <span class="_ _13"> </span>mogą </div><div class="t m0 x4 h6 y951 ff1 fs3 fc0 sc0 ls0 ws0">nawiązywać <span class="_ _17"> </span>kontakt <span class="_ _17"> </span>z <span class="_ _17"> </span>k<span class="_ _1"></span>ierownictwem <span class="_ _1d"> </span>bu<span class="_ _1"></span>dowy, <span class="_ _1d"> </span>któr<span class="_ _1"></span>emu <span class="_ _1d"> </span>m<span class="_ _1"></span>ogą <span class="_ _1d"> </span>zg<span class="_ _1"></span>łaszać <span class="_ _1d"> </span>nie<span class="_ _1"></span>prawidłowości, <span class="_ _17"> </span>mogą </div><div class="t m0 x4 h6 y952 ff1 fs3 fc0 sc0 ls0 ws0">kontaktować <span class="_ _10"></span>się <span class="_ _10"></span>bezp<span class="_ _1"></span>ośrednio <span class="_ _10"></span>z <span class="_ _10"></span>Dyrektorem<span class="_ _1"></span> <span class="_ _5"></span>ds<span class="_ _1"></span>. <span class="_ _10"></span>Komunikacji <span class="_ _10"></span>Korporacy<span class="_ _1"></span>jnej, <span class="_ _10"></span>bąd<span class="_ _1"></span>ź <span class="_ _10"></span>przez <span class="_ _10"></span>k<span class="_ _1"></span>anał<span class="_ _0"></span>y <span class="_ _10"></span>kontaktu<span class="_ _1"></span> </div><div class="t m0 x4 h6 y953 ff1 fs3 fc0 sc0 ls0 ws0">dostępne dla interesari<span class="_ _1"></span>uszy zewnętrznych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y954 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y955 ff1 fs3 fc0 sc0 ls0 ws0">Takie <span class="_ _c"></span>działanie <span class="_ _c"></span>ma <span class="_ _c"></span>pozyty<span class="_ _1"></span>wny <span class="_ _1"></span>wpływ <span class="_ _c"></span>na <span class="_ _c"></span>społeczność<span class="_ _1"></span>, <span class="_ _1"></span>która <span class="_ _c"></span>rozu<span class="_ _1"></span>mie, <span class="_ _1"></span>jak <span class="_ _c"></span>realiza<span class="_ _1"></span>cja <span class="_ _1"></span>inwestycj<span class="_ _1"></span>i <span class="_ _1"></span>wpłynie </div><div class="t m0 x4 h6 y956 ff1 fs3 fc0 sc0 ls0 ws0">na ich codzienne f<span class="_ _1"></span>unkcjonowanie oraz na<span class="_ _1"></span> unikanie sytuacji konflikto<span class="_ _1"></span>wych, a co za tym idz<span class="_ _1"></span>ie, terminową </div><div class="t m0 x4 h6 y957 ff1 fs3 fc0 sc0 ls0 ws0">realizację <span class="_ _e"></span>inwestycj<span class="_ _1"></span>i. <span class="_ _d"></span>GK <span class="_ _e"></span>MIRBUD <span class="_ _e"> </span>uzn<span class="_ _1"></span>aje <span class="_ _d"></span>podj<span class="_ _1"></span>ęte <span class="_ _d"></span>dzi<span class="_ _1"></span>ałania <span class="_ _e"> </span>za <span class="_ _e"> </span>wys<span class="_ _1"></span>tarczające <span class="_ _e"></span>zarówno <span class="_ _e"></span>w <span class="_ _e"></span>kontekście<span class="_ _1"></span> </div><div class="t m0 x4 h6 y238 ff1 fs3 fc0 sc0 ls0 ws0">zarządzania wpływem <span class="_ _1"></span>na tę grupę interesariuszy<span class="_ _1"></span>, jak i z perspektywy zarządzania ry<span class="_ _1"></span>zykiem.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y958 ff6 fsb fc0 sc0 lsb ws0">S3<span class="ls0">-3 Procesy rem<span class="_ _1"></span>ediacji negatywnych wpływó<span class="_ _1"></span>w i kanały zgłaszani<span class="_ _1"></span>a </span></div><div class="t m0 x4 h12 y959 ff6 fsb fc0 sc0 ls0 ws0">problemów przez s<span class="_ _1"></span>połeczności dotknięte wpły<span class="_ _1"></span>wem<span class="ff3"> </span></div><div class="t m0 x4 h6 y95a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y95b ff1 fs3 fc0 sc0 ls0 ws0">Procesy <span class="_ _e"> </span>remedi<span class="_ _1"></span>acji <span class="_ _e"></span>negatywnych <span class="_ _e"> </span>wp<span class="_ _1"></span>ływów <span class="_ _e"></span>na <span class="_ _e"> </span>społec<span class="_ _1"></span>zności <span class="_ _e"></span>lokalne <span class="_ _e"> </span>w <span class="_ _16"> </span>przypadk<span class="_ _1"></span>u <span class="_ _d"></span>G<span class="_ _1"></span>rupy <span class="_ _e"></span>Kapitałowej<span class="_ _1"></span> </div><div class="t m0 x4 h6 y95c ff1 fs3 fc0 sc0 ls0 ws0">MIRBUD zakładają wspó<span class="_ _1"></span>łpracę ze społecznościami ora<span class="_ _1"></span>z wypracowanie rozwiązań,<span class="_ _1"></span> które pomogą im w </div><div class="t m0 x4 h6 y95d ff1 fs3 fc0 sc0 ls0 ws0">codziennym <span class="_ _1"></span>funkcj<span class="_ _1"></span>onowaniu, <span class="_ _1"></span>a <span class="_ _1"></span>także <span class="_ _1"></span>z<span class="_ _1"></span>rekompensują <span class="_ _1"></span>ewentualne <span class="_ _1"></span>str<span class="_ _1"></span>aty. <span class="_ _1"></span>Z<span class="_ _1"></span>azwyczaj <span class="_ _1"></span>j<span class="_ _1"></span>est <span class="_ _1"></span>to <span class="_ _1"></span>związane <span class="_ _1"></span>z </div><div class="t m0 x4 h6 y95e ff2 fs3 fc0 sc0 ls0 ws0">dodatkowymi <span class="_ _10"></span>elem<span class="_ _1"></span>entami <span class="_ _10"></span>inwestycj<span class="_ _1"></span>i, <span class="_ _5"></span>np. <span class="_ _10"></span>chodn<span class="_ _1"></span>iki, <span class="_ _10"></span>placami <span class="_ _10"></span>zabaw, <span class="_ _10"></span>nasa<span class="_ _1"></span>dzeniami <span class="_ _10"></span>drzew, <span class="_ _10"></span>czy<span class="_ _1"></span> <span class="_ _5"></span>remont<span class="_ _1"></span>ami. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y95f ff1 fs3 fc0 sc0 ls0 ws0">Główne kanały kom<span class="_ _1"></span>unikacji, w tym kanały zgłaszan<span class="_ _1"></span>ia naruszeń to:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x6 h6 y960 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>internet <span class="ff1">–</span> <span class="ff1">przez me<span class="_ _1"></span>dia społecznościowe, stro<span class="_ _1"></span>nę www, e<span class="_ _1"></span></span>-mail; </span></div><div class="t m0 x6 h6 y961 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>telefon  <span class="ff1">–</span> <span class="_ _1d"> </span>kontakt  do <span class="_ _28"> </span>b<span class="_ _1"></span>iura  budowy <span class="_ _28"> </span>s<span class="_ _1"></span>ekretariatu  fir<span class="_ _1"></span>my  lub  do  Dy<span class="_ _1"></span>rektora  ds. <span class="_ _28"> </span>Kom<span class="_ _1"></span>unikacji </span></div><div class="t m0 x9 h6 y962 ff2 fs3 fc0 sc0 ls0 ws0">Korporacyjnej;<span class="_ _1"></span> </div><div class="t m0 x6 h6 y963 ff8 fs3 fc0 sc0 ls0 ws0">•<span class="ff2"> <span class="_ _15"> </span>spotkania <span class="_ _e"></span><span class="ff1">–</span> <span class="_ _d"></span><span class="ff1">odbywaj<span class="_ _1"></span>ą <span class="_ _d"></span>się <span class="_ _e"> </span>przed <span class="_ _e"></span>rozpoczęciem <span class="_ _e"></span>procesu <span class="_ _e"></span>inwestycyjnego <span class="_ _e"></span>oraz <span class="_ _e"></span>w <span class="_ _e"></span>trakcie, <span class="_ _d"></span>jeśli<span class="_ _1"></span> </span></span></div><div class="t m0 x9 h6 y964 ff1 fs3 fc0 sc0 ls0 ws0">zajdzie <span class="_ _1"></span>taka potrzeb<span class="_ _1"></span>a. W <span class="_ _1"></span>trakcie <span class="_ _1"></span>spotkań <span class="_ _1"></span>przekazywane <span class="_ _1"></span>są też <span class="_ _1"></span>informacj<span class="_ _1"></span>e, gdzie <span class="_ _1"></span>znajduje <span class="_ _1"></span>się </div><div class="t m0 x9 h6 y965 ff2 fs3 fc0 sc0 ls0 ws0">biuro budowy. <span class="_ _1"></span> </div><div class="t m0 x4 h6 y966 ff1 fs3 fc0 sc0 ls0 ws0">Każda <span class="_ _11"> </span>z<span class="_ _1"></span> <span class="_ _f"> </span>inwestycji <span class="_ _f"> </span>oznakowana <span class="_ _f"> </span>jest <span class="_ _f"> </span>w <span class="_ _11"> </span>t<span class="_ _1"></span>aki <span class="_ _11"> </span>sposó<span class="_ _1"></span>b, <span class="_ _11"> </span>aby <span class="_ _f"> </span>kanały <span class="_ _f"> </span>kontaktu <span class="_ _f"> </span>były <span class="_ _f"> </span>łatwo <span class="_ _f"> </span>dostępne <span class="_ _f"> </span>dla </div><div class="t m0 x4 h6 yfa ff1 fs3 fc0 sc0 ls0 ws0">społeczności lokalnych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h10 y183 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y79 ff6 fsb fc0 sc0 lsb ws0">S3<span class="ls0">-4 Podejmowani<span class="_ _1"></span>e działań dotyczący<span class="_ _1"></span>ch istotnych wpływó<span class="_ _1"></span>w na </span></div><div class="t m0 x4 h12 y967 ff6 fsb fc0 sc0 ls19 ws0">dotknięte społeczn<span class="_ _1"></span>ości oraz stosowanie podejść słu<span class="_ _1"></span>żących zarządzaniu </div><div class="t m0 x4 h12 y817 ff6 fsb fc0 sc0 ls8 ws0">istotnymi ryzykami<span class="_ _1"></span> i wykorzystywaniu <span class="_ _1"></span>istotnych szan<span class="_ _1"></span>s związanych z tymi </div><div class="t m0 x4 h12 y968 ff6 fsb fc0 sc0 ls0 ws0">społecznościami or<span class="_ _1"></span>az skuteczność tyc<span class="_ _1"></span>h działań<span class="ff3"> </span></div><div class="t m0 x4 h6 y969 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y96a ff1 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _1"></span>dotyczące istotny<span class="_ _1"></span>ch wpływów <span class="_ _1"></span>na lokalne<span class="_ _1"></span> społeczności <span class="_ _1"></span>podejmowane <span class="_ _1"></span>są w <span class="_ _1"></span>przypadku <span class="_ _1"></span>każdej </div><div class="t m0 x4 h6 y96b ff1 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _1"></span>i <span class="_ _c"></span>dostosow<span class="_ _1"></span>ane <span class="_ _1"></span>d<span class="_ _1"></span>o <span class="_ _1"></span>jej <span class="_ _c"></span>specyfiki <span class="_ _c"></span>oraz <span class="_ _1"></span>potrz<span class="_ _1"></span>eb <span class="_ _1"></span>lokalnej <span class="_ _c"></span>społecznośc<span class="_ _1"></span>i. <span class="_ _1"></span>Działania <span class="_ _c"></span>te <span class="_ _1"></span>rea<span class="_ _1"></span>lizowane </div><div class="t m0 x4 h6 y96c ff1 fs3 fc0 sc0 ls0 ws0">są niezw<span class="_ _1"></span>łocznie w <span class="_ _1"></span>trakcie <span class="_ _1"></span>realizacji <span class="_ _1"></span>inwestycji. <span class="_ _1"></span>Służą on<span class="_ _1"></span>e <span class="_ _1"></span>zarówno <span class="_ _1"></span>remediacji <span class="_ _1"></span>negatywnych wpływ<span class="_ _1"></span>ów <span class="_ _1"></span>–<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf51" class="pf w5 hc" ><div class="pc pc51 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls30 ws0">81<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">w prz<span class="_ _1"></span>ypadku <span class="_ _1"></span>działań uspra<span class="_ _1"></span>wniających m<span class="_ _1"></span>ieszkańcom <span class="_ _1"></span>funkcjonowanie <span class="_ _1"></span>w trak<span class="_ _1"></span>cie re<span class="_ _1"></span>alizacji inwes<span class="_ _1"></span>tycji, jak<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _d"></span>mają <span class="_ _d"></span>p<span class="_ _1"></span>ozytywny <span class="_ _d"></span>wpływ <span class="_ _e"></span>–<span class="ff2"> <span class="_ _e"></span></span>dodatkowe <span class="_ _d"></span>e<span class="_ _1"></span>lementy <span class="_ _d"></span>inwesty<span class="_ _1"></span>cji, <span class="_ _d"></span>które <span class="_ _d"></span>wpływaj<span class="_ _1"></span>ą <span class="_ _d"></span>na <span class="_ _d"></span>po<span class="_ _1"></span>prawę <span class="_ _d"></span>jakości <span class="_ _e"></span>życia </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">mieszkańców  po <span class="_ _f"> </span>zakończonej <span class="_ _f"> </span>inwesty<span class="_ _1"></span>cji. <span class="_ _f"> </span>Niekiedy  samorządy, <span class="_ _f"> </span>n<span class="_ _1"></span>a  terenie <span class="_ _f"> </span>któryc<span class="_ _1"></span>h <span class="_ _f"> </span>Grupa <span class="_ _f"> </span>realizuje<span class="_ _1"></span> </div><div class="t m0 x4 h6 y54 ff1 fs3 fc0 sc0 ls0 ws0">inwestycje, <span class="_ _1"></span>zg<span class="_ _1"></span>łaszają <span class="_ _1"></span>pilne <span class="_ _c"></span>potrzeby <span class="_ _c"></span>mieszkańców <span class="_ _c"></span>w <span class="_ _1"></span>zakr<span class="_ _1"></span>esie <span class="_ _1"></span>poprawy <span class="_ _1"></span>k<span class="_ _1"></span>omunikacji <span class="_ _1"></span>do<span class="_ _1"></span> <span class="_ _1"></span>nieruchomości </div><div class="t m0 x4 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">sąsiadujących <span class="_ _1a"> </span>z <span class="_ _1a"> </span>daną <span class="_ _14"> </span>inwestyc<span class="_ _1"></span>ją <span class="_ _14"> </span>lub <span class="_ _1a"> </span>wsparcia <span class="_ _1a"> </span>w <span class="_ _14"> </span>z<span class="_ _1"></span>akresie <span class="_ _14"> </span>miejscowej <span class="_ _1a"> </span>gospodarki <span class="_ _1a"> </span>wodno <span class="_ _1c"> </span>–<span class="ff2"> </span></div><div class="t m0 x4 h6 y56 ff1 fs3 fc0 sc0 ls0 ws0">kanalizacyjnej <span class="_ _11"> </span>(np. <span class="_ _11"> </span>odbioru<span class="_ _1"></span> <span class="_ _16"> </span>wód <span class="_ _11"> </span>deszcz<span class="_ _1"></span>owych <span class="_ _11"> </span>przez <span class="_ _11"> </span>instalację <span class="_ _11"> </span>wod<span class="_ _1"></span><span class="ff2">-</span>kan <span class="_ _11"> </span>zaprojektowaną <span class="_ _11"> </span>do <span class="_ _11"> </span>obsługi<span class="_ _1"></span> </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">budowanej <span class="_ _1"></span>inwestycji). <span class="_ _1"></span>W miarę <span class="_ _1"></span>możliwości <span class="_ _1"></span>spółki z <span class="_ _1"></span>Gr<span class="_ _1"></span>upy wspierają <span class="_ _1"></span>lokalny <span class="_ _1"></span>samorząd i <span class="_ _1"></span>mieszkańców<span class="_ _1"></span> </div><div class="t m0 x4 h6 y58 ff2 fs3 fc0 sc0 ls0 ws0">w tym zakresie. </div></div></div><div class="pi" ></div></div><div id="pf52" class="pf w88 h64" ><div class="pc pc52 w88 h64"><img class="bi x4 y0 w159 h65" alt="" 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"/><div class="c x0 y0 w8a h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls30 ws0">82<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h10 y96d ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y7a2 ff6 fsb fc0 sc0 lsb ws0">S3<span class="ls0">-5 Cele dotyczą<span class="_ _1"></span>ce zarządzania istotn<span class="_ _1"></span>ymi negatywnymi w<span class="_ _1"></span>pływami, zwiększan<span class="_ _1"></span>ia pozytywnych wpływów i </span></div><div class="t m0 x4 h12 y96e ff6 fsb fc0 sc0 ls0 ws0">zarządzania istotny<span class="_ _1"></span>mi ryzykami i szans<span class="_ _1"></span>ami  <span class="ff3"> </span></div><div class="t m0 x4 h6 y92a ff1 fs3 fc0 sc0 ls0 ws0">Cele związane ze sp<span class="_ _1"></span>ołecznościami lokalnymi prz<span class="_ _1"></span>yjęte zostały w Strategii Zrówn<span class="_ _1"></span>oważonego Rozwoju GK <span class="_ _1"></span>MIRBUD. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 y96f ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h16 y970 ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ff1 ls9">15</span>: S3-5 Cele do<span class="_ _0"></span>tyczące za<span class="_ _0"></span>rządzania istotn<span class="_ _0"></span>ymi negatywnym<span class="_ _0"></span>i wpływam<span class="_ _0"></span>i, zwiększania<span class="_ _0"></span> pozytywn<span class="_ _0"></span>ych wpływów <span class="_ _0"></span>i zarządzania i<span class="_ _0"></span>stotnymi ryzy<span class="_ _0"></span>kami<span class="_ _1"></span> i istotnymi szan<span class="_ _10"></span>s<span class="_ _1"></span>ami<span class="ffa"> </span></div><div class="t m0 x4 h10 y971 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y837 ff1 fs3 fc0 sc0 ls0 ws0">Realizacja <span class="_ _d"></span>powyż<span class="_ _1"></span>szych <span class="_ _d"></span>celów <span class="_ _d"></span>spowoduje,<span class="_ _1"></span> <span class="_ _c"></span>że <span class="_ _d"></span>pro<span class="_ _1"></span>wadzone <span class="_ _d"></span>do <span class="_ _d"></span>tej <span class="_ _e"></span>pory <span class="_ _c"></span>dzi<span class="_ _1"></span>ałania <span class="_ _d"></span>będą <span class="_ _d"></span>przeb<span class="_ _1"></span>iegały <span class="_ _c"></span>zg<span class="_ _1"></span>odnie <span class="_ _c"></span>z<span class="_ _1"></span> <span class="_ _c"></span>procedurą,<span class="_ _1"></span> <span class="_ _c"></span>dla <span class="_ _d"></span>każ<span class="_ _1"></span>dej <span class="_ _d"></span>i<span class="_ _c"></span><span class="ff2">nwestyc<span class="_ _1"></span>ji <span class="_ _c"></span>w <span class="_ _d"></span>taki <span class="_ _d"></span>sa<span class="_ _1"></span>m, </span></div><div class="t m0 x4 h6 y972 ff1 fs3 fc0 sc0 ls0 ws0">uporządkowany sposó<span class="_ _1"></span>b. Pozwoli to także na le<span class="_ _1"></span>pszy monitoring skuteczności dz<span class="_ _1"></span>iałań remediacyjnych. </div></div><div class="c x20 y973 w15a hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">CEL STRATEGICZNY<span class="_ _1"></span> </div></div><div class="c x23 y973 w15b hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span> </div></div><div class="c x110 y973 w15c hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">ROK BAZOWY </div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2023 </div></div><div class="c x111 y973 w15d hce"><div class="t m0 x10 h67 y50b ff1 fsd fc5 sc0 ls0 ws0">CEL KRÓTKOTERM<span class="_ _1"></span>INOWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2025 </div></div><div class="c x112 y973 w15e hce"><div class="t m0 x10 h67 y50b ff1 fsd fc5 sc0 ls0 ws0">CEL ŚREDNIOTER<span class="_ _1"></span>MINOWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2030 </div></div><div class="c xc2 y973 w15f hce"><div class="t m0 x10 h67 y50b ff2 fsd fc5 sc0 ls0 ws0">WYNIK W 2024 </div></div><div class="c x113 y973 w160 hce"><div class="t m0 x10 h67 y2aa ff2 fsd fc5 sc0 ls0 ws0">OSOBA </div><div class="t m0 x10 h67 y86e ff2 fsd fc5 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span> </div></div><div class="c x20 y974 w15a h30"><div class="t m0 x10 h29 y270 ff6 fs1 fc0 sc0 ls0 ws0">DZIAŁAMY NA RZ<span class="_ _0"></span>ECZ </div><div class="t m0 x10 h29 y4 ff3 fs1 fc0 sc0 ls0 ws0">DOBREGO </div><div class="t m0 x10 h29 y271 ff6 fs1 fc0 sc0 ls0 ws0">SĄSIEDZTWA<span class="ff3"> </span></div></div><div class="c x23 y4bd w15b h2f"><div class="t m0 x10 h16 y272 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h16 y273 ff1 fs1 fc0 sc0 ls0 ws0">własne, </div><div class="t m0 x10 h16 y215 ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x110 y4bd w15c h2f"><div class="t m0 xe h16 y301 ff2 fs1 fc0 sc0 ls0 ws0">Metodyka nie </div><div class="t m0 x62 h16 y28c ff1 fs1 fc0 sc0 ls0 ws0">została </div><div class="t m0 x34 h16 y28b ff2 fs1 fc0 sc0 ls0 ws0">opracowana </div></div><div class="c x111 y4bd w15d h2f"><div class="t m0 x10 h16 y272 ff2 fs1 fc0 sc0 ls0 ws0">Wypracowanie <span class="_ _0"></span>metodyki </div><div class="t m0 x10 h16 y273 ff1 fs1 fc0 sc0 ls0 ws0">(działania, kryteria,<span class="_ _0"></span> cele, osob<span class="_ _0"></span>y </div><div class="t m0 x10 h16 y215 ff2 fs1 fc0 sc0 ls0 ws0">odpowiedzialne, <span class="_ _0"></span>sposoby </div><div class="t m0 x10 h16 y216 ff2 fs1 fc0 sc0 ls0 ws0">komunikacji i <span class="_ _0"></span>zbierania danych)<span class="_ _0"></span> do </div><div class="t m0 x10 h16 y28e ff1 fs1 fc0 sc0 ls0 ws0">wspomagania <span class="_ _0"></span>społeczności </div><div class="t m0 x10 h16 y28f ff2 fs1 fc0 sc0 ls0 ws0">lokalnej przy inwes<span class="_ _0"></span>tycjach </div><div class="t m0 x10 h16 y4a2 ff1 fs1 fc0 sc0 ls0 ws0">powodujących dla n<span class="_ _0"></span>ich </div><div class="t m0 x10 h29 y1fa ff1 fs1 fc0 sc0 ls0 ws0">niedogodno<span class="_ _0"></span>ści<span class="ff3">. </span></div></div><div class="c x112 y4bd w15e h2f"><div class="t m0 x10 h16 y272 ff1 fs1 fc0 sc0 ls0 ws0">Przy każdej inwes<span class="_ _0"></span>tycji </div><div class="t m0 x10 h16 y273 ff1 fs1 fc0 sc0 ls0 ws0">powodującej niedo<span class="_ _0"></span>godności </div><div class="t m0 x10 h16 y215 ff1 fs1 fc0 sc0 ls0 ws0">dla społecznoś<span class="_ _0"></span>ci lokalnej <span class="ff2">- </span></div><div class="t m0 x10 h16 y216 ff2 fs1 fc0 sc0 ls0 ws0">spotkanie z </div><div class="t m0 x10 h16 y28e ff2 fs1 fc0 sc0 ls0 ws0">przedstawiciela<span class="_ _0"></span>mi i </div><div class="t m0 x10 h16 y28f ff1 fs1 fc0 sc0 ls0 ws0">wypracowanie d<span class="_ _0"></span>ziałań </div><div class="t m0 x10 h16 y4a2 ff1 fs1 fc0 sc0 ls0 ws0">zastępczych (p<span class="_ _0"></span>oprawa </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">jakości).<span class="ff2"> </span></div><div class="t m0 x10 h29 y1ed ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c xc2 y4bd w15f h2f"><div class="t m0 x10 h16 y272 ff2 fs1 fc0 sc0 ls0 ws0">Metodyka zostanie<span class="_ _10"></span> </div><div class="t m0 x10 h16 y273 ff2 fs1 fc0 sc0 ls0 ws0">opracowana<span class="_ _0"></span> w 2025 </div><div class="t m0 x10 h16 y215 ff2 fs1 fc0 sc0 ls0 ws0">roku. </div></div><div class="c x113 y4bd w160 h2f"><div class="t m0 x10 h16 y272 ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 x10 h16 y273 ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div></div><div class="c x23 y974 w15b h21"><div class="t m0 x10 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Operacje </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">własne, </div><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x110 y974 w15c h21"><div class="t m0 x10 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Standard nie </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">został </div><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">opracowany </div></div><div class="c x111 y974 w15d h21"><div class="t m0 x10 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Sporządzenie i <span class="_ _0"></span>spisanie standar<span class="_ _0"></span>du </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">nt. skutecznej dw<span class="_ _0"></span>utorowej </div><div class="t m0 x10 h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">komunikacji ze <span class="_ _0"></span>społecznościami<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">lokalnymi oraz w<span class="_ _0"></span>ypracowanie </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">mierników skute<span class="_ _0"></span>czności </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">komunikacji. </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x112 y974 w15e h21"><div class="t m0 x10 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">Wdrożenie standa<span class="_ _0"></span>rdu we </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">wszystkich (100<span class="_ _0"></span>%) </div><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">inwestycjach.<span class="_ _0"></span> </div></div><div class="c xc2 y974 w15f h21"><div class="t m0 x10 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Standard zostan<span class="_ _0"></span>ie </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">opracowany w 2025<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">roku. </div></div><div class="c x113 y974 w160 h21"><div class="t m0 x10 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div></div></div><div class="pi" ></div></div><div id="pf53" class="pf w5 hc" ><div class="pc pc53 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls30 ws0">83<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h11 y932 ff6 fsa fc0 sc0 ls0 ws0">S4 Konsumenci<span class="_ _0"></span> i użytkownicy<span class="_ _10"></span> <span class="_ _1"></span>końco<span class="_ _10"></span>w<span class="_ _1"></span>i<span class="ff3"> </span></div><div class="t m0 x4 h12 y933 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-2 Interesy i op<span class="_ _1"></span>inie interesariuszy <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y934 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y935 ff1 fs3 fc0 sc0 ls0 ws0">Konsumentami <span class="_ _13"> </span>i <span class="_ _12"> </span>użytkownikami <span class="_ _12"> </span>końcowymi <span class="_ _13"> </span>pro<span class="_ _1"></span>duktów <span class="_ _13"> </span>Grupy <span class="_ _13"> </span>Ka<span class="_ _1"></span>pitałowej <span class="_ _13"> </span>MIRBUD <span class="_ _12"> </span>są <span class="_ _13"> </span>przed<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y936 ff1 fs3 fc0 sc0 ls0 ws0">wszystkim <span class="_ _18"> </span>uży<span class="_ _1"></span>tkownicy <span class="_ _17"> </span>końcowi <span class="_ _18"> </span>inwesty<span class="_ _1"></span>cji <span class="_ _17"> </span>realizowanyc<span class="_ _1"></span>h <span class="_ _17"> </span>przez <span class="_ _18"> </span>G<span class="_ _1"></span>rupę. <span class="_ _17"> </span>W <span class="_ _18"> </span>przy<span class="_ _1"></span>padku <span class="_ _17"> </span>inwestycj<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y3f7 ff1 fs3 fc0 sc0 ls0 ws0">liniowych <span class="_ _e"></span>są <span class="_ _e"> </span>to<span class="_ _1"></span> <span class="_ _e"></span>kierowcy. <span class="_ _e"> </span>W <span class="_ _e"> </span>przy<span class="_ _1"></span>padku <span class="_ _e"></span>inwestycji <span class="_ _e"> </span>ku<span class="_ _1"></span>baturowych <span class="_ _e"></span>grupy <span class="_ _16"> </span>użytkowników <span class="_ _11"> </span>końcowych <span class="_ _e"> </span>s<span class="_ _1"></span>ą </div><div class="t m0 x4 h6 y937 ff1 fs3 fc0 sc0 ls0 ws0">zróżnicowane <span class="_ _19"> </span>i <span class="_ _19"> </span>zależą <span class="_ _19"> </span>od <span class="_ _19"> </span>przeznacz<span class="_ _1"></span>enia <span class="_ _18"> </span>danej <span class="_ _19"> </span>inwesty<span class="_ _1"></span>cji. <span class="_ _18"> </span>Uży<span class="_ _1"></span>tkownikami <span class="_ _18"> </span>końcowy<span class="_ _1"></span>m <span class="_ _18"> </span>są <span class="_ _19"> </span>także </div><div class="t m0 x4 h6 y938 ff1 fs3 fc0 sc0 ls0 ws0">mieszkańcy  budynków,  dla  który<span class="_ _1"></span>ch  deweloperem  był  JHM  Development.  Są  to  również  najemcy<span class="_ _1"></span> </div><div class="t m0 x4 h6 y939 ff2 fs3 fc0 sc0 ls0 ws0">powierzchni: <span class="_ _13"> </span>han<span class="_ _1"></span>dlowi <span class="_ _13"> </span><span class="ff1">–</span> <span class="_ _12"> </span><span class="ff1">wynajmujący<span class="_ _1"></span> <span class="_ _13"> </span>powierzchnię <span class="_ _13"> </span>w <span class="_ _13"> </span>c<span class="_ _1"></span>entrum <span class="_ _13"> </span>handlow<span class="_ _1"></span></span>ym <span class="_ _13"> </span>oraz <span class="_ _13"> </span>logisty<span class="_ _1"></span>czni <span class="_ _13"> </span><span class="ff1">–</span> </div><div class="t m0 x4 h6 y3be ff1 fs3 fc0 sc0 ls0 ws0">wynajmujący pow<span class="_ _1"></span>ierzchnię w magazynie. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y93a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y93b ff1 fs3 fc0 sc0 ls0 ws0">Interesy <span class="_ _17"> </span>i <span class="_ _17"> </span>opin<span class="_ _1"></span>ie <span class="_ _1d"> </span>po<span class="_ _1"></span>wyższych <span class="_ _17"> </span>interesariuszy <span class="_ _18"> </span>brane <span class="_ _17"> </span>s<span class="_ _1"></span>ą <span class="_ _1d"> </span>pod <span class="_ _17"> </span>uw<span class="_ _1"></span>agę <span class="_ _1d"> </span>n<span class="_ _1"></span>ajczęściej <span class="_ _17"> </span>podczas <span class="_ _17"> </span>proc<span class="_ _1"></span>esu </div><div class="t m0 x4 h6 y975 ff2 fs3 fc0 sc0 ls0 ws0">projektowania <span class="_ _14"> </span>danej<span class="_ _1"></span> <span class="_ _12"> </span><span class="ff1">inw<span class="_ _1"></span>estycji. <span class="_ _14"> </span>Projekt <span class="_ _14"> </span>oraz <span class="_ _14"> </span>najist<span class="_ _1"></span>otniejsze <span class="_ _14"> </span>założenia <span class="_ _14"> </span>inw<span class="_ _1"></span>estycji <span class="_ _12"> </span>s<span class="_ _1"></span>ą <span class="_ _12"> </span>nierzadko </span></div><div class="t m0 x4 h6 y976 ff1 fs3 fc0 sc0 ls0 ws0">odpowiedzialnośc<span class="_ _1"></span>ią  zamawiając<span class="_ _1"></span>ych, <span class="_ _1d"> </span>którymi <span class="_ _28"> </span>s<span class="_ _1"></span>ą  najc<span class="_ _1"></span>zęściej <span class="_ _1d"> </span>jednostki <span class="_ _28"> </span>publicz<span class="_ _1"></span>ne  i <span class="_ _1d"> </span>podmioty <span class="_ _1d"> </span>prawa<span class="_ _1"></span> </div><div class="t m0 x4 h6 y57d ff1 fs3 fc0 sc0 ls0 ws0">handlowego. Grupa <span class="_ _10"></span>MIR<span class="_ _1"></span>BUD <span class="_ _10"></span>uwz<span class="_ _1"></span>ględnia <span class="_ _0"></span>opinie i<span class="_ _0"></span>nteres<span class="_ _1"></span>ariuszy <span class="_ _10"></span>po<span class="_ _1"></span>przez <span class="_ _10"></span>rea<span class="_ _1"></span>lizację <span class="_ _0"></span>inwestycji<span class="_ _1"></span><span class="ff2"> w <span class="_ _10"></span>term<span class="_ _1"></span>inie, </span></div><div class="t m0 x4 h6 y977 ff1 fs3 fc0 sc0 ls0 ws0">zgodnie z harmonogramem oraz tak, aby zmniejs<span class="_ _1"></span>zać nega<span class="_ _0"></span>tywny wpływ na tych interes<span class="_ _1"></span>ariuszy podczas </div><div class="t m0 x4 h6 yc1 ff1 fs3 fc0 sc0 ls0 ws0">realizacji inwestycji, a <span class="_ _10"></span>także<span class="_ _1"></span> <span class="_ _10"></span>po jej zakończeniu. <span class="_ _10"></span>O<span class="_ _1"></span>dzwierciedla się <span class="_ _10"></span>to w dążeniu <span class="_ _10"></span>d<span class="_ _1"></span>o <span class="_ _0"></span>realizacji najwyższej </div><div class="t m0 x4 h6 y3fa ff1 fs3 fc0 sc0 ls0 ws0">jakości usług budowlany<span class="_ _1"></span>ch, co pozwala na<span class="_ _1"></span><span class="ff2"> </span>minimalizację napraw<span class="_ _1"></span> gwarancyjnych.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y978 ff6 fsb fc0 sc0 lsb ws0">SBM<span class="ls0">-3 Istotne wpły<span class="_ _1"></span>wy, ryzyka i szanse<span class="_ _1"></span> oraz ich wzajemne związki <span class="_ _1"></span>ze </span></div><div class="t m0 x4 h12 y69b ff6 fsb fc0 sc0 ls0 ws0">strategią i z modele<span class="_ _1"></span>m biznesowym <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y69c ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y69d ff1 fs3 fc0 sc0 ls0 ws0">Wpływ Grupy MIRBUD n<span class="_ _1"></span>a użytkowników końcowyc<span class="_ _1"></span>h jest niebezpośredni, poniew<span class="_ _1"></span>aż materializuje się w </div><div class="t m0 x4 h6 yc7 ff1 fs3 fc0 sc0 ls0 ws0">decyzjach <span class="_ _c"></span>podmiotów <span class="_ _c"></span>pry<span class="_ _1"></span>watnych <span class="_ _1"></span>oraz<span class="_ _1"></span> <span class="_ _1"></span>publicznyc<span class="_ _1"></span>h <span class="_ _1"></span>odnośnie <span class="_ _c"></span>do <span class="_ _c"></span>miejsca, <span class="_ _c"></span>termi<span class="_ _1"></span>nu <span class="_ _1"></span>i <span class="_ _c"></span>sposobu <span class="_ _c"></span>realizacj<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y750 ff1 fs3 fc0 sc0 ls0 ws0">danej <span class="_ _f"> </span>inwestycji. <span class="_ _f"> </span>Zarówno <span class="_ _f"> </span>w <span class="_ _f"> </span>przypadku <span class="_ _f"> </span>pełnienia <span class="_ _f"> </span>roli <span class="_ _f"> </span>generalneg<span class="_ _1"></span><span class="ff2">o <span class="_ _f"> </span>wykonawcy<span class="_ _1"></span>, <span class="_ _11"> </span>j<span class="_ _1"></span>ak <span class="_ _11"> </span>i <span class="_ _f"> </span>w <span class="_ _f"> </span>przypadku<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y979 ff1 fs3 fc0 sc0 ls0 ws0">realizacji <span class="_ _e"></span>inwestycji <span class="_ _e"></span>w <span class="_ _e"></span>formule <span class="_ _e"></span>„zaprojektuj <span class="_ _e"> </span>i <span class="_ _e"></span>wybuduj” <span class="_ _e"></span>to <span class="_ _e"></span>zamawiający <span class="_ _e"> </span>określa <span class="_ _e"></span>wymagania <span class="_ _e"> </span>dotycz<span class="_ _1"></span>ące </div><div class="t m0 x4 h6 y97a ff1 fs3 fc0 sc0 ls0 ws0">inwestycji, <span class="_ _1"></span>także <span class="_ _1"></span>pod <span class="_ _1"></span>k<span class="_ _1"></span>ątem <span class="_ _1"></span>spełniania <span class="_ _c"></span>oczekiwań <span class="_ _1"></span>uży<span class="_ _1"></span>tkowników <span class="_ _1"></span>końcowych <span class="_ _1"></span>i <span class="_ _1"></span>odpow<span class="_ _1"></span>iedzi <span class="_ _1"></span>na <span class="_ _1"></span>potrzeby<span class="_ _1"></span> </div><div class="t m0 x4 h6 y97b ff1 fs3 fc0 sc0 ls0 ws0">grup użytkowników ko<span class="_ _1"></span>ńcowych maj<span class="_ _1"></span>ących specjalne potrzeby. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ycc ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y8fe ff1 fs3 fc0 sc0 ls0 ws0">Bezpośrednie <span class="_ _10"></span>wpływy<span class="_ _1"></span> <span class="_ _5"></span>z<span class="_ _1"></span>wiązane <span class="_ _5"></span>z <span class="_ _10"></span>konsum<span class="_ _1"></span>entami <span class="_ _10"></span>i <span class="_ _10"></span>użytkownikami <span class="_ _10"></span>końcowymi <span class="_ _0"></span>pojawiają <span class="_ _10"></span>się <span class="_ _10"></span>w <span class="_ _10"></span>przypadk<span class="_ _1"></span>u </div><div class="t m0 x4 h6 y97c ff1 fs3 fc0 sc0 ls0 ws0">działalności <span class="_ _1"></span>dewelopers<span class="_ _1"></span>kiej, gdzi<span class="_ _1"></span>e uży<span class="_ _1"></span>tkownikami <span class="_ _1"></span>końcowymi <span class="_ _1"></span>są <span class="_ _1"></span>nabywc<span class="_ _1"></span>y <span class="_ _1"></span>mieszkań. <span class="_ _1"></span>Wpływy, <span class="_ _1"></span>ryzyka <span class="_ _1"></span>i </div><div class="t m0 x4 h6 y37a ff1 fs3 fc0 sc0 ls0 ws0">szanse <span class="_ _f"> </span>z <span class="_ _f"> </span>nimi <span class="_ _f"> </span>związane  mogą <span class="_ _f"> </span>pojawiać <span class="_ _f"> </span>się <span class="_ _f"> </span>na <span class="_ _f"> </span>etapie <span class="_ _f"> </span>sprze<span class="_ _1"></span>daży <span class="_ _f"> </span>mi<span class="_ _1"></span>eszkań, <span class="_ _f"> </span>gdzie <span class="_ _f"> </span>użytk<span class="_ _1"></span>ownicy <span class="_ _f"> </span>ci </div><div class="t m0 x4 h6 y97d ff1 fs3 fc0 sc0 ls0 ws0">podejmują <span class="_ _0"></span>decyzję o <span class="_ _10"></span>zakupie <span class="_ _0"></span>mieszkania <span class="_ _0"></span>na <span class="_ _10"></span>po<span class="_ _1"></span>dstawie <span class="_ _0"></span>jego <span class="_ _10"></span>loka<span class="_ _1"></span>lizacji, <span class="_ _10"></span>ceny oraz <span class="_ _10"></span>atrakc<span class="_ _1"></span>yjności. <span class="_ _10"></span>Ry<span class="_ _1"></span>zyka </div><div class="t m0 x4 h6 yd1 ff1 fs3 fc0 sc0 ls0 ws0">związane <span class="_ _16"> </span>z <span class="_ _11"> </span>tą <span class="_ _16"> </span>grupą <span class="_ _11"> </span>mogą <span class="_ _11"> </span>materializować <span class="_ _11"> </span>się <span class="_ _16"> </span>także<span class="_ _1"></span> <span class="_ _16"> </span>w <span class="_ _16"> </span>trakc<span class="_ _1"></span>ie <span class="_ _e"> </span>proc<span class="_ _1"></span>esu <span class="_ _e"> </span>i<span class="_ _1"></span>nwestycyjnego <span class="_ _11"> </span>i <span class="_ _16"> </span>mogą <span class="_ _16"> </span>być<span class="_ _1"></span> </div><div class="t m0 x4 h6 y97e ff1 fs3 fc0 sc0 ls0 ws0">związane z potencjalnymi opóźni<span class="_ _1"></span>eniami w budowie w stosunku do założonego harmono<span class="_ _1"></span>gramu, a także </div><div class="t m0 x4 h6 y97f ff1 fs3 fc0 sc0 ls0 ws0">po odbiorach, gdy mo<span class="_ _1"></span>gą pojawiać się naprawy gwar<span class="_ _1"></span>ancyjne. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 ya7 ff6 fsb fc0 sc0 lsb ws0">S4<span class="ls0">-1 Polityki związ<span class="_ _1"></span>ane z konsumentami<span class="_ _1"></span> i użytkownikami końcowymi <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 y6a7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y980 ff1 fs3 fc0 sc0 ls0 ws0">Grupa  Kapitałowa <span class="_ _1d"> </span>MIRBUD <span class="_ _1d"> </span>nie  posiada  po<span class="_ _1"></span>lityk  odnoszących <span class="_ _1d"> </span>się  bezpośrednio <span class="_ _1d"> </span>do  użytkowników<span class="_ _1"></span> </div><div class="t m0 x4 h6 y981 ff1 fs3 fc0 sc0 ls0 ws0">końcowych. Grupa <span class="_ _10"></span>porusz<span class="_ _1"></span>a <span class="_ _0"></span>temat <span class="_ _0"></span>relacji z <span class="_ _10"></span>inwestora<span class="_ _1"></span>mi, <span class="_ _0"></span>czyli po<span class="_ _0"></span>tencjalnymi klientami <span class="_ _0"></span>Grupy w <span class="_ _10"></span>Kodeks<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y982 ff1 fs3 fc0 sc0 ls0 ws0">Etyki <span class="_ _1d"> </span>Zawodowej<span class="_ _1"></span> <span class="_ _1d"> </span>Pracownika <span class="_ _17"> </span>i <span class="_ _1d"> </span>Współpracow<span class="_ _1"></span>nika. <span class="_ _1d"> </span>Ubiegając <span class="_ _1d"> </span>się <span class="_ _17"> </span>o <span class="_ _1d"> </span>zamó<span class="_ _1"></span><span class="ff2">w<span class="_ _1"></span>ienia <span class="_ _1d"> </span>publiczne <span class="_ _1d"> </span>Grup<span class="_ _1"></span>a </span></div><div class="t m0 x4 h6 y983 ff1 fs3 fc0 sc0 ls0 ws0">przestrzega <span class="_ _14"> </span>ustalonych <span class="_ _14"> </span>z<span class="_ _1"></span>asad, <span class="_ _12"> </span>k<span class="_ _1"></span>tóre <span class="_ _14"> </span>w <span class="_ _14"> </span>szczególnośc<span class="_ _1"></span>i <span class="_ _12"> </span>dotyczą <span class="_ _14"> </span>określe<span class="_ _1"></span>nia <span class="_ _14"> </span>realnych <span class="_ _14"> </span>warunków<span class="_ _1"></span> </div><div class="t m0 x4 h6 y984 ff1 fs3 fc0 sc0 ls0 ws0">merytorycznyc<span class="_ _1"></span>h <span class="_ _5"></span>i <span class="_ _10"></span>term<span class="_ _1"></span>inów, <span class="_ _10"></span>które <span class="_ _10"></span>jest <span class="_ _10"></span>w <span class="_ _10"></span>stani<span class="_ _1"></span>e <span class="_ _5"></span>spe<span class="_ _1"></span>łnić <span class="_ _10"></span>z <span class="_ _10"></span>podaniem <span class="_ _10"></span>ceny<span class="_ _1"></span> <span class="_ _5"></span>z<span class="_ _1"></span>apewniającej <span class="_ _10"></span>pokry<span class="_ _1"></span>cie <span class="_ _5"></span>kosz<span class="_ _1"></span>tów </div><div class="t m0 x4 h6 y3d4 ff1 fs3 fc0 sc0 ls0 ws0">oraz stosownej marż<span class="_ _1"></span>y.  <span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf54" class="pf w5 hc" ><div class="pc pc54 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls30 ws0">84<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h12 y227 ff6 fsb fc0 sc0 lsb ws0">S4<span class="ls0">-2 Procesy wsp<span class="_ _1"></span>ółpracy w zakresie w<span class="_ _1"></span>pływów z konsumentami i </span></div><div class="t m0 x4 h12 y228 ff6 fsb fc0 sc0 ls0 ws0">użytkownikami koń<span class="_ _1"></span>cowymi <span class="ff3"> </span></div><div class="t m0 x4 h6 y229 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y22a ff1 fs3 fc0 sc0 ls0 ws0">Grupa  K<span class="_ _1"></span>apitałowa  MIR<span class="_ _1"></span>BUD  ni<span class="_ _1"></span>e  prowadzi <span class="_ _1d"> </span>bezpośredniej<span class="_ _1"></span>  współpracy<span class="_ _1"></span>  z <span class="_ _1d"> </span>użytkownikami <span class="_ _28"> </span>k<span class="_ _1"></span>ońcowymi </div><div class="t m0 x4 h6 y22b ff1 fs3 fc0 sc0 ls0 ws0">inwestycji <span class="_ _1"></span>budowlanych. <span class="_ _1"></span>Współpracuje <span class="_ _1"></span>z <span class="_ _1"></span>zamawiający<span class="_ _1"></span>m usług<span class="_ _1"></span>ę. Efek<span class="_ _1"></span>tem t<span class="_ _1"></span>ej ws<span class="_ _1"></span>półpracy j<span class="_ _1"></span>est <span class="_ _1"></span>reali<span class="_ _0"></span>zacj<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y1b8 ff1 fs3 fc0 sc0 ls0 ws0">kontraktów  zgodnie <span class="_ _f"> </span>z<span class="_ _1"></span> <span class="_ _f"> </span>har<span class="_ _1"></span>monogramem  i <span class="_ _f"> </span>w  założonym  budżecie,  co <span class="_ _f"> </span>ma  wpły<span class="_ _c"></span>w  na <span class="_ _f"> </span>użytkow<span class="_ _1"></span>ników </div><div class="t m0 x4 h6 y598 ff1 fs3 fc0 sc0 ls0 ws0">końcowych. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y91e ff6 fsb fc0 sc0 lsb ws0">S4<span class="ls0">-3 Procesy rem<span class="_ _1"></span>ediacji negatywnych wpływó<span class="_ _1"></span>w i kanały zgłaszani<span class="_ _1"></span>a </span></div><div class="t m0 x4 h12 y91f ff6 fsb fc0 sc0 ls0 ws0">problemów przez k<span class="_ _1"></span>onsumentów i użytkownikó<span class="_ _1"></span>w końcowych <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y920 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y921 ff1 fs3 fc0 sc0 ls0 ws0">Negatywne  w<span class="_ _1"></span>pływy  na  uży<span class="_ _1"></span>tkowników  końcowych <span class="_ _1d"> </span>mogą  pojawiać <span class="_ _1d"> </span>się  najczęśc<span class="_ _1"></span>iej  po  zakończeniu<span class="_ _1"></span> </div><div class="t m0 x4 h6 y39a ff1 fs3 fc0 sc0 ls0 ws0">procesu  inwestycyjnego. <span class="_ _f"> </span>Po  zakończeniu <span class="_ _f"> </span>i<span class="_ _1"></span>nwestycji <span class="_ _f"> </span>i  jej <span class="_ _f"> </span>odbiorze  funkcjonuje  okres <span class="_ _f"> </span>gwarancyjny<span class="_ _1"></span>, </div><div class="t m0 x4 h6 y43f ff1 fs3 fc0 sc0 ls0 ws0">podczas <span class="_ _11"> </span>którego <span class="_ _11"> </span>kl<span class="_ _1"></span>ienci <span class="_ _11"> </span>mają <span class="_ _11"> </span>prawo <span class="_ _11"> </span>złożyć<span class="_ _1"></span> <span class="_ _16"> </span>rek<span class="_ _1"></span>lamacje, <span class="_ _11"> </span>które <span class="_ _11"> </span>s<span class="_ _1"></span>ą <span class="_ _16"> </span>roz<span class="_ _1"></span>patryw<span class="_ _1"></span><span class="ff2">ane <span class="_ _11"> </span>zgodnie <span class="_ _11"> </span>z <span class="_ _11"> </span>prawem. </span></div><div class="t m0 x4 h6 y8f4 ff1 fs3 fc0 sc0 ls0 ws0">Zgłoszenia <span class="_ _1f"> </span>t<span class="_ _1"></span>e, <span class="_ _1f"> </span>w <span class="_ _1f"> </span>prz<span class="_ _1"></span>ypadku <span class="_ _1f"> </span>inw<span class="_ _1"></span>estycji <span class="_ _1f"> </span>budowlan<span class="_ _1"></span>ych <span class="_ _1f"> </span>kierowan<span class="_ _1"></span>e <span class="_ _1f"> </span>są <span class="_ _1f"> </span>do <span class="_ _1c"> </span>G<span class="_ _1"></span>K <span class="_ _1a"> </span>MIR<span class="_ _1"></span>BUD <span class="_ _1f"> </span>przez<span class="_ _1"></span> </div><div class="t m0 x4 h6 y8f5 ff1 fs3 fc0 sc0 ls0 ws0">Zamawiającego, <span class="_ _d"></span>a<span class="_ _1"></span>le <span class="_ _c"></span>pośre<span class="_ _1"></span>dnio <span class="_ _c"></span>m<span class="_ _1"></span>ogą <span class="_ _c"></span>być <span class="_ _e"></span>wynikiem <span class="_ _d"></span>informacji <span class="_ _d"></span>k<span class="_ _1"></span>ierowanych <span class="_ _d"></span>do <span class="_ _e"></span>Zamawiającego <span class="_ _d"></span>przez<span class="_ _1"></span> </div><div class="t m0 x4 h6 y985 ff1 fs3 fc0 sc0 ls0 ws0">użytkowników <span class="_ _16"> </span>k<span class="_ _1"></span>ońcowych. <span class="_ _16"> </span>W <span class="_ _11"> </span>przypadku <span class="_ _16"> </span>dzi<span class="_ _1"></span>ałalności <span class="_ _16"> </span>dewelopers<span class="_ _1"></span>kiej <span class="_ _11"> </span>są <span class="_ _16"> </span>to <span class="_ _11"> </span>bezpośrednie <span class="_ _16"> </span>zgłosz<span class="_ _1"></span>enia </div><div class="t m0 x4 h6 y986 ff1 fs3 fc0 sc0 ls0 ws0">właścicieli mieszkań. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y630 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y987 ff1 fs3 fc0 sc0 ls0 ws0">Opis „Procedury zgłasz<span class="_ _1"></span>ania nieprawidłowości i naduży<span class="_ _1"></span>ć” został uwzględniony<span class="_ _1"></span> w rozdziale G1.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y988 ff6 fsb fc0 sc0 lsb ws0">S4<span class="ls0">-4 Podejmowani<span class="_ _1"></span>e działań dotyczący<span class="_ _1"></span>ch istotnych wpływó<span class="_ _1"></span>w na </span></div><div class="t m0 x4 h12 y20 ff6 fsb fc0 sc0 ls0 ws0">konsumentów i uży<span class="_ _1"></span>tkowników końcowych ora<span class="_ _1"></span>z stosowanie podejść </div><div class="t m0 x4 h12 y989 ff6 fsb fc0 sc0 ls0 ws0">służących zarządz<span class="_ _1"></span>aniu istotnymi ryzyk<span class="_ _1"></span>ami i wykorzystywaniu istotn<span class="_ _1"></span>ych </div><div class="t m0 x4 h12 y8fb ff6 fsb fc0 sc0 ls0 ws0">szans związanych <span class="_ _1"></span>z konsumentami i uż<span class="_ _1"></span>ytkownikami końcowymi oraz </div><div class="t m0 x4 h12 y1c8 ff6 fsb fc0 sc0 ls6 ws0">skut<span class="ls0">eczność tych d<span class="_ _1"></span>ziałań <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y98a ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9e ff1 fs3 fc0 sc0 ls0 ws0">Działania <span class="_ _13"> </span>dotyc<span class="_ _1"></span>zące <span class="_ _13"> </span>wpływu <span class="_ _13"> </span>na <span class="_ _13"> </span>ko<span class="_ _1"></span>nsumentów <span class="_ _13"> </span>i <span class="_ _13"> </span>u<span class="_ _1"></span>żytkowników <span class="_ _13"> </span>końcowych <span class="_ _12"> </span>dotyczą <span class="_ _13"> </span>najc<span class="_ _1"></span>zęściej </div><div class="t m0 x4 h6 y9f ff1 fs3 fc0 sc0 ls0 ws0">użytkowników <span class="_ _1"></span>końcowych <span class="_ _1"></span>inwestycj<span class="_ _1"></span>i, jakimi <span class="_ _1"></span>są <span class="_ _1"></span>w duż<span class="_ _1"></span>ej mierze<span class="_ _1"></span> społecz<span class="_ _1"></span>ności loka<span class="_ _1"></span>lne. Gru<span class="_ _1"></span>pa podejmuj<span class="_ _1"></span>e </div><div class="t m0 x4 h6 y8af ff1 fs3 fc0 sc0 ls0 ws0">działania <span class="_ _1d"> </span>zgodn<span class="_ _1"></span>ie <span class="_ _1d"> </span>z <span class="_ _1d"> </span>prawem, <span class="_ _1d"> </span>re<span class="_ _1"></span>alizując <span class="_ _1d"> </span>naprawy <span class="_ _17"> </span>gwarancyjne, <span class="_ _1d"> </span>w<span class="_ _1"></span> <span class="_ _1d"> </span>przypadku<span class="_ _1"></span><span class="ff2">, <span class="_ _17"> </span>gdy <span class="_ _1d"> </span>taka <span class="_ _1d"> </span>p<span class="_ _1"></span>otrzeba </span></div><div class="t m0 x4 h6 y98b ff1 fs3 fc0 sc0 ls0 ws0">zgłoszona zostanie przez<span class="_ _1"></span> użytkowników lub Zamawiaj<span class="_ _1"></span>ącego. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y5c6 ff6 fsb fc0 sc0 lsb ws0">S4<span class="ls0">-5 Cele dotyczą<span class="_ _1"></span>ce zarządzania istotn<span class="_ _1"></span>ymi negatywnymi w<span class="_ _1"></span>pływami, </span></div><div class="t m0 x4 h12 y98c ff6 fsb fc0 sc0 ls0 ws0">zwiększania pozyty<span class="_ _1"></span>wnych wpływów i zarządzania is<span class="_ _1"></span>totnymi ryzykami i </div><div class="t m0 x4 h12 y98d ff6 fsb fc0 sc0 ls0 ws0">szansami<span class="ff3"> </span></div><div class="t m0 x4 h6 y6a5 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y98e ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD nie usta<span class="_ _1"></span>nowiła celów związanego z k<span class="_ _1"></span>onsumentami i użytkown<span class="_ _1"></span>ikami końcowymi. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 he y98f ff6 fs9 fc2 sc0 ls0 ws0">Informacje<span class="_ _0"></span> związane z<span class="_ _0"></span> ładem zarząd<span class="_ _0"></span>czym<span class="ff3"> </span></div><div class="t m0 x4 h11 y593 ff6 fsa fc0 sc0 ls0 ws0">G1 Praktyki b<span class="_ _0"></span>iznesowe<span class="ff3"> </span></div><div class="t m0 x4 h12 y990 ff6 fsb fc0 sc0 ls0 ws0">ESRS 2 GOV-1 Rol<span class="_ _1"></span>a organów administr<span class="_ _1"></span>ujących, zarządzają<span class="_ _1"></span>cych i </div><div class="t m0 x4 h12 y436 ff6 fsb fc0 sc0 ls0 ws0">nadzorczych<span class="ff3"> </span></div><div class="t m0 x4 h6 y3b6 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y38c ff1 fs3 fc0 sc0 ls0 ws0">Rola Zarządu oraz <span class="_ _1"></span>Rady Nadzorczej G<span class="_ _1"></span>rupy Kapitałowej MIRBUD <span class="_ _1"></span>w zakresie polityk, proc<span class="_ _1"></span>edur i działań </div><div class="t m0 x4 h6 y202 ff1 fs3 fc0 sc0 ls0 ws0">związanych <span class="_ _0"></span>z <span class="_ _0"></span>ładem <span class="_ _10"></span>zarz<span class="_ _1"></span>ądczym <span class="_ _0"></span>została <span class="_ _10"></span>s<span class="_ _1"></span>zczegółowo <span class="_ _10"></span>opisa<span class="_ _1"></span>na <span class="_ _10"></span>w <span class="_ _0"></span>niniejszym rozdziale, <span class="_ _10"></span>odnosz<span class="_ _1"></span>ąc <span class="_ _10"></span>się <span class="_ _0"></span>do </div></div></div><div class="pi" ></div></div><div id="pf55" class="pf w5 hc" ><div class="pc pc55 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls30 ws0">85<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">poszczególnych <span class="_ _f"> </span>eleme<span class="_ _1"></span>ntów <span class="_ _f"> </span>tego <span class="_ _f"> </span>obszaru <span class="_ _f"> </span>w <span class="_ _f"> </span>s<span class="_ _1"></span>tosownych <span class="_ _f"> </span>ujawnieniach. <span class="_ _f"> </span>GK<span class="_ _1"></span> <span class="_ _f"> </span>MIRBUD <span class="_ _f"> </span>deklaruje, <span class="_ _f"> </span>że<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">zarówno  Zarząd <span class="_ _28"> </span>j<span class="_ _1"></span>ak  i  Ra<span class="_ _1"></span>da  Nadzorcza  dy<span class="_ _1"></span>sponują  odpowiednim<span class="_ _1"></span>i  kompetencjami <span class="_ _1d"> </span>niezbędnymi  do<span class="_ _1"></span> </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">skutecznego nadzorow<span class="_ _1"></span>ania oraz zarządzania tym <span class="_ _1"></span>obszarem.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y106 ff6 fsb fc0 sc0 ls0 ws0">ESRS 2 IRO-1 Opis <span class="_ _1"></span>procesów służącyc<span class="_ _1"></span>h do identyfikacji i oceny </div><div class="t m0 x4 h12 y991 ff6 fsb fc0 sc0 ls8 ws0">istotnych oddziały<span class="_ _1"></span>wań, ryzyka i możli<span class="_ _1"></span>wości<span class="ff3 ls0"> </span></div><div class="t m0 x4 h6 y992 ff2 fs3 fc0 sc0 ls0 ws0">Kryteria <span class="_ _1d"> </span>stosowane <span class="_ _1d"> </span>podczas<span class="_ _1"></span>  proc<span class="_ _1"></span>esu  i<span class="_ _1"></span>dentyfikacji <span class="_ _1d"> </span>istotnych <span class="_ _17"> </span><span class="ff1">wpływów</span>, <span class="_ _1d"> </span>ryzyk<span class="_ _1"></span>  i<span class="_ _1"></span> <span class="_ _1d"> </span>szans <span class="_ _1d"> </span>w <span class="_ _1d"> </span>obszarze </div><div class="t m0 x4 h6 y993 ff1 fs3 fc0 sc0 ls0 ws0">prowadzenia <span class="_ _e"> </span>dzi<span class="_ _1"></span>ałalności <span class="_ _e"></span>gospodarczej <span class="_ _e"> </span>są <span class="_ _e"> </span>z<span class="_ _1"></span>godne <span class="_ _e"></span>z <span class="_ _e"> </span>k<span class="_ _1"></span>ryteriami <span class="_ _e"></span>używanymi <span class="_ _e"> </span>w<span class="_ _1"></span> <span class="_ _16"> </span><span class="ff2">proces<span class="_ _1"></span>ie <span class="_ _e"></span>identyfikacji <span class="_ _e"> </span>i </span></div><div class="t m0 x4 h6 y610 ff2 fs3 fc0 sc0 ls0 ws0">oceny <span class="_ _1"></span><span class="ff1">wpływów, <span class="_ _1"></span>ryz<span class="_ _1"></span>yk <span class="_ _1"></span>i sz<span class="_ _1"></span>ans z<span class="_ _1"></span>wiązanych <span class="_ _1"></span>z <span class="_ _1"></span>innymi <span class="_ _1"></span>zagadnieniam<span class="_ _1"></span>i zr<span class="_ _1"></span>ównoważonego <span class="_ _1"></span>rozwoju. <span class="_ _1"></span>Zostały<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y994 ff1 fs3 fc0 sc0 ls0 ws0">one szczegółowo op<span class="_ _1"></span>isane w <span class="ff2">ramach <span class="_ _1"></span>ujawnienia ESR<span class="_ _1"></span>S 2 IRO-1. </span></div><div class="t m0 x4 h12 y8d ff6 fsb fc0 sc0 ls8 ws0">G1<span class="ls0">-1 Kultura korpor<span class="_ _1"></span>acyjna i Polityki pro<span class="_ _1"></span>wadzenia działalności </span></div><div class="t m0 x4 h12 y995 ff6 fsb fc0 sc0 ls0 ws0">gospodarczej<span class="ff3"> </span></div><div class="t m0 x4 h6 y996 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y997 ff1 fs3 fc0 sc0 ls0 ws0">Tematy związane <span class="_ _10"></span>z kulturą korporacyjną po<span class="_ _0"></span>jawiają się <span class="_ _10"></span>na posiedzeniach zarówno Rady <span class="_ _10"></span>Nadzorc<span class="_ _1"></span>zej, <span class="_ _0"></span>jak </div><div class="t m0 x4 h6 y998 ff1 fs3 fc0 sc0 ls0 ws0">i <span class="_ _12"> </span>Zarządu. <span class="_ _12"> </span>Raz <span class="_ _12"> </span>d<span class="_ _1"></span>o <span class="_ _13"> </span>roku<span class="_ _1"></span> <span class="_ _13"> </span>prz<span class="_ _1"></span>eprowadzane <span class="_ _12"> </span>jest <span class="_ _12"> </span>p<span class="_ _1"></span>odsumowanie <span class="_ _12"> </span>tematów <span class="_ _12"> </span>z<span class="_ _1"></span>wiązanych <span class="_ _12"> </span>z <span class="_ _12"> </span>kulturą<span class="_ _1"></span> </div><div class="t m0 x4 h6 y999 ff1 fs3 fc0 sc0 ls0 ws0">korporacyjną, <span class="_ _1"></span>które w dany<span class="_ _1"></span>m roku zosta<span class="_ _1"></span>ły zrealizowane <span class="_ _1"></span>oraz zasygnalizowa<span class="_ _1"></span><span class="ff2">n<span class="_ _1"></span>ie potrzeb na<span class="_ _1"></span> kolejny rok<span class="_ _1"></span>. </span></div><div class="t m0 x4 h6 y99a ff1 fs3 fc0 sc0 ls0 ws0">Wynikiem  omawiania <span class="_ _f"> </span>ww.  kwestii <span class="_ _f"> </span>było  podjęcie <span class="_ _f"> </span>decy<span class="_ _1"></span>zji <span class="_ _f"> </span>o  reali<span class="_ _0"></span>zacji  szkoleń <span class="_ _f"> </span>na  temat <span class="_ _f"> </span>mobbingu  i </div><div class="t m0 x4 h6 y99b ff1 fs3 fc0 sc0 ls0 ws0">dyskryminacji. <span class="_ _16"> </span>W <span class="_ _16"> </span>pierwszym <span class="_ _16"> </span>kwartale<span class="_ _1"></span> <span class="_ _e"></span>każdego <span class="_ _16"> </span>roku <span class="_ _16"> </span>odbywają<span class="_ _1"></span> <span class="_ _e"></span>się <span class="_ _16"> </span>spotkania <span class="_ _16"> </span>koordy<span class="_ _1"></span>nacyjne <span class="_ _e"> </span>pionów,<span class="_ _1"></span> </div><div class="t m0 x4 h6 y99c ff1 fs3 fc0 sc0 ls0 ws0">podczas których oma<span class="_ _1"></span>wiane są tematy związ<span class="_ _1"></span><span class="ff2">ane z rozwojem kultury<span class="_ _1"></span> korporacyjnej. <span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y99d ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y99e ff1 fs3 fc0 sc0 ls0 ws0">Podczas comiesięcznych spotkań Zarządu z wyższą k<span class="_ _0"></span>adrą zarządzającą budowami tematy związane <span class="_ _0"></span>z </div><div class="t m0 x4 h6 y99f ff1 fs3 fc0 sc0 ls0 ws0">kulturą korporacyj<span class="_ _1"></span>ną poruszane są w razie potrz<span class="_ _1"></span>eb.  <span class="ff2"> </span></div><div class="t m0 x4 h6 y9a0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y21 ff1 fs3 fc0 sc0 ls0 ws0">Zarząd <span class="_ _d"></span>jest <span class="_ _d"></span>organem, <span class="_ _d"></span>k<span class="_ _1"></span>tóry <span class="_ _d"></span>przyjmuj<span class="_ _1"></span>e <span class="_ _c"></span>kluczowe <span class="_ _d"></span>po<span class="_ _1"></span>lityki <span class="_ _c"></span>z <span class="_ _d"></span>obs<span class="_ _1"></span>zaru <span class="_ _c"></span>kult<span class="_ _1"></span>ury <span class="_ _c"></span>korpor<span class="_ _1"></span>acyjnej <span class="_ _d"></span>i <span class="_ _d"></span>działalności<span class="_ _1"></span> </div><div class="t m0 x4 h6 y9a1 ff1 fs3 fc0 sc0 ls0 ws0">gospodarczej. Naj<span class="_ _1"></span>ważniejsze polityki i dokume<span class="_ _1"></span>nty obejmujące te obszary<span class="_ _1"></span> to:<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y9a2 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y9a3 ff6 fs3 fc0 sc0 ls0 ws0">Kodeks Etyki Zawodow<span class="_ _1"></span>ej Pracownika i Współpra<span class="_ _1"></span>cownika <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y9a4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9a5 ff1 fs3 fc0 sc0 ls0 ws0">Kodeks <span class="_ _e"> </span>ten <span class="_ _e"> </span>wy<span class="_ _1"></span>znacza <span class="_ _e"></span>normy <span class="_ _e"> </span>i <span class="_ _e"> </span>w<span class="_ _1"></span>artości <span class="_ _e"></span>etyczne <span class="_ _e"> </span>wyraż<span class="_ _1"></span>ające <span class="_ _e"></span>standardy <span class="_ _e"> </span>postępo<span class="_ _1"></span>wania <span class="_ _e"></span>pracowników <span class="_ _16"> </span>i </div><div class="t m0 x4 h6 y9a6 ff1 fs3 fc0 sc0 ls0 ws0">współpracowników <span class="_ _1"></span>na <span class="_ _1"></span>rzecz <span class="_ _1"></span>wypełniania misj<span class="_ _1"></span>i Spółki <span class="_ _1"></span>oraz <span class="_ _1"></span>realizacji jej <span class="_ _1"></span>strategii <span class="_ _1"></span>biznesowej. <span class="_ _1"></span>Skuteczne<span class="_ _1"></span> </div><div class="t m0 x4 h6 y9a7 ff1 fs3 fc0 sc0 ls0 ws0">wdrożenie <span class="_ _e"> </span>Kodek<span class="_ _1"></span>su <span class="_ _e"></span>Etyki <span class="_ _e"> </span>jest <span class="_ _16"> </span>dla <span class="_ _e"> </span>Zarz<span class="_ _1"></span>ądu <span class="_ _e"></span>sprawą <span class="_ _e"> </span>pr<span class="_ _1"></span>iorytetową.<span class="_ _1"></span> <span class="_ _e"></span>Każdy <span class="_ _e"> </span>pracow<span class="_ _1"></span>nik <span class="_ _e"></span>GK <span class="_ _e"> </span>MIRBUD<span class="_ _1"></span> <span class="_ _e"></span>jest </div><div class="t m0 x4 h6 y67a ff1 fs3 fc0 sc0 ls0 ws0">zobowiązany <span class="_ _1"></span>do <span class="_ _1"></span>przestrzeg<span class="_ _1"></span>ania wy<span class="_ _1"></span>mogów <span class="_ _1"></span>Kodeksu <span class="_ _1"></span>Etyk<span class="_ _1"></span>i, niezależn<span class="_ _1"></span>ie <span class="_ _1"></span>od zajm<span class="_ _1"></span>owanego <span class="_ _1"></span>stanowiska <span class="_ _1"></span>w </div><div class="t m0 x4 h6 y9a8 ff1 fs3 fc0 sc0 ls0 ws0">strukturze <span class="_ _1d"> </span>firmy. <span class="_ _1d"> </span>Kodeks <span class="_ _1d"> </span>t<span class="_ _1"></span>en  jest <span class="_ _1d"> </span>r<span class="_ _1"></span>ównież <span class="_ _1d"> </span>zbiorem <span class="_ _1d"> </span>wskaz<span class="_ _1"></span>ówek  dl<span class="_ _1"></span>a <span class="_ _1d"> </span>naszych <span class="_ _1d"> </span>współpracown<span class="_ _1"></span>ików <span class="_ _1d"> </span>i </div><div class="t m0 x4 h6 y37b ff1 fs3 fc0 sc0 ls0 ws0">podwykonawców, <span class="_ _11"> </span>który<span class="_ _1"></span>m <span class="_ _16"> </span>z<span class="_ _1"></span>aleca <span class="_ _16"> </span>się<span class="_ _1"></span> <span class="_ _16"> </span>stosow<span class="_ _1"></span>anie <span class="_ _11"> </span>do <span class="_ _11"> </span>nieg<span class="_ _1"></span>o <span class="_ _16"> </span>w <span class="_ _11"> </span>celu <span class="_ _11"> </span>utrz<span class="_ _1"></span>ymania <span class="_ _11"> </span>wysokich <span class="_ _11"> </span>standardów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y26 ff1 fs3 fc0 sc0 ls0 ws0">jakości i etyki postępowa<span class="_ _1"></span>nia w relacjach z GK MIRBU<span class="_ _1"></span>D oraz wszystkimi spółkam<span class="_ _1"></span>i Grupy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y9a9 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y9aa ff2 fs3 fc0 sc0 ls0 ws0">Dokument <span class="ff6">Zasady po<span class="_ _1"></span>stępowania dla Kontr<span class="_ _1"></span>ahentów</span> </div><div class="t m0 x4 h6 y9ab ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9ac ff1 fs3 fc0 sc0 ls0 ws0">Dokument <span class="_ _f"> </span>określa <span class="_ _11"> </span>zasa<span class="_ _1"></span>dy <span class="_ _11"> </span>współpracy <span class="_ _f"> </span>oparte <span class="_ _f"> </span>na <span class="_ _11"> </span>war<span class="_ _1"></span>tościach <span class="_ _11"> </span>etycznych, <span class="_ _f"> </span>przestrzeganiu <span class="_ _f"> </span>przepisów<span class="_ _1"></span> </div><div class="t m0 x4 h6 y9ad ff1 fs3 fc0 sc0 ls0 ws0">prawa <span class="_ _e"> </span>oraz <span class="_ _16"> </span>poszanowan<span class="_ _1"></span>iu <span class="_ _e"></span>praw <span class="_ _e"></span>człowieka.<span class="_ _1"></span> <span class="_ _e"></span>Wszyscy <span class="_ _e"></span>kontrahenci<span class="_ _1"></span> <span class="_ _d"></span>s<span class="_ _1"></span>ą <span class="_ _d"></span>z<span class="_ _1"></span>obowiązani <span class="_ _e"> </span>do<span class="_ _1"></span> <span class="_ _d"></span>prz<span class="_ _1"></span>estrzegania </div><div class="t m0 x4 h6 y9ae ff1 fs3 fc0 sc0 ls0 ws0">Kodeksu Etyki <span class="_ _1"></span>firmy, zapew<span class="_ _1"></span>niania uczciwych <span class="_ _1"></span>warunków prac<span class="_ _1"></span>y, przeciwdz<span class="_ _1"></span>ia<span class="_ _1"></span>łania korupcji <span class="_ _1"></span>oraz dbania <span class="_ _1"></span>o </div><div class="t m0 x4 h6 y9af ff1 fs3 fc0 sc0 ls0 ws0">środowisko.  Dokument <span class="_ _f"> </span>jes<span class="_ _1"></span>t <span class="_ _f"> </span>udostępniany  kontrahentom <span class="_ _f"> </span>prz<span class="_ _1"></span>y <span class="_ _f"> </span>zawarc<span class="_ _1"></span>iu <span class="_ _f"> </span>mowy  współpracy <span class="_ _1d"> </span>–<span class="ff2"> <span class="_ _f"> </span></span>każdy </div><div class="t m0 x4 h6 y9b0 ff1 fs3 fc0 sc0 ls0 ws0">kontrahent <span class="_ _1"></span>jest<span class="_ _1"></span> <span class="_ _1"></span>zobowiązany<span class="_ _1"></span> <span class="_ _1"></span>do <span class="_ _1"></span>poświadczenia<span class="_ _1"></span> <span class="_ _1"></span>zapoznania <span class="_ _1"></span>s<span class="_ _1"></span>ię <span class="_ _1"></span>z <span class="_ _1"></span>dokumente<span class="_ _1"></span>m <span class="_ _1"></span>i <span class="_ _1"></span>akc<span class="_ _1"></span>eptacji <span class="_ _1"></span>jego <span class="_ _1"></span>treś<span class="_ _1"></span>ci </div><div class="t m0 x4 h6 y9b1 ff1 fs3 fc0 sc0 ls0 ws0">na piśmie.<span class="ff2"> </span></div><div class="t m0 x4 h6 y9b2 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9b3 ff1 fs3 fc0 sc0 ls0 ws0">Współpraca <span class="_ _1"></span>z partneram<span class="_ _1"></span>i biznesowymi <span class="_ _1"></span>opiera <span class="_ _1"></span>się na <span class="_ _1"></span>obiektywnych <span class="_ _1"></span>kryteriach, <span class="_ _1"></span>takich <span class="_ _1"></span>jak <span class="_ _1"></span>jakość, cena <span class="_ _1"></span>i </div><div class="t m0 x4 h6 y9b4 ff1 fs3 fc0 sc0 ls0 ws0">rzetelność, a brak akcept<span class="_ _1"></span>acji tych zasad wyklucza moż<span class="_ _1"></span>liwość nawiązania współpra<span class="_ _1"></span>cy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y9b5 ff2 fs3 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf56" class="pf w5 hc" ><div class="pc pc56 w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls30 ws0">86<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff1 fs3 fc0 sc0 ls0 ws0">Polityka <span class="_ _18"> </span>dotyczy<span class="_ _1"></span> <span class="_ _17"> </span>wszystk<span class="_ _1"></span>i<span class="_ _0"></span>ch <span class="_ _17"> </span>podm<span class="_ _1"></span>iotów <span class="_ _17"> </span>wspó<span class="_ _1"></span>łpracujących <span class="_ _18"> </span>z <span class="_ _18"> </span>MIRBUD <span class="_ _18"> </span>S.A. <span class="_ _18"> </span>i <span class="_ _18"> </span>odnosi <span class="_ _18"> </span>s<span class="_ _1"></span>ię <span class="_ _17"> </span>do <span class="_ _18"> </span>ich<span class="_ _1"></span> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">zobowiązań <span class="_ _13"> </span>w<span class="_ _1"></span>obec <span class="_ _13"> </span>pr<span class="_ _1"></span>awa, <span class="_ _13"> </span>etyki <span class="_ _12"> </span>biznesowej<span class="_ _1"></span> <span class="_ _13"> </span>oraz <span class="_ _12"> </span>uczciwej <span class="_ _12"> </span>konkurencji. <span class="_ _12"> </span>Najwy<span class="_ _1"></span>ższym <span class="_ _13"> </span>organem<span class="_ _1"></span> </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">odpowiedzialnym za j<span class="_ _1"></span>ej wdrożenie jest Członek Zarząd<span class="_ _1"></span>u, Dyrektor ds. Finansowy<span class="_ _1"></span>ch.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y54 ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y55 ff6 fs3 fc0 sc0 ls0 ws0">Polityka różnorodności <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y56 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">Polityka <span class="_ _16"> </span>różn<span class="_ _1"></span>orodności <span class="_ _16"> </span>Gr<span class="_ _1"></span>upy <span class="_ _16"> </span>Kapitałowej <span class="_ _11"> </span>MIRBUD <span class="_ _11"> </span>promuje <span class="_ _11"> </span>integracyjne <span class="_ _11"> </span>podej<span class="_ _1"></span>ście <span class="_ _16"> </span>do <span class="_ _16"> </span>zarz<span class="_ _1"></span>ądzania </div><div class="t m0 x4 h6 y58 ff1 fs3 fc0 sc0 ls0 ws0">zasobami lud<span class="_ _0"></span>zkimi, zakładając <span class="_ _0"></span>równość <span class="_ _0"></span>i <span class="_ _0"></span>poszanowanie praw <span class="_ _10"></span>ws<span class="_ _1"></span>zystkich <span class="_ _0"></span>pracowników, bez <span class="_ _10"></span>względu<span class="_ _1"></span> <span class="_ _10"></span>na<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye1 ff1 fs3 fc0 sc0 ls0 ws0">płeć, <span class="_ _12"> </span>wiek, <span class="_ _12"> </span>stan <span class="_ _12"> </span>z<span class="_ _1"></span>drowia, <span class="_ _12"> </span>orientację <span class="_ _12"> </span>s<span class="_ _1"></span>eksualną, <span class="_ _13"> </span>w<span class="_ _1"></span>yznanie, <span class="_ _12"> </span>rasę, <span class="_ _12"> </span>k<span class="_ _1"></span>raj <span class="_ _12"> </span>poch<span class="_ _1"></span>odzenia <span class="_ _13"> </span>c<span class="_ _1"></span>zy <span class="_ _12"> </span>formę </div><div class="t m0 x4 h6 ye2 ff1 fs3 fc0 sc0 ls0 ws0">zatrudnienia.  Celem  tej  polityki  jest  stworzenie  otwartego,  różnorodn<span class="_ _1"></span>ego  środowiska  pracy,  które </div><div class="t m0 x4 h6 ye3 ff1 fs3 fc0 sc0 ls0 ws0">eliminuje wszelkie for<span class="_ _1"></span>my dyskryminacji i zapewnia równy<span class="_ _1"></span> dostęp do szans zawodowyc<span class="_ _1"></span>h oraz informacji </div><div class="t m0 x4 h6 ye4 ff2 fs3 fc0 sc0 ls0 ws0">o standardach etycznych w Grupi<span class="_ _0"></span>e. <span class="ff1">Realizowane przez Grupę MIRBUD cele zrównoważonego rozwoju </span></div><div class="t m0 x4 h6 ye5 ff1 fs3 fc0 sc0 ls0 ws0">ONZ, <span class="_ _e"> </span>takie <span class="_ _16"> </span>jak <span class="_ _16"> </span>mniejsze <span class="_ _16"> </span>nierówności <span class="_ _e"> </span>oraz <span class="_ _16"> </span>równoś<span class="_ _1"></span>ć <span class="_ _e"></span>płci, <span class="_ _e"> </span>s<span class="_ _1"></span>ą <span class="_ _e"></span>fundamentem <span class="_ _16"> </span>działań <span class="_ _16"> </span>w <span class="_ _e"> </span>ramach <span class="_ _16"> </span>polityk<span class="_ _1"></span>i </div><div class="t m0 x4 h6 y9b6 ff1 fs3 fc0 sc0 ls0 ws0">różnorodności.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y9b7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9b8 ff1 fs3 fc0 sc0 ls0 ws0">W <span class="_ _1"></span>szczególności, <span class="_ _c"></span>MIRBUD <span class="_ _1"></span>S.A. <span class="_ _c"></span>dąży <span class="_ _1"></span>do <span class="_ _1"></span>pro<span class="_ _1"></span>mowania <span class="_ _1"></span>równowagi <span class="_ _1"></span>płci<span class="_ _1"></span>owej <span class="_ _1"></span>i <span class="_ _1"></span>różnorodności <span class="_ _1"></span>w <span class="_ _1"></span>s<span class="_ _1"></span>kładach </div><div class="t m0 x4 h6 y9b9 ff1 fs3 fc0 sc0 ls0 ws0">organów <span class="_ _12"> </span>zarządu <span class="_ _14"> </span>oraz <span class="_ _12"> </span>rad <span class="_ _12"> </span>nadz<span class="_ _1"></span>orczych, <span class="_ _12"> </span>kładąc <span class="_ _12"> </span>nacisk<span class="_ _1"></span> <span class="_ _13"> </span>na <span class="_ _12"> </span>zr<span class="_ _1"></span>óżnicowanie <span class="_ _12"> </span>w <span class="_ _12"> </span>zakr<span class="_ _1"></span>esie <span class="_ _13"> </span>wieku<span class="_ _1"></span>, </div><div class="t m0 x4 h6 y282 ff1 fs3 fc0 sc0 ls0 ws0">wykształcenia, <span class="_ _f"> </span>doświadczenia <span class="_ _f"> </span>zawodowego <span class="_ _f"> </span>i <span class="_ _11"> </span>płci. <span class="_ _f"> </span>Zasady <span class="_ _11"> </span>po<span class="_ _1"></span>lityki <span class="_ _11"> </span>różnorodnoś<span class="_ _c"></span>ci <span class="_ _f"> </span>obejmują <span class="_ _f"> </span>również </div><div class="t m0 x4 h6 y9ba ff1 fs3 fc0 sc0 ls0 ws0">wdrożenie procedur anty<span class="_ _1"></span>mobbingowych i antydysk<span class="_ _1"></span>ryminacyjnych oraz corocz<span class="_ _1"></span>ne raportowanie wyników </div><div class="t m0 x4 h6 y9bb ff1 fs3 fc0 sc0 ls0 ws0">polityki. <span class="_ _e"></span>Dzięki <span class="_ _e"> </span>tym <span class="_ _e"> </span>dzia<span class="_ _1"></span>łaniom, <span class="_ _e"></span>Grupa <span class="_ _e"></span>MIRBUD <span class="_ _e"> </span>staw<span class="_ _1"></span>ia <span class="_ _e"></span>na <span class="_ _e"></span>tworzenie <span class="_ _e"></span>kultury <span class="_ _e"> </span>org<span class="_ _1"></span>anizacyjnej, <span class="_ _e"></span>w <span class="_ _e"> </span>której </div><div class="t m0 x4 h6 y9bc ff1 fs3 fc0 sc0 ls0 ws0">najważniejszy<span class="_ _1"></span>mi <span class="_ _10"></span>kryteriami <span class="_ _10"></span>oceny <span class="_ _0"></span>pracownik<span class="_ _1"></span>ów <span class="_ _10"></span>są <span class="_ _10"></span>ich <span class="_ _10"></span>z<span class="_ _1"></span>aangażowanie <span class="_ _0"></span>i <span class="_ _10"></span>kwalifikacj<span class="_ _1"></span>e <span class="_ _10"></span>zawodowe. <span class="_ _10"></span>Polityk<span class="_ _1"></span>a </div><div class="t m0 x4 h6 y2fd ff1 fs3 fc0 sc0 ls0 ws0">ta jest monitorowana <span class="_ _1"></span>i realizowana we wszystk<span class="_ _1"></span>ich spółkach grupy.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h13 y9bd ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y9be ff6 fs3 fc0 sc0 ls0 ws0">Procedura zgłaszania ni<span class="_ _1"></span>eprawidłowości i naduż<span class="_ _1"></span>yć, w tym korupcji <span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y9bf ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y3c7 ff1 fs3 fc0 sc0 ls0 ws0">Ustanowiona <span class="_ _d"></span>proced<span class="_ _1"></span>ura <span class="_ _c"></span>zg<span class="_ _1"></span>łaszania <span class="_ _c"></span>niepraw<span class="_ _1"></span>idłowości <span class="_ _d"></span>i <span class="_ _d"></span>nadużyć <span class="_ _d"></span>ma <span class="_ _d"></span>na <span class="_ _d"></span>ce<span class="_ _1"></span>lu <span class="_ _c"></span>zdefiniow<span class="_ _1"></span>anie <span class="_ _c"></span>jedn<span class="_ _1"></span>olitych </div><div class="t m0 x4 h6 y9c0 ff1 fs3 fc0 sc0 ls0 ws0">zasad <span class="_ _14"> </span>pos<span class="_ _1"></span>tępowania <span class="_ _14"> </span>w<span class="_ _1"></span> <span class="_ _14"> </span>przy<span class="_ _1"></span>padkach <span class="_ _12"> </span>wy<span class="_ _1"></span>krycia <span class="_ _14"> </span>na<span class="_ _1"></span>dużyć, <span class="_ _14"> </span>w <span class="_ _1a"> </span>tym <span class="_ _14"> </span>koru<span class="_ _1"></span>pcji. <span class="_ _14"> </span>Dotycz<span class="_ _1"></span>y <span class="_ _14"> </span>wszystk<span class="_ _1"></span>ich<span class="_ _0"></span> </div><div class="t m0 x4 h6 y9c1 ff1 fs3 fc0 sc0 ls0 ws0">pracowników <span class="_ _f"> </span>oraz <span class="_ _11"> </span>osób <span class="_ _f"> </span>współpracujących <span class="_ _f"> </span>z <span class="_ _11"> </span>GK <span class="_ _f"> </span>MIRBUD. <span class="_ _11"> </span>Z<span class="_ _1"></span>głoszenia <span class="_ _11"> </span>dotyc<span class="_ _1"></span>zą <span class="_ _11"> </span>ni<span class="_ _1"></span>eprawid<span class="_ _1"></span>łowości <span class="_ _11"> </span>w </div><div class="t m0 x4 h6 y9c2 ff1 fs3 fc0 sc0 ls0 ws0">zakresie <span class="_ _c"></span>narusz<span class="_ _1"></span>enia <span class="_ _c"></span>przepisów <span class="_ _d"></span>prawa, <span class="_ _c"></span>tak<span class="_ _1"></span>ich <span class="_ _1"></span>j<span class="_ _1"></span>ak <span class="_ _c"></span>korupc<span class="_ _1"></span>ja, <span class="_ _c"></span>oszustwa, <span class="_ _d"></span>naruszenia <span class="_ _d"></span>praw <span class="_ _d"></span>człowieka <span class="_ _c"></span>cz<span class="_ _1"></span>y </div><div class="t m0 x4 h6 y9c3 ff1 fs3 fc0 sc0 ls0 ws0">zagrożenia dla <span class="_ _1"></span>bezpieczeństwa i <span class="_ _1"></span>ochrony środowiska. <span class="_ _1"></span>Procedura obejm<span class="_ _1"></span>uje również <span class="_ _1"></span>sposób zgłaszania </div><div class="t m0 x4 h6 y9c4 ff1 fs3 fc0 sc0 ls0 ws0">podejrzeń <span class="_ _f"> </span>o <span class="_ _11"> </span>na<span class="_ _1"></span>dużyciach <span class="_ _f"> </span>oraz <span class="_ _f"> </span>działania <span class="_ _11"> </span>zw<span class="_ _1"></span>iązane <span class="_ _f"> </span>z <span class="_ _f"> </span>ich <span class="_ _11"> </span>doku<span class="_ _1"></span>mentowaniem. <span class="_ _f"> </span>Zgłoszenia <span class="_ _f"> </span>mogą <span class="_ _f"> </span>być </div><div class="t m0 x4 h6 y9c5 ff1 fs3 fc0 sc0 ls0 ws0">dokonywane na kilka <span class="_ _0"></span>sposo<span class="_ _1"></span>bów, <span class="_ _0"></span>w tym <span class="_ _0"></span>za pomocą Bezpiecznej<span class="_ _1"></span> <span class="_ _0"></span>Linii, a także be<span class="_ _0"></span>zpośrednio do Zarządu </div><div class="t m0 x4 h6 y9c6 ff1 fs3 fc0 sc0 ls0 ws0">lub Rady Nadzorcz<span class="_ _1"></span>ej, z zachowaniem anonim<span class="_ _1"></span>owości, w zależności od prefer<span class="_ _1"></span>encji zgłaszającego.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y9c7 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9c8 ff1 fs3 fc0 sc0 ls0 ws0">Po przeprowadzeniu weryfikacji zgłoszenia, <span class="_ _0"></span>podejmow<span class="_ _1"></span>ane <span class="_ _0"></span>są odpowiednie kroki, <span class="_ _0"></span>w tym <span class="_ _10"></span>pow<span class="_ _1"></span>iadomienie </div><div class="t m0 x4 h6 y9c9 ff1 fs3 fc0 sc0 ls0 ws0">organów <span class="_ _1d"> </span>ś<span class="_ _1"></span>cigania, <span class="_ _1d"> </span>wdroże<span class="_ _1"></span>nie <span class="_ _1d"> </span>działań <span class="_ _17"> </span>korygujących <span class="_ _17"> </span>lub <span class="_ _1d"> </span>sporz<span class="_ _1"></span>ądzenie <span class="_ _1d"> </span>dokum<span class="_ _1"></span>entacji <span class="_ _1d"> </span>w <span class="_ _17"> </span>przypadku </div><div class="t m0 x4 h6 y9ca ff1 fs3 fc0 sc0 ls0 ws0">uznania <span class="_ _10"></span>zg<span class="_ _1"></span>łoszenia <span class="_ _10"></span>za <span class="_ _10"></span>n<span class="_ _1"></span>iezasadne. <span class="_ _0"></span>Wszelkie <span class="_ _10"></span>zgł<span class="_ _1"></span>oszenia <span class="_ _10"></span>są <span class="_ _10"></span>trakt<span class="_ _1"></span>owane <span class="ff2">poufnie, <span class="_ _0"></span>a <span class="_ _10"></span>procedura<span class="_ _1"></span> <span class="_ _10"></span>ma <span class="_ _10"></span>n<span class="_ _1"></span>a <span class="_ _10"></span>celu </span></div><div class="t m0 x4 h6 y9cb ff1 fs3 fc0 sc0 ls0 ws0">zapewnienie <span class="_ _28"> </span>r<span class="_ _1"></span>zetelności  p<span class="_ _1"></span>ostępowania,  z<span class="_ _1"></span>  posz<span class="_ _1"></span>anowaniem  praw <span class="_ _1d"> </span>osób <span class="_ _1d"> </span>podejrzanych <span class="_ _1d"> </span>o  n<span class="_ _1"></span>adużycia. </div><div class="t m0 x4 h6 y9cc ff1 fs3 fc0 sc0 ls0 ws0">Najwyższ<span class="_ _1"></span>ym szczeblem odpowiedzialnym za wdr<span class="_ _1"></span>ożenie polityki jest Zarząd Spó<span class="_ _1"></span>łki. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y9cd ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9ce ff1 fs3 fc0 sc0 ls0 ws0">Najbardziej <span class="_ _1"></span>zagrożone k<span class="_ _1"></span>orupcją <span class="_ _1"></span>i przekupstwem <span class="_ _1"></span>stanowiska <span class="_ _1"></span>znajdują <span class="_ _1"></span>się w <span class="_ _1"></span>Dziale Z<span class="_ _1"></span>akupów oraz <span class="_ _1"></span>są to<span class="_ _1"></span> </div><div class="t m0 x4 h6 y813 ff1 fs3 fc0 sc0 ls0 ws0">osoby <span class="_ _10"></span>zarządzające <span class="_ _10"></span>budow<span class="_ _1"></span>ami. <span class="_ _10"></span>Pomimo <span class="_ _10"></span>wdrożenia <span class="_ _10"></span>odpowi<span class="_ _1"></span>ednich <span class="_ _5"></span>proc<span class="_ _1"></span>edur, <span class="_ _10"></span>spółka <span class="_ _10"></span>nie <span class="_ _10"></span>posiada <span class="_ _10"></span>obecnie<span class="_ _1"></span> </div><div class="t m0 x4 h6 y814 ff1 fs3 fc0 sc0 ls0 ws0">polityki <span class="_ _d"></span>antykorupcyjnej, <span class="_ _d"></span>kt<span class="_ _1"></span>órej <span class="_ _c"></span>z<span class="_ _1"></span>godność <span class="_ _c"></span>z <span class="_ _d"></span>wymogam<span class="_ _1"></span>i <span class="_ _c"></span>Konwencji<span class="_ _1"></span><span class="ff2"> <span class="_ _d"></span></span>Narodów<span class="_ _1"></span> <span class="_ _c"></span>Zjednocz<span class="_ _1"></span>onych <span class="_ _c"></span>przec<span class="_ _1"></span>iwko </div><div class="t m0 x4 h6 y12d ff1 fs3 fc0 sc0 ls0 ws0">Korupcji (UNCAC) zosta<span class="_ _1"></span>łaby formalnie zweryfikow<span class="_ _1"></span>ana.<span class="ff2"> </span></div><div class="t m0 x4 h13 y35c ff3 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h13 y9cf ff6 fs3 fc0 sc0 ls0 ws0">Procedura przeciwdział<span class="_ _1"></span>ania mobbingowi oraz dy<span class="_ _1"></span>skryminacji<span class="_ _1"></span><span class="ff3"> </span></div><div class="t m0 x4 h6 y9d0 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y9d1 ff1 fs3 fc0 sc0 ls0 ws0">Procedura <span class="_ _19"> </span>ma <span class="_ _19"> </span>na <span class="_ _19"> </span>celu <span class="_ _19"> </span>z<span class="_ _1"></span>apewnienie <span class="_ _19"> </span>odpowiedn<span class="_ _1"></span>ich <span class="_ _18"> </span>warunków<span class="_ _1"></span> <span class="_ _18"> </span>pracy, <span class="_ _19"> </span>e<span class="_ _1"></span>liminując <span class="_ _19"> </span>wszelkie <span class="_ _19"> </span>formy </div><div class="t m0 x4 h6 y9d2 ff1 fs3 fc0 sc0 ls0 ws0">mobbingu, <span class="_ _f"> </span>dyskryminacji <span class="_ _f"> </span>i <span class="_ _f"> </span>molestowania. <span class="_ _f"> </span>Każdy <span class="_ _f"> </span>pracownik <span class="_ _f"> </span>jest <span class="_ _11"> </span>z<span class="_ _1"></span>obowiązany <span class="_ _f"> </span>do <span class="_ _11"> </span>zapoz<span class="_ _1"></span>nania <span class="_ _11"> </span>si<span class="_ _1"></span>ę <span class="_ _11"> </span>z<span class="_ _1"></span> </div><div class="t m0 x4 h6 y9d3 ff1 fs3 fc0 sc0 ls0 ws0">procedurą, <span class="_ _13"> </span>a <span class="_ _13"> </span>GK <span class="_ _13"> </span>M<span class="_ _1"></span>IRBUD <span class="_ _13"> </span>wprowadza <span class="_ _13"> </span>środk<span class="_ _1"></span>i <span class="_ _19"> </span>z<span class="_ _1"></span>apobiegawcze, <span class="_ _13"> </span>takie <span class="_ _13"> </span>jak<span class="_ _1"></span> <span class="_ _19"> </span>sz<span class="_ _1"></span>kolenia <span class="_ _12"> </span>i <span class="_ _13"> </span>m<span class="_ _1"></span>ateriały </div><div class="t m0 x4 h6 y9d4 ff1 fs3 fc0 sc0 ls0 ws0">informacyjne.  Po<span class="_ _1"></span>lityka  odnosi  się  do  kw<span class="_ _1"></span>estii  takich  jak  nierówne<span class="_ _1"></span>  traktowanie,  molestowan<span class="_ _1"></span>ie  oraz </div><div class="t m0 x4 h6 y9d5 ff1 fs3 fc0 sc0 ls0 ws0">działania przeciwko <span class="_ _0"></span>osobom zmagającym <span class="_ _0"></span>się <span class="_ _0"></span>z mobbingiem <span class="_ _0"></span>lub dyskryminacją, <span class="_ _0"></span>stanowiąc podstawę do </div><div class="t m0 x4 h6 y9d6 ff1 fs3 fc0 sc0 ls0 ws0">ukarania sprawców<span class="_ _1"></span>.<span class="ff2"> </span></div></div></div><div class="pi" ></div></div><div id="pf57" class="pf w5 hc" ><div class="pc pc57 w5 hc"><img class="bi x0 y0 w6 h1" alt="" src="data:image/png;base64,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"/><div class="c x0 y0 w7 hc"><div class="t m0 x4 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 yf ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y10 ff4 fs3 fc0 sc0 ls30 ws0">87<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h6 y51 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y52 ff1 fs3 fc0 sc0 ls0 ws0">Zakres <span class="_ _d"></span>polityki <span class="_ _e"></span>obejmuje <span class="_ _d"></span>c<span class="_ _1"></span>ałość <span class="_ _d"></span>działań <span class="_ _e"></span>mających <span class="_ _e"></span>na <span class="_ _d"></span>celu <span class="_ _d"></span>prz<span class="_ _1"></span>eciwdziałanie <span class="_ _d"></span>sz<span class="_ _1"></span>kodliwym <span class="_ _d"></span>zjawiskom <span class="_ _e"></span>w </div><div class="t m0 x4 h6 y53 ff1 fs3 fc0 sc0 ls0 ws0">miejscu <span class="_ _c"></span>pracy, <span class="_ _c"></span>a <span class="_ _d"></span>Komisja <span class="_ _c"></span>d<span class="_ _1"></span>s. <span class="_ _1"></span>prz<span class="_ _1"></span>eciwdziałania <span class="_ _c"></span>mobbin<span class="_ _1"></span>gowi <span class="_ _1"></span>i <span class="_ _d"></span>dyskryminacji <span class="_ _c"></span>od<span class="_ _1"></span>powiada <span class="_ _1"></span>z<span class="_ _1"></span>a <span class="_ _1"></span>wdr<span class="_ _1"></span>ażanie <span class="_ _1"></span>i<span class="_ _1"></span> </div><div class="t m0 x4 h6 y54 ff2 fs3 fc0 sc0 ls0 ws0">monitorowanie jej <span class="_ _10"></span>realizac<span class="_ _1"></span>ji. <span class="_ _10"></span>Po<span class="_ _1"></span>lityka <span class="_ _10"></span>ta ma <span class="_ _10"></span>zas<span class="_ _1"></span>tosowanie <span class="_ _0"></span>do <span class="ff1">wszystk<span class="_ _1"></span>ich <span class="_ _10"></span>pracownikó<span class="_ _1"></span>w <span class="_ _10"></span>i jest <span class="_ _10"></span>dos<span class="_ _1"></span>tępna <span class="_ _10"></span>na<span class="_ _1"></span> </span></div><div class="t m0 x4 h6 y55 ff1 fs3 fc0 sc0 ls0 ws0">stronie intranetowej, a jej<span class="_ _1"></span> przestrzeganie jest nadz<span class="_ _1"></span>orowane przez Zarząd. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y56 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y57 ff1 fs3 fc0 sc0 ls0 ws0">Wszystkie  wyżej  opisane  dokumenty  są  udostępn<span class="_ _1"></span>ione  na  stronie  internetowej  GK  MIRBUD  oraz </div><div class="t m0 x4 h6 y58 ff1 fs3 fc0 sc0 ls0 ws0">udostępniane <span class="_ _f"> </span>bezpośr<span class="_ _1"></span>ednio <span class="_ _f"> </span>zainteresowanym <span class="_ _f"> </span>s<span class="_ _1"></span>tronom <span class="_ _f"> </span>w <span class="_ _f"> </span>zależności <span class="_ _f"> </span>od <span class="_ _f"> </span>potrz<span class="_ _1"></span>eb.<span class="_ _1"></span><span class="ff2"> <span class="_ _f"> </span></span>Grupa <span class="_ _f"> </span>jest <span class="_ _f"> </span>także<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye1 ff1 fs3 fc0 sc0 ls0 ws0">zobowiązana <span class="_ _1"></span>do <span class="_ _1"></span>przestrz<span class="_ _1"></span>egania <span class="_ _1"></span>krajowych <span class="_ _1"></span>przepisów <span class="_ _1"></span>prawnyc<span class="_ _1"></span>h d<span class="_ _1"></span>otyczących <span class="_ _1"></span>implementacji <span class="_ _1"></span>dyrektywy<span class="_ _1"></span> </div><div class="t m0 x4 h6 ye2 ff1 fs3 fc0 sc0 ls0 ws0">Unii <span class="_ _1d"> </span>Europej<span class="_ _1"></span>skiej <span class="_ _1d"> </span>w <span class="_ _1d"> </span>sprawie <span class="_ _17"> </span>ochrony <span class="_ _1d"> </span>sy<span class="_ _1"></span>gnalistów. <span class="_ _1d"> </span>GK <span class="_ _17"> </span>MIRBUD <span class="_ _1d"> </span>ni<span class="_ _1"></span>e <span class="_ _1d"> </span>posiada <span class="_ _1d"> </span>po<span class="_ _1"></span>lityki <span class="_ _1d"> </span>w <span class="_ _1d"> </span>zakres<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 ye3 ff1 fs3 fc0 sc0 ls0 ws0">prowadzenia szk<span class="_ _1"></span>oleń wewnątrz organizacj<span class="_ _1"></span>i na temat pro<span class="_ _1"></span>wadzenia działalności gos<span class="_ _1"></span>podarczej.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 ye4 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 ye5 ff1 fs3 fc0 sc0 ls0 ws0">W ramach Strategii Zrównoważone<span class="_ _1"></span>go Rozwoju GK MIRBUD Grupa przyjęła cele związane z rozwojem<span class="_ _1"></span> </div><div class="t m0 x4 h6 y9b6 ff2 fs3 fc0 sc0 ls0 ws0">swojej Kultury Korp<span class="_ _1"></span>oracyjnej:</div></div></div><div class="pi" ></div></div><div id="pf58" class="pf w3d h64" ><div class="pc pc58 w3d h64"><img class="bi x4 y0 w161 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls30 ws0">88<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h16 y9d7 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h26 y9d8 ff9 fs1 fc4 sc0 ls0 ws0">Tabela <span class="ls9">16</span>: Cele zwią<span class="_ _0"></span>zane z kultur<span class="_ _0"></span>ą korporacyjną<span class="ffa"> </span></div></div><div class="c x20 y9d9 w162 he5"><div class="t m0 x10 h67 y9da ff2 fsd fc5 sc0 ls0 ws0">CEL STRATEGICZNY<span class="_ _1"></span> </div></div><div class="c x114 y9d9 w163 he5"><div class="t m0 x10 h67 y9da ff2 fsd fc5 sc0 ls0 ws0">ZAKRES CELU<span class="_ _1"></span> </div></div><div class="c x115 y9d9 w164 he5"><div class="t m0 x10 h67 y9da ff2 fsd fc5 sc0 ls0 ws0">ROK BAZOWY </div><div class="t m0 x10 h67 y9db ff2 fsd fc5 sc0 ls0 ws0">2023 </div></div><div class="c x8e y9d9 w165 he5"><div class="t m0 x10 h67 y9da ff2 fsd fc5 sc0 ls0 ws0">CEL </div><div class="t m0 x10 h67 y50b ff1 fsd fc5 sc0 ls0 ws0">KRÓTKOTERMINOWY<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2025 </div></div><div class="c x116 y9d9 w166 he5"><div class="t m0 x10 h67 y9da ff2 fsd fc5 sc0 ls0 ws0">CEL </div><div class="t m0 x10 h67 y50b ff1 fsd fc5 sc0 ls0 ws0">ŚREDNIOTERMIN<span class="_ _1"></span>OWY<span class="ff2"> </span></div><div class="t m0 x10 h67 y318 ff2 fsd fc5 sc0 ls0 ws0">2030 </div></div><div class="c x117 y9d9 w167 he5"><div class="t m0 x10 h68 y9da ff3 fsd fc5 sc0 ls0 ws0"> </div><div class="t m0 x10 h67 y9db ff2 fsd fc5 sc0 ls0 ws0">WYNIK W 2024 </div></div><div class="c x118 y9d9 w168 he5"><div class="t m0 x10 h68 y9dc ff3 fsd fc5 sc0 ls0 ws0"> </div><div class="t m0 x10 h67 y2aa ff2 fsd fc5 sc0 ls0 ws0">OSOBA </div><div class="t m0 x10 h67 y86e ff2 fsd fc5 sc0 ls0 ws0">ODPOWIEDZIALNA<span class="_ _1"></span> </div></div><div class="c x20 y9dd w162 hea"><div class="t m0 x10 h16 y9de ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9df ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e0 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e1 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e2 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y7f6 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e5 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e6 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y5ec ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e7 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e8 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9e9 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h29 y9ea ff6 fs1 fc0 sc0 ls0 ws0">PRZECIWDZIAŁA<span class="_ _0"></span>MY </div><div class="t m0 x10 h29 y9eb ff3 fs1 fc0 sc0 ls0 ws0">KORUPCJI </div></div><div class="c x114 y9ec w163 h20"><div class="t m0 x10 h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 x10 h16 y24e ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x115 y9ec w164 h20"><div class="t m0 x10 h16 y21a ff2 fs1 fc0 sc0 ls0 ws0">Metodyka nie </div><div class="t m0 x10 h16 y24e ff1 fs1 fc0 sc0 ls0 ws0">została </div><div class="t m0 x10 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0">opracowana </div></div><div class="c x8e y9ec w165 h20"><div class="t m0 x10 h16 y21a ff2 fs1 fc0 sc0 ls0 ws0">Podpisanie z </div><div class="t m0 x10 h16 y24e ff2 fs1 fc0 sc0 ls0 ws0">partnerami </div><div class="t m0 x10 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0">biznesowymi </div><div class="t m0 x10 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">zobowiązań do<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">stosowania proced<span class="_ _0"></span>ur </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnych <span class="ff1">–<span class="_ _0"></span><span class="ff2"> </span></span></div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zenie </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">ankiety self a<span class="_ _0"></span>ssessment </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">u wszystkich (100<span class="_ _10"></span>%<span class="_ _1"></span>) </div><div class="t m0 x10 h16 y1ee ff1 fs1 fc0 sc0 ls0 ws0">partnerów.<span class="ff2"> </span></div></div><div class="c x116 y9ec w166 h20"><div class="t m0 x10 h16 y21a ff2 fs1 fc0 sc0 ls0 ws0">- </div><div class="t m0 x10 h29 y24e ff3 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x67 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y9ec w167 h20"><div class="t m0 x10 h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">Działania </div><div class="t m0 x10 h16 y24e ff2 fs1 fc0 sc0 ls0 ws0">zaplanowane na<span class="_ _0"></span> 2025 </div><div class="t m0 x10 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0">rok. </div></div><div class="c x118 y9ec w168 h20"><div class="t m0 x10 h16 y21a ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y24e ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div></div><div class="c x114 y9ed w163 h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 x10 h16 y4e ff2 fs1 fc0 sc0 ls0 ws0">downstream </div></div><div class="c x115 y9ed w164 h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Pakiet nie zosta<span class="_ _0"></span>ł </div><div class="t m0 x10 h16 y4e ff2 fs1 fc0 sc0 ls0 ws0">opracowany </div></div><div class="c x8e y9ed w165 h25"><div class="t m0 x10 h16 y315 ff2 fs1 fc0 sc0 ls0 ws0">Opracowanie pa<span class="_ _0"></span>kietu </div><div class="t m0 x10 h16 y4e ff1 fs1 fc0 sc0 ls0 ws0">dla partnerów<span class="_ _0"></span> </div><div class="t m0 x10 h16 y209 ff2 fs1 fc0 sc0 ls0 ws0">biznesowych pa<span class="_ _0"></span>kietu </div><div class="t m0 x10 h16 y20a ff2 fs1 fc0 sc0 ls0 ws0">informacyjno-</div><div class="t m0 x10 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0">edukacyjnego dot<span class="_ _0"></span>. </div><div class="t m0 x10 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">przeciwdziałania </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">korupcji i przeka<span class="_ _0"></span>zanie </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">go do partnerów<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">biznesowych <span class="ff1">–</span> w<span class="_ _0"></span>szyscy </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">(100%) partner<span class="_ _0"></span>zy z </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">którymi GK MIR<span class="_ _0"></span>BUD </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">ma umowy ramowe<span class="_ _10"></span>. </div></div><div class="c x116 y9ed w166 h25"><div class="t m0 x10 h16 y315 ff2 fs1 fc0 sc0 ls0 ws0">Aktualizacja pakie<span class="_ _0"></span>tu </div><div class="t m0 x10 h16 y4e ff2 fs1 fc0 sc0 ls0 ws0">informacyjno-</div><div class="t m0 x10 h16 y209 ff2 fs1 fc0 sc0 ls0 ws0">edukacyjnego dot<span class="_ _0"></span>. </div><div class="t m0 x10 h16 y20a ff1 fs1 fc0 sc0 ls0 ws0">przeciwdziałania </div><div class="t m0 x10 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0">korupcji i przeka<span class="_ _0"></span>zanie </div><div class="t m0 x10 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">go do partnerów<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">biznesowych.<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y9ed w167 h25"><div class="t m0 x10 h16 y315 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. </div><div class="t m0 x10 h16 y4e ff2 fs1 fc0 sc0 ls0 ws0">Zaimplementowa<span class="_ _0"></span>no </div><div class="t m0 x10 h16 y209 ff2 fs1 fc0 sc0 ls0 ws0">klauzule </div><div class="t m0 x10 h16 y20a ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjne w </div><div class="t m0 x10 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0">umowach ramow<span class="_ _0"></span>ych </div><div class="t m0 x10 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">z wszystkimi (10<span class="_ _0"></span>0%) </div><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">podwykonawca<span class="_ _0"></span>mi.  </div></div><div class="c x118 y9ed w168 h25"><div class="t m0 x10 h16 y315 ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor <span class="ff1">Działu </span></div><div class="t m0 x10 h16 y4e ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / D<span class="_ _0"></span>yrektor </div><div class="t m0 x10 h16 y209 ff2 fs1 fc0 sc0 ls0 ws0">Komunikacji </div><div class="t m0 x10 h16 y20a ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div><div class="t m0 x10 h16 y20b ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y9dd w163 h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x115 y9dd w164 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Szkolenia </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono. </div></div><div class="c x8e y9dd w165 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Coroczne </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zenie </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">szkoleń pracow<span class="_ _0"></span>ników w </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">zakresie polit<span class="_ _0"></span>yki </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej <span class="ff1">–<span class="_ _0"></span><span class="ff2"> </span></span></div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">wszystkie (100<span class="_ _0"></span>%) </div></div><div class="c x116 y9dd w166 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Szkolenie </div><div class="t m0 x10 h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">pracowników w </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">zakresie polit<span class="_ _0"></span>yki </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej- o<span class="_ _0"></span>soby </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">na stanowiskach<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">menedżerskich 100<span class="_ _10"></span>% </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">co roku. </div></div><div class="c x117 y9dd w167 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>y. </div><div class="t m0 x10 h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">Szkoleniem objęto<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">wszystkie (100<span class="_ _0"></span>%) </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">osoby na </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">stanowiskach </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">menedżerskich.<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x118 y9dd w168 h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / D<span class="_ _0"></span>yrektor </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Działu Kadr<span class="ff2"> </span></div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf59" class="pf w3d h64" ><div class="pc pc59 w3d h64"><img class="bi x4 y0 w161 h65" alt="" 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class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls30 ws0">89<span class="ff5 fs8 ls0"> </span></div></div><div class="c x8e y9ee w165 h1c"><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">osoby na stanow<span class="_ _0"></span>iskach </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">menedżerskich 100<span class="_ _10"></span>%.<span class="ff2"> </span></div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y9ee w166 h1c"><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">Do 2035 <span class="ff1">–</span> szkolenie </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">pracowników w </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">zakresie polit<span class="_ _0"></span>yki </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej. </div></div><div class="c x114 y9ef w163 h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x115 y9ef w164 h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Polityki nie </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">ustanowiono. </div></div><div class="c x8e y9ef w165 h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Przegląd i ewentua<span class="_ _0"></span>lna </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">rewizja polityki<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej. </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y9ef w166 h23"><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Regularny (co ro<span class="_ _0"></span>ku) </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">przegląd i rewi<span class="_ _0"></span>zja </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">polityki </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">antykorupcyjnej. </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y9ef w167 h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Politykę ustanow<span class="_ _0"></span>iono </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">w styczniu 2024 ro<span class="_ _10"></span>ku.<span class="_ _1"></span> </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">Jej przegląd je<span class="_ _0"></span>st </div><div class="t m0 x10 h16 y20d ff2 fs1 fc0 sc0 ls0 ws0">zaplanowany na<span class="_ _0"></span> 2025 </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">rok.  </div></div><div class="c x118 y9ef w168 h23"><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">Prawnego  </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y9f0 w162 heb"><div class="t m0 x10 h16 y9f1 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9f2 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y357 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9f3 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9f4 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9f5 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9f6 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y9f7 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h29 y9f8 ff6 fs1 fc0 sc0 ls0 ws0">ROZWIJAMY KUL<span class="_ _10"></span>T<span class="_ _1"></span>UR<span class="_ _0"></span>Ę </div><div class="t m0 x10 h29 y9f9 ff6 fs1 fc0 sc0 ls0 ws0">KORPORACYJN<span class="_ _0"></span>Ą OPARTĄ </div><div class="t m0 x10 h29 y9fa ff6 fs1 fc0 sc0 ls0 ws0">O NASZE WAR<span class="_ _0"></span>TOŚCI <span class="ff2"> </span></div></div><div class="c x114 y9fb w163 h2f"><div class="t m0 x10 h16 y1fd ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x115 y9fb w164 h2f"><div class="t m0 x10 h16 y1fd ff2 fs1 fc0 sc0 ls0 ws0">Nie </div><div class="t m0 x10 h16 y1f4 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zono </div><div class="t m0 x10 h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">analizy. </div></div><div class="c x8e y9fb w165 h2f"><div class="t m0 x10 h16 y1fd ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie </div><div class="t m0 x10 h16 y1f4 ff2 fs1 fc0 sc0 ls0 ws0">analizy struktury<span class="_ _0"></span> i </div><div class="t m0 x10 h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">przypisanie </div><div class="t m0 x10 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">odpowiedzialnoś<span class="_ _0"></span>ci za </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">kwestie związane<span class="_ _0"></span> ze </div><div class="t m0 x10 h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">zrównoważonym<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0">rozwojem. </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y9fb w166 h2f"><div class="t m0 x10 h16 y1fd ff1 fs1 fc0 sc0 ls0 ws0">Przegląd i rewiz<span class="_ _0"></span>ja </div><div class="t m0 x10 h16 y1f4 ff1 fs1 fc0 sc0 ls0 ws0">odpowiedzialnoś<span class="_ _0"></span>ci </div><div class="t m0 x10 h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">oraz ewentualne </div><div class="t m0 x10 h16 y1f6 ff2 fs1 fc0 sc0 ls0 ws0">zmiany; opinia </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">organów </div><div class="t m0 x10 h16 y1f8 ff2 fs1 fc0 sc0 ls0 ws0">korporacyjny<span class="_ _0"></span>ch. </div><div class="t m0 x62 h16 y1f9 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 y9fb w167 h2f"><div class="t m0 x10 h16 y1fd ff2 fs1 fc0 sc0 ls0 ws0">W wyniku </div><div class="t m0 x10 h16 y1f4 ff2 fs1 fc0 sc0 ls0 ws0">przeprowad<span class="_ _0"></span>zonej </div><div class="t m0 x10 h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0">analizy przypi<span class="_ _0"></span>sano </div><div class="t m0 x10 h16 y1f6 ff1 fs1 fc0 sc0 ls0 ws0">odpowiedzialnoś<span class="_ _0"></span>ć za </div><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">kwestię związaną<span class="_ _0"></span> ze </div><div class="t m0 x10 h16 y1f8 ff1 fs1 fc0 sc0 ls0 ws0">sprawozdawc<span class="_ _0"></span>zością </div><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">zrównoważone<span class="_ _0"></span>go </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">rozwoju Dyre<span class="_ _0"></span>ktorowi </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">Finansowemu GK<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">MIRBUD.  </div></div><div class="c x118 y9fb w168 h2f"><div class="t m0 x10 h16 y1fd ff2 fs1 fc0 sc0 ls0 ws0">Dyrektor Komun<span class="_ _0"></span>ikacji </div><div class="t m0 x10 h16 y1f4 ff2 fs1 fc0 sc0 ls0 ws0">Korporacyjnej </div><div class="t m0 x10 h16 y1f5 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y45 w163 h39"><div class="t m0 x10 h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x115 y45 w164 h39"><div class="t m0 x10 h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">Proces należytej </div><div class="t m0 x10 h16 y28e ff1 fs1 fc0 sc0 ls0 ws0">staranności nie </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">został wdrożon<span class="_ _0"></span>y.<span class="ff2"> </span></div></div><div class="c x8e y45 w165 h39"><div class="t m0 x10 h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">Wdrożenie wsz<span class="_ _0"></span>ystkich </div><div class="t m0 x10 h16 y28e ff1 fs1 fc0 sc0 ls0 ws0">elementów proce<span class="_ _0"></span>sów </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">należytej staranno<span class="_ _10"></span>ś<span class="_ _1"></span>ci </div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0">(polityki, procedur<span class="_ _0"></span>y, </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">uruchomienie stał<span class="_ _0"></span>ych </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">procesów).<span class="ff2"> </span></div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y45 w166 h39"><div class="t m0 x10 h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd i rewiz<span class="_ _0"></span>ja oraz </div><div class="t m0 x10 h16 y28e ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zenie zmian </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls9 ws0">do <span class="ls0">polityk i procedur<span class="_ _0"></span>; </span></div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">opinia organó<span class="_ _0"></span>w </div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0">korporacyjny<span class="_ _0"></span>ch <span class="ff1">–</span> co </div><div class="t m0 x10 h16 y20d ff1 fs1 fc0 sc0 ls0 ws0">roku spełnione </div><div class="t m0 x10 h16 y211 ff2 fs1 fc0 sc0 ls0 ws0">Minimalne Gwar<span class="_ _0"></span>ancje. </div></div><div class="c x117 y45 w167 h39"><div class="t m0 x10 h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">Działania </div><div class="t m0 x10 h16 y28e ff2 fs1 fc0 sc0 ls0 ws0">zaplanowane na<span class="_ _0"></span> 2025 </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">rok. </div></div><div class="c x118 y45 w168 h39"><div class="t m0 x10 h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y28e ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y9fc w163 hec"><div class="t m0 x10 h16 y264 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x115 y9fc w164 hec"><div class="t m0 x10 h16 y264 ff1 fs1 fc0 sc0 ls0 ws0">System zgła<span class="_ _0"></span>szania </div><div class="t m0 x10 h16 y9fd ff1 fs1 fc0 sc0 ls0 ws0">nie został </div><div class="t m0 x10 h16 y9fe ff2 fs1 fc0 sc0 ls0 ws0">uruchomiony.<span class="_ _0"></span> </div></div><div class="c x8e y9fc w165 hec"><div class="t m0 x10 h16 y264 ff2 fs1 fc0 sc0 ls0 ws0">Uruchomienie <span class="_ _0"></span>systemu </div><div class="t m0 x10 h16 y9fd ff1 fs1 fc0 sc0 ls0 ws0">zgłaszania <span class="ff2">(ochro<span class="_ _0"></span>na </span></div><div class="t m0 x10 h16 y9fe ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów).<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x10 h16 y9ff ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y9fc w166 hec"><div class="t m0 x10 h16 y264 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie </div><div class="t m0 x10 h16 y9fd ff1 fs1 fc0 sc0 ls0 ws0">analizy i obsługa<span class="_ _0"></span> </div><div class="t m0 x10 h16 y9fe ff1 fs1 fc0 sc0 ls0 ws0">zgłoszeń w ramach<span class="_ _0"></span> </div><div class="t m0 x10 h16 y9ff ff2 fs1 fc0 sc0 ls0 ws0">systemu <span class="ff1">–</span> 100%<span class="_ _0"></span> </div><div class="t m0 x10 h16 y5cc ff1 fs1 fc0 sc0 ls0 ws0">zgłoszeń.<span class="ff2"> </span></div></div><div class="c x117 y9fc w167 hec"><div class="t m0 x10 h16 y264 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>o. </div><div class="t m0 x10 h16 y9fd ff1 fs1 fc0 sc0 ls0 ws0">System zgła<span class="_ _0"></span>szania </div><div class="t m0 x10 h16 y9fe ff1 fs1 fc0 sc0 ls0 ws0">został uruchomion<span class="_ _10"></span>y<span class="_ _1"></span>.<span class="ff2"> </span></div></div><div class="c x118 y9fc w168 hec"><div class="t m0 x10 h16 y264 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y9fd ff2 fs1 fc0 sc0 ls0 ws0">Prawnego </div><div class="t m0 x10 h16 y9fe ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y9f0 w163 h31"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x115 y9f0 w164 h31"><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Procedura ochron<span class="_ _10"></span>y<span class="_ _1"></span> </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów nie </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">została wdrożona<span class="_ _0"></span>.<span class="ff2"> </span></div></div><div class="c x8e y9f0 w165 h31"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Wdrożenie procedu<span class="_ _0"></span>r </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">ochrony sygnalis<span class="_ _0"></span>tów.<span class="ff2"> </span></div><div class="t m0 x10 h16 y1eb ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y9f0 w166 h31"><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Przeprowadzenie </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">szkoleń dla </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">pracowników i </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">partnerów </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">biznesowych w </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0">zakresie ochro<span class="_ _0"></span>ny </div></div><div class="c x117 y9f0 w167 h31"><div class="t m0 x10 h16 y1f7 ff2 fs1 fc0 sc0 ls0 ws0">Cel zrealizowan<span class="_ _0"></span>o. </div><div class="t m0 x10 h16 y20c ff1 fs1 fc0 sc0 ls0 ws0">Procedurę zgłos<span class="_ _0"></span>zeń </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">wewnętrznych i<span class="_ _0"></span> </div><div class="t m0 x10 h16 y1ec ff1 fs1 fc0 sc0 ls0 ws0">ochrony sygnalis<span class="_ _0"></span>tów </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">wdrożono w </div></div><div class="c x118 y9f0 w168 h31"><div class="t m0 x10 h16 y1f7 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y20c ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / D<span class="_ _0"></span>yrektor </div><div class="t m0 x10 h16 y1eb ff1 fs1 fc0 sc0 ls0 ws0">Działu Kadr <span class="ff2"> </span></div><div class="t m0 x10 h16 y1ec ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5a" class="pf w3d h64" ><div class="pc pc5a w3d h64"><img class="bi x4 y0 w161 h65" alt="" 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"/><div class="c x0 y0 w3f h64"><div class="t m0 x4 h2 y48e ff1 fs0 fc0 sc0 ls0 ws0">Sprawozdanie nt. informacji niefinansowych GK MIRBUD za 2024 rok<span class="ff2"> </span></div><div class="t m0 x4 h2 y48f ff2 fs0 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 hd y490 ff4 fs3 fc0 sc0 ls31 ws0">90<span class="ff5 fs8 ls0"> </span></div><div class="t m0 x4 h10 y51a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 ya00 w166 hec"><div class="t m0 x10 h16 y264 ff1 fs1 fc0 sc0 ls0 ws0">sygnalistów –<span class="ff2"> 100<span class="_ _0"></span>% </span></div><div class="t m0 x10 h16 y9fd ff2 fs1 fc0 sc0 ls0 ws0">przeszkolony<span class="_ _0"></span>ch. </div><div class="t m0 x10 h16 y9fe ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x117 ya00 w167 hec"><div class="t m0 x10 h16 y264 ff1 fs1 fc0 sc0 ls0 ws0">październiku 2024<span class="_ _0"></span> </div><div class="t m0 x10 h16 y9fd ff2 fs1 fc0 sc0 ls0 ws0">roku. </div></div><div class="c x20 y73f w162 hed"><div class="t m0 x10 h16 ya01 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 ya02 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 ya03 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 ya04 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 ya05 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 y5af ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h16 ya06 ff2 fs1 fc0 sc0 ls0 ws0"> </div><div class="t m0 x10 h29 y284 ff3 fs1 fc0 sc0 ls0 ws0">DBAMY O DOB<span class="_ _0"></span>RE RELACJE<span class="_ _0"></span> </div><div class="t m0 x10 h29 y285 ff3 fs1 fc0 sc0 ls0 ws0">Z PARTNERAMI<span class="_ _0"></span> </div><div class="t m0 x10 h29 ya07 ff3 fs1 fc0 sc0 ls0 ws0">BIZNESOWYMI<span class="ff2"> </span></div></div><div class="c x114 ya08 w163 h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne, </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">upstream </div></div><div class="c x115 ya08 w164 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Progi </div><div class="t m0 x10 h16 y21b ff1 fs1 fc0 sc0 ls0 ws0">środowiskowe nie </div><div class="t m0 x10 h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">zostało </div><div class="t m0 x10 h16 y2b0 ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zone. </div></div><div class="c x8e ya08 w165 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">Stworzenie i </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">wprowad<span class="_ _0"></span>zenie progu </div><div class="t m0 x10 h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">wymagań </div><div class="t m0 x10 h16 y2b0 ff1 fs1 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch dla </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">dostawców i </div><div class="t m0 x10 h16 y1ed ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców.<span class="ff2"> </span></div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 ya08 w166 h39"><div class="t m0 x10 h16 y200 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x117 ya08 w167 h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Działania </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">zaplanowane na<span class="_ _0"></span> 2025 </div><div class="t m0 x10 h16 y21c ff2 fs1 fc0 sc0 ls0 ws0">rok. </div></div><div class="c x118 ya08 w168 h39"><div class="t m0 x10 h16 y200 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 y21b ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / Kiero<span class="_ _0"></span>wnik </div><div class="t m0 x10 h16 y21c ff1 fs1 fc0 sc0 ls0 ws0">Działu Ochrony<span class="_ _0"></span> </div><div class="t m0 x10 h16 y2b0 ff1 fs1 fc0 sc0 ls0 ws0">Środowiska / Dyre<span class="_ _10"></span>k<span class="_ _1"></span>tor </div><div class="t m0 x10 h16 y1fa ff1 fs1 fc0 sc0 ls0 ws0">Działu Zakupów<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x114 y73f w163 h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Operacje wła<span class="_ _0"></span>sne<span class="ff2"> </span></div></div><div class="c x115 y73f w164 h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd nie <span class="_ _0"></span>został </div><div class="t m0 x10 h16 ya09 ff2 fs1 fc0 sc0 ls0 ws0">dokonany. </div></div><div class="c x8e y73f w165 h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Przegląd (ew. </div><div class="t m0 x10 h16 ya09 ff2 fs1 fc0 sc0 ls0 ws0">ujednolicenie/ </div><div class="t m0 x10 h16 y272 ff2 fs1 fc0 sc0 ls0 ws0">rozszerzenie) klau<span class="_ _10"></span>z<span class="_ _1"></span>ul </div><div class="t m0 x10 h16 y273 ff1 fs1 fc0 sc0 ls0 ws0">środowiskowy<span class="_ _0"></span>ch dla </div><div class="t m0 x10 h16 y215 ff1 fs1 fc0 sc0 ls0 ws0">dostawców i </div><div class="t m0 x10 h16 y216 ff1 fs1 fc0 sc0 ls0 ws0">podwykonawców </div><div class="t m0 x10 h16 y28e ff1 fs1 fc0 sc0 ls0 ws0">(zobowiązanie do<span class="_ _0"></span> </div><div class="t m0 x10 h16 y28f ff2 fs1 fc0 sc0 ls0 ws0">przekazywania dan<span class="_ _10"></span>ych </div><div class="t m0 x10 h16 y1f9 ff1 fs1 fc0 sc0 ls0 ws0">do sporządzenia </div><div class="t m0 x10 h16 y1fa ff2 fs1 fc0 sc0 ls0 ws0">raportu zgodneg<span class="_ _0"></span>o z </div><div class="t m0 x10 h16 y1ed ff2 fs1 fc0 sc0 ls0 ws0">ESRS). </div><div class="t m0 x10 h16 y1ee ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x116 y73f w166 h25"><div class="t m0 x10 h16 y315 ff2 fs1 fc0 sc0 ls0 ws0">- </div></div><div class="c x117 y73f w167 h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Działania </div><div class="t m0 x10 h16 ya09 ff2 fs1 fc0 sc0 ls0 ws0">zaplanowane na<span class="_ _0"></span> 2025 </div><div class="t m0 x10 h16 y272 ff2 fs1 fc0 sc0 ls0 ws0">rok. </div></div><div class="c x118 y73f w168 h25"><div class="t m0 x10 h16 y315 ff1 fs1 fc0 sc0 ls0 ws0">Dyrektor Działu<span class="_ _0"></span> </div><div class="t m0 x10 h16 ya09 ff2 fs1 fc0 sc0 ls0 ws0">Prawnego / Kiero<span class="_ _0"></span>wnik </div><div class="t m0 x10 h16 y272 ff1 fs1 fc0 sc0 ls0 ws0">Działu Ochrony<span class="_ _0"></span> </div><div class="t m0 x10 h16 y273 ff1 fs1 fc0 sc0 ls0 ws0">Środowiska / Dyre<span class="_ _10"></span>k<span class="_ _1"></span>tor </div><div class="t m0 x10 h16 y215 ff1 fs1 fc0 sc0 ls0 ws0">Działu Zakupów<span class="_ _0"></span><span class="ff2"> </span></div><div class="t m0 x10 h16 y216 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5b" class="pf w5 hc" ><div class="pc pc5b w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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"/><div class="c x0 y0 w7 hc"><div class="t m0 x45 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">SPRAWOZDANIE ZARZĄDU Z DZIAŁAŁNOŚCI GRUPY KAPITAŁOWEJ MIRBUD<span class="ff2"> </span></div><div class="t m0 x110 h2 ya0a ff1 fs0 fc0 sc0 ls2a ws0">W <span class="ls0">I PÓŁROCZU <span class="ls18">202</span>4 ROKU<span class="ff2"> </span></span></div><div class="t m0 x7e h2 ya0b ff1 fs0 fc0 sc0 ls18 ws0">91<span class="ff2 ls0"> </span></div><div class="t m0 x4 h46 ya0c ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h12 y574 ff6 fsb fc0 sc0 ls8 ws0">G1<span class="ls0">-2 Zarządzanie s<span class="_ _1"></span>tosunkami z dostaw<span class="_ _1"></span>cami <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y575 ff2 fs3 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h6 y576 ff1 fs3 fc0 sc0 ls0 ws0">Płatności <span class="_ _c"></span>na <span class="_ _c"></span>rzec<span class="_ _1"></span>z <span class="_ _1"></span>dostawc<span class="_ _1"></span>ów <span class="_ _1"></span>r<span class="_ _1"></span>ealizowane <span class="_ _1"></span>s<span class="_ _1"></span>ą <span class="_ _1"></span>zg<span class="_ _1"></span>odnie <span class="_ _c"></span>z <span class="_ _c"></span>prawodawstwem <span class="_ _c"></span>k<span class="_ _1"></span>rajowym. <span class="_ _c"></span>Zabezpieczen<span class="_ _1"></span>ie </div><div class="t m0 x4 h6 y577 ff1 fs3 fc0 sc0 ls0 ws0">znajduje się także w u<span class="_ _1"></span>mowach z dostawcami, które <span class="_ _1"></span>wskaz<span class="_ _1"></span>ują na brak zaległości.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y578 ff2 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x4 h6 y579 ff1 fs3 fc0 sc0 ls0 ws0">Odpowiedni <span class="_ _14"> </span>wyb<span class="_ _1"></span>ór <span class="_ _14"> </span>dosta<span class="_ _1"></span>wców <span class="_ _14"> </span>jest <span class="_ _14"> </span>niez<span class="_ _1"></span>będny <span class="_ _14"> </span>w <span class="_ _1a"> </span>celu <span class="_ _14"> </span>zachowania <span class="_ _1a"> </span>terminowej <span class="_ _1a"> </span>realizacji <span class="_ _14"> </span>prac </div><div class="t m0 x4 h6 y57a ff1 fs3 fc0 sc0 ls0 ws0">budowlanych. <span class="_ _12"> </span>Ryzyka <span class="_ _12"> </span>zw<span class="_ _1"></span>iązane <span class="_ _13"> </span>z <span class="_ _12"> </span>prz<span class="_ _1"></span>erwaniem <span class="_ _13"> </span>ła<span class="_ _1"></span>ńcucha <span class="_ _13"> </span>dos<span class="_ _1"></span>taw <span class="_ _13"> </span>min<span class="_ _1"></span>imalizowane <span class="_ _13"> </span>są<span class="_ _1"></span> <span class="_ _13"> </span>poprz<span class="_ _1"></span>ez </div><div class="t m0 x4 h6 y57b ff1 fs3 fc0 sc0 ls0 ws0">dywersyfikację dostawców.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h6 y57c ff2 fs3 fc0 sc0 ls0 ws0">  </div><div class="t m0 x4 h6 y5a ff1 fs3 fc0 sc0 ls0 ws0">Większość <span class="_ _10"></span>dostawc<span class="_ _1"></span>ów <span class="_ _5"></span>to <span class="_ _10"></span>dos<span class="_ _1"></span>tawcy <span class="_ _10"></span>krajowi, <span class="_ _10"></span>w <span class="_ _10"></span>dużej <span class="_ _10"></span>mierze <span class="_ _10"></span>loka<span class="_ _1"></span>lni. <span class="_ _5"></span>GK <span class="_ _10"></span>M<span class="_ _1"></span>IRBUD <span class="_ _10"></span>dokonuje <span class="_ _10"></span>szczegółowej<span class="_ _1"></span> </div><div class="t m0 x4 h6 y5b ff1 fs3 fc0 sc0 ls0 ws0">weryfikacji <span class="_ _12"> </span>swoich<span class="_ _1"></span> <span class="_ _13"> </span>partne<span class="_ _1"></span>rów <span class="_ _13"> </span>biz<span class="_ _1"></span>nesowych, <span class="_ _12"> </span>aby <span class="_ _12"> </span>u<span class="_ _1"></span>pewnić <span class="_ _13"> </span>s<span class="_ _1"></span>ię, <span class="_ _13"> </span>ż<span class="_ _1"></span>e <span class="_ _13"> </span>przes<span class="_ _1"></span>trzegają <span class="_ _12"> </span>oni <span class="_ _12"> </span>prz<span class="_ _1"></span>episów </div><div class="t m0 x4 h6 y5c ff1 fs3 fc0 sc0 ls0 ws0">dotyczących <span class="_ _0"></span>praw <span class="_ _10"></span>człow<span class="_ _1"></span>ieka, <span class="_ _10"></span>równości <span class="_ _0"></span>i <span class="_ _10"></span>przec<span class="_ _1"></span>iwdziałania <span class="_ _10"></span>dyskry<span class="_ _1"></span>minacji<span class="_ _1"></span>. <span class="_ _10"></span>W <span class="_ _10"></span>ramach<span class="_ _1"></span> <span class="_ _10"></span>umów <span class="_ _0"></span>z <span class="_ _10"></span>dostawc<span class="_ _1"></span>ami </div><div class="t m0 x4 h6 y5d ff1 fs3 fc0 sc0 ls0 ws0">uwzględniane są zapisy dotyczące przestrzegania standardów etycznyc<span class="_ _1"></span>h, <span class="_ _0"></span>takich jak równe traktowanie </div><div class="t m0 x4 h6 y530 ff1 fs3 fc0 sc0 ls0 ws0">pracowników, zapob<span class="_ _1"></span>ieganie mobbingowi oraz<span class="_ _1"></span> zapewnienie godziwyc<span class="_ _1"></span>h warunków pracy. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y8f5 ff6 fsb fc0 sc0 ls8 ws0">G1<span class="ls0">-3 Zapobieganie <span class="_ _1"></span>korupcji i przekupstwu oraz <span class="_ _1"></span>ich wykrywanie <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 ya0d ff1 fs3 fc0 sc0 ls0 ws0">Temat zapobiegania korupcji <span class="_ _0"></span>opisany jest <span class="_ _0"></span>w „Procedurze zgł<span class="_ _0"></span>aszania nieprawidłowośc<span class="_ _1"></span>i <span class="_ _10"></span>i nadużyć, w <span class="_ _10"></span>ty<span class="_ _1"></span>m </div><div class="t m0 x4 h6 ya0e ff1 fs3 fc0 sc0 ls0 ws0">korupcji”. W Procedurze tej opisano w jaki sposób dokonuje się zgłoszenia podejrzenia korupcji oraz to </div><div class="t m0 x4 h6 ya0f ff1 fs3 fc0 sc0 ls0 ws0">w jaki sposób <span class="_ _0"></span>zgłoszenia są rozpatrywane. W sytuacji,<span class="ff2"> </span>gdy osoba, która wykonuje czynności służbowe, </div><div class="t m0 x4 h6 ya10 ff1 fs3 fc0 sc0 ls0 ws0">podejmuje działania wskazuj<span class="_ _1"></span>ące <span class="_ _0"></span>na zamiar wręczenia korz<span class="_ _1"></span>yści <span class="_ _0"></span>majątkowej lub osobistej Pracow<span class="_ _1"></span>nikowi, </div><div class="t m0 x4 h6 ya11 ff1 fs3 fc0 sc0 ls0 ws0">bądź <span class="_ _d"></span>złożenia <span class="_ _e"></span>obietnicy <span class="_ _e"></span>takiej <span class="_ _d"></span>korz<span class="_ _1"></span>yści, <span class="_ _d"></span>Pracownik <span class="_ _d"></span>po<span class="_ _1"></span>winien <span class="_ _c"></span>p<span class="_ _1"></span>oinformować <span class="_ _d"></span>osob<span class="_ _1"></span>ę, <span class="_ _d"></span>że <span class="_ _d"></span>jej<span class="_ _1"></span> <span class="_ _d"></span>zachowanie </div><div class="t m0 x4 h6 ya12 ff1 fs3 fc0 sc0 ls0 ws0">może <span class="_ _10"></span>spełniać <span class="_ _10"></span>znam<span class="_ _1"></span>iona <span class="_ _5"></span>cz<span class="_ _1"></span>ynu <span class="_ _5"></span>z<span class="_ _1"></span>abronionego, <span class="_ _10"></span>a <span class="_ _10"></span>następnie <span class="_ _10"></span>nie <span class="_ _10"></span>opuszc<span class="_ _1"></span>zając <span class="_ _10"></span>miejsca <span class="_ _10"></span>zdarzenia <span class="_ _10"></span>informuje<span class="_ _1"></span> </div><div class="t m0 x4 h6 y2b3 ff1 fs3 fc0 sc0 ls0 ws0">telefonicznie, <span class="_ _1"></span>elektronicznie lub za <span class="_ _1"></span>pośrednictwem <span class="_ _1"></span>bezpośredniego prz<span class="_ _1"></span>ełożonego o <span class="_ _1"></span>zaistniałej sytuacj<span class="_ _1"></span>i. </div><div class="t m0 x4 h6 ya13 ff1 fs3 fc0 sc0 ls0 ws0">Kolejnym <span class="_ _22"> </span>etapem <span class="_ _22"> </span>jest <span class="_ _22"> </span>zabezp<span class="_ _1"></span>ieczenie <span class="_ _1b"> </span>m<span class="_ _1"></span>iejsce <span class="_ _1b"> </span>z<span class="_ _1"></span>darzenia <span class="_ _1b"> </span>i <span class="_ _22"> </span>sporzą<span class="_ _1"></span>dzen<span class="_ _1"></span>ie <span class="_ _22"> </span>notatki <span class="_ _1b"> </span>s<span class="_ _1"></span>łużbowej </div><div class="t m0 x4 h6 y3a4 ff1 fs3 fc0 sc0 ls0 ws0">dokumentującej <span class="_ _0"></span>przebieg <span class="_ _10"></span>z<span class="_ _1"></span>darzenia. <span class="_ _10"></span>W <span class="_ _0"></span>przypadku <span class="_ _0"></span>opisanym <span class="_ _0"></span>wyżej <span class="_ _10"></span>bez<span class="_ _1"></span>pośredni <span class="_ _10"></span>prz<span class="_ _1"></span>ełożony <span class="_ _10"></span>Pracownika<span class="_ _1"></span> </div><div class="t m0 x4 h6 y7dc ff1 fs3 fc0 sc0 ls0 ws0">informuje  o  zdarzeniu  Członka  Zarządu  i/lub  Prezesa  Zarządu.  Prezes  Zarządu  po  konsultacji  z </div><div class="t m0 x4 h6 ya14 ff1 fs3 fc0 sc0 ls0 ws0">pozostałymi <span class="_ _0"></span>członkami <span class="_ _0"></span>Zarządu <span class="_ _0"></span>i <span class="_ _10"></span>s<span class="_ _1"></span>twierdzeniu <span class="_ _0"></span>możliwoś<span class="_ _1"></span>ci <span class="_ _10"></span>zaistnieni<span class="_ _1"></span>a <span class="_ _10"></span>czynu zabronionego <span class="_ _10"></span>z<span class="_ _1"></span>obowiązany </div><div class="t m0 x4 h6 ya15 ff1 fs3 fc0 sc0 ls0 ws0">jest powiadomić (stosow<span class="_ _1"></span>nie do okoliczności) właściw<span class="_ _1"></span>e organy ścigania.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 ya16 ff6 fsb fc0 sc0 ls8 ws0">G1<span class="ls0">-4 Potwierdzony <span class="_ _1"></span>incydent związany z korupc<span class="_ _1"></span>ją lub przekupstwem <span class="_ _1"></span><span class="ff3"> </span></span></div><div class="t m0 x4 h6 ya17 ff1 fs3 fc0 sc0 ls0 ws0">W roku 2024 nie zanotow<span class="_ _1"></span>ano incydentów związ<span class="_ _1"></span>anych z korupcja bądź przek<span class="_ _1"></span>upstwem. <span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h12 y3aa ff6 fsb fc0 sc0 ls8 ws0">G1<span class="ls0">-5 Wpływ polityc<span class="_ _1"></span>zny i działalność lobbingow<span class="_ _1"></span>a<span class="ff3"> </span></span></div><div class="t m0 x4 h6 ya18 ff1 fs3 fc0 sc0 ls0 ws0">GK MIRBUD nie rea<span class="_ _1"></span>lizuje działalności lobbing<span class="_ _1"></span>owej. <span class="ff2"> </span></div><div class="t m0 x4 h12 y1ac ff6 fsb fc0 sc0 ls8 ws0">G1<span class="ls0">-6 Praktyki płatn<span class="_ _1"></span>icze <span class="ff3"> </span></span></div><div class="t m0 x4 h6 y6c4 ff1 fs3 fc0 sc0 ls0 ws0">Średni <span class="_ _17"> </span>czas, <span class="_ _17"> </span>j<span class="_ _1"></span>aki <span class="_ _1d"> </span>zaj<span class="_ _1"></span>muje <span class="_ _17"> </span>uregulowanie <span class="_ _17"> </span>fak<span class="_ _1"></span>tury <span class="_ _17"> </span>to <span class="_ _17"> </span>30 <span class="_ _17"> </span>d<span class="_ _1"></span>ni. <span class="_ _1d"> </span>P<span class="_ _1"></span>łatności <span class="_ _1d"> </span>r<span class="_ _1"></span>ealizowane <span class="_ _17"> </span>są <span class="_ _17"> </span>z<span class="_ _1"></span>godnie <span class="_ _17"> </span>z </div><div class="t m0 x4 h6 y6c5 ff1 fs3 fc0 sc0 ls0 ws0">obowiązującymi  przepisami <span class="_ _f"> </span>prawa.  W <span class="_ _f"> </span>2024 <span class="_ _f"> </span>roku <span class="_ _f"> </span>n<span class="_ _1"></span>ie <span class="_ _f"> </span>zanotowano  nierozstrzygniętych <span class="_ _f"> </span>postęp<span class="_ _1"></span>owań </div><div class="t m0 x4 h6 y6c6 ff1 fs3 fc0 sc0 ls0 ws0">sądowych w związk<span class="_ _1"></span>u z opóźnieniami w płatn<span class="_ _1"></span>ościach.<span class="_ _1"></span><span class="ff2"> </span></div><div class="t m0 x4 h14 ya19 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y21f ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h14 y641 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y521 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y602 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ya1a ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div><div id="pf5c" class="pf w5 hc" ><div class="pc pc5c w5 hc"><img class="bi x0 y0 w6 h1" alt="" 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class="c x0 y0 w7 hc"><div class="t m0 x45 h2 ye ff1 fs0 fc0 sc0 ls0 ws0">SPRAWOZDANIE ZARZĄDU Z DZIAŁAŁNOŚCI GRUPY KAPITAŁOWEJ MIRBUD<span class="ff2"> </span></div><div class="t m0 x110 h2 ya0a ff1 fs0 fc0 sc0 ls2a ws0">W <span class="ls0">I PÓŁROCZU <span class="ls18">202</span>4 ROKU<span class="ff2"> </span></span></div><div class="t m0 x7e h2 ya0b ff1 fs0 fc0 sc0 ls18 ws0">92<span class="ff2 ls0"> </span></div><div class="t m0 x4 h46 ya0c ff5 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h14 y8b6 ffa fs0 fc4 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ya1b ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y54 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ya1c ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y1dc ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y33b ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ya1d ff2 fs8 fc0 sc0 ls0 ws0"> </div></div><div class="c x119 y398 w169 hd6"><div class="t m0 xfe h16 ya1e ff2 fs1 fc0 sc0 ls0 ws0">Jerzy Mirgos </div></div><div class="c x11a y398 w16a hd6"><div class="t m0 x11b h16 ya1e ff1 fs1 fc0 sc0 ls0 ws0">Sławomir Nowa<span class="_ _0"></span>k<span class="ff2"> </span></div></div><div class="c x119 y312 w169 hd6"><div class="t m0 x11c h16 ya1e ff2 fs1 fc0 sc0 ls0 ws0">Prezes <span class="ff1">Zarządu</span> </div></div><div class="c x11a y312 w16a hd6"><div class="t m0 x11d h16 ya1e ff1 fs1 fc0 sc0 ls0 ws0">Wiceprezes Zar<span class="_ _0"></span>ządu<span class="ff2"> </span></div></div><div class="c x119 y696 w169 hee"><div class="t m0 x56 h16 y267 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x11a y696 w16a hee"><div class="t m0 x11e h16 ya1f ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x119 ya20 w169 hd6"><div class="t m0 xf6 h16 ya1e ff1 fs1 fc0 sc0 ls0 ws0">Paweł Korzeniow<span class="_ _0"></span>ski<span class="ff2"> </span></div></div><div class="c x11a ya20 w16a hd6"><div class="t m0 x11f h16 ya1e ff1 fs1 fc0 sc0 ls0 ws0">Tomasz Sałata<span class="ff2"> </span></div></div><div class="c x119 ya21 w169 hd6"><div class="t m0 x5 h16 y896 ff1 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x11a ya21 w16a hd6"><div class="t m0 x11b h16 y896 ff1 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x20 ya22 w16b hef"><div class="t m0 x120 h16 ya1f ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x121 ya22 w16c hef"><div class="t m0 x120 h16 ya1f ff2 fs1 fc0 sc0 ls0 ws0">  </div></div><div class="c x122 y349 w16d hf0"><div class="t m0 x2b hf1 y588 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 ya23 w16d hf0"><div class="t m0 x36 h16 y0 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 ya24 w16d hf0"><div class="t m0 x2b hf1 y0 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 ya22 w16d hf0"><div class="t m0 x2b hf1 y0 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 ya25 w16b hf2"><div class="t m0 xd h16 ya26 ff1 fs1 fc0 sc0 ls0 ws0">Anna Więzows<span class="_ _0"></span>ka<span class="ff2"> </span></div></div><div class="c x121 ya25 w16c hf2"><div class="t m0 x9 h16 ya27 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y6e8 w16d hf0"><div class="t m0 x2b hf1 y588 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 ya25 w16d hf3"><div class="t m0 x36 h16 y0 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x20 y58d w16b hf4"><div class="t m0 xd h16 y429 ff1 fs1 fc0 sc0 ls0 ws0">Członek Zarządu<span class="_ _0"></span><span class="ff2"> </span></div></div><div class="c x121 y58d w16c hf4"><div class="t m0 x9 h16 ya28 ff2 fs1 fc0 sc0 ls0 ws0"> </div></div><div class="c x122 y58d w16d hf4"><div class="t m0 x2b hf1 ya28 ff5 fs3 fc0 sc0 ls0 ws0"> </div></div><div class="c x0 y0 w7 hc"><div class="t m0 x4 h10 ya29 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ya17 ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 ya2a ff2 fs8 fc0 sc0 ls0 ws0"> </div><div class="t m0 x4 h10 y7f2 ff2 fs8 fc0 sc0 ls0 ws0"> </div></div></div><div class="pi" ></div></div></div><div class="loading-indicator"><img alt="" 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